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function (name, desc, options) {\n\tvar value = validValue(desc) && callable(desc.value), dgs;\n\tdgs = copy(desc);\n\tdelete dgs.writable;\n\tdelete dgs.value;\n\tdgs.get = function () {\n\t\tif (!options.overwriteDefinition && hasOwnProperty.call(this, name)) return value;\n\t\tdesc.value = bind.call(value, options.resolveContext ? options.resolveContext(this) : this);\n\t\tdefineProperty(this, name, desc);\n\t\treturn this[name];\n\t};\n\treturn dgs;\n};\n\nmodule.exports = function (props/*, options*/) {\n\tvar options = normalizeOptions(arguments[1]);\n\tif (options.resolveContext != null) ensureCallable(options.resolveContext);\n\treturn map(props, function (desc, name) { return define(name, desc, options); });\n};\n","'use strict';\n\nvar assign        = require('es5-ext/object/assign')\n  , normalizeOpts = require('es5-ext/object/normalize-options')\n  , isCallable    = require('es5-ext/object/is-callable')\n  , contains      = require('es5-ext/string/#/contains')\n\n  , d;\n\nd = module.exports = function (dscr, value/*, options*/) {\n\tvar c, e, w, options, desc;\n\tif ((arguments.length < 2) || (typeof dscr !== 'string')) {\n\t\toptions = value;\n\t\tvalue = dscr;\n\t\tdscr = null;\n\t} else {\n\t\toptions = arguments[2];\n\t}\n\tif (dscr == null) {\n\t\tc = w = true;\n\t\te = false;\n\t} else {\n\t\tc = contains.call(dscr, 'c');\n\t\te = contains.call(dscr, 'e');\n\t\tw = contains.call(dscr, 'w');\n\t}\n\n\tdesc = { value: value, configurable: c, enumerable: e, writable: w };\n\treturn !options ? desc : assign(normalizeOpts(options), desc);\n};\n\nd.gs = function (dscr, get, set/*, options*/) {\n\tvar c, e, options, desc;\n\tif (typeof dscr !== 'string') {\n\t\toptions = set;\n\t\tset = get;\n\t\tget = dscr;\n\t\tdscr = null;\n\t} else {\n\t\toptions = arguments[3];\n\t}\n\tif (get == null) {\n\t\tget = undefined;\n\t} else if (!isCallable(get)) {\n\t\toptions = get;\n\t\tget = set = undefined;\n\t} else if (set == null) {\n\t\tset = undefined;\n\t} else if (!isCallable(set)) {\n\t\toptions = set;\n\t\tset = undefined;\n\t}\n\tif (dscr == null) {\n\t\tc = true;\n\t\te = false;\n\t} else {\n\t\tc = contains.call(dscr, 'c');\n\t\te = contains.call(dscr, 'e');\n\t}\n\n\tdesc = { get: get, set: set, configurable: c, enumerable: e };\n\treturn !options ? desc : assign(normalizeOpts(options), desc);\n};\n","// Inspired by Google Closure:\n// http://closure-library.googlecode.com/svn/docs/\n// closure_goog_array_array.js.html#goog.array.clear\n\n\"use strict\";\n\nvar value = require(\"../../object/valid-value\");\n\nmodule.exports = function () {\n\tvalue(this).length = 0;\n\treturn this;\n};\n","\"use strict\";\n\nvar numberIsNaN       = require(\"../../number/is-nan\")\n  , toPosInt          = require(\"../../number/to-pos-integer\")\n  , value             = require(\"../../object/valid-value\")\n  , indexOf           = Array.prototype.indexOf\n  , objHasOwnProperty = Object.prototype.hasOwnProperty\n  , abs               = Math.abs\n  , floor             = Math.floor;\n\nmodule.exports = function (searchElement /*, fromIndex*/) {\n\tvar i, length, fromIndex, val;\n\tif (!numberIsNaN(searchElement)) return indexOf.apply(this, arguments);\n\n\tlength = toPosInt(value(this).length);\n\tfromIndex = arguments[1];\n\tif (isNaN(fromIndex)) fromIndex = 0;\n\telse if (fromIndex >= 0) fromIndex = floor(fromIndex);\n\telse fromIndex = toPosInt(this.length) - floor(abs(fromIndex));\n\n\tfor (i = fromIndex; i < length; ++i) {\n\t\tif (objHasOwnProperty.call(this, i)) {\n\t\t\tval = this[i];\n\t\t\tif (numberIsNaN(val)) return i; // Jslint: ignore\n\t\t}\n\t}\n\treturn -1;\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? Array.from\n\t: require(\"./shim\");\n","\"use strict\";\n\nmodule.exports = function () {\n\tvar from = Array.from, arr, result;\n\tif (typeof from !== \"function\") return false;\n\tarr = [\"raz\", \"dwa\"];\n\tresult = from(arr);\n\treturn Boolean(result && (result !== arr) && (result[1] === \"dwa\"));\n};\n","\"use strict\";\n\nvar iteratorSymbol = require(\"es6-symbol\").iterator\n  , isArguments    = require(\"../../function/is-arguments\")\n  , isFunction     = require(\"../../function/is-function\")\n  , toPosInt       = require(\"../../number/to-pos-integer\")\n  , callable       = require(\"../../object/valid-callable\")\n  , validValue     = require(\"../../object/valid-value\")\n  , isValue        = require(\"../../object/is-value\")\n  , isString       = require(\"../../string/is-string\")\n  , isArray        = Array.isArray\n  , call           = Function.prototype.call\n  , desc           = { configurable: true, enumerable: true, writable: true, value: null }\n  , defineProperty = Object.defineProperty;\n\n// eslint-disable-next-line complexity, max-lines-per-function\nmodule.exports = function (arrayLike /*, mapFn, thisArg*/) {\n\tvar mapFn = arguments[1]\n\t  , thisArg = arguments[2]\n\t  , Context\n\t  , i\n\t  , j\n\t  , arr\n\t  , length\n\t  , code\n\t  , iterator\n\t  , result\n\t  , getIterator\n\t  , value;\n\n\tarrayLike = Object(validValue(arrayLike));\n\n\tif (isValue(mapFn)) callable(mapFn);\n\tif (!this || this === Array || !isFunction(this)) {\n\t\t// Result: Plain array\n\t\tif (!mapFn) {\n\t\t\tif (isArguments(arrayLike)) {\n\t\t\t\t// Source: Arguments\n\t\t\t\tlength = arrayLike.length;\n\t\t\t\tif (length !== 1) return Array.apply(null, arrayLike);\n\t\t\t\tarr = new Array(1);\n\t\t\t\tarr[0] = arrayLike[0];\n\t\t\t\treturn arr;\n\t\t\t}\n\t\t\tif (isArray(arrayLike)) {\n\t\t\t\t// Source: Array\n\t\t\t\tarr = new Array(length = arrayLike.length);\n\t\t\t\tfor (i = 0; i < length; ++i) arr[i] = arrayLike[i];\n\t\t\t\treturn arr;\n\t\t\t}\n\t\t}\n\t\tarr = [];\n\t} else {\n\t\t// Result: Non plain array\n\t\tContext = this;\n\t}\n\n\tif (!isArray(arrayLike)) {\n\t\tif ((getIterator = arrayLike[iteratorSymbol]) !== undefined) {\n\t\t\t// Source: Iterator\n\t\t\titerator = callable(getIterator).call(arrayLike);\n\t\t\tif (Context) arr = new Context();\n\t\t\tresult = iterator.next();\n\t\t\ti = 0;\n\t\t\twhile (!result.done) {\n\t\t\t\tvalue = mapFn ? call.call(mapFn, thisArg, result.value, i) : result.value;\n\t\t\t\tif (Context) {\n\t\t\t\t\tdesc.value = value;\n\t\t\t\t\tdefineProperty(arr, i, desc);\n\t\t\t\t} else {\n\t\t\t\t\tarr[i] = value;\n\t\t\t\t}\n\t\t\t\tresult = iterator.next();\n\t\t\t\t++i;\n\t\t\t}\n\t\t\tlength = i;\n\t\t} else if (isString(arrayLike)) {\n\t\t\t// Source: String\n\t\t\tlength = arrayLike.length;\n\t\t\tif (Context) arr = new Context();\n\t\t\tfor (i = 0, j = 0; i < length; ++i) {\n\t\t\t\tvalue = arrayLike[i];\n\t\t\t\tif (i + 1 < length) {\n\t\t\t\t\tcode = value.charCodeAt(0);\n\t\t\t\t\t// eslint-disable-next-line max-depth\n\t\t\t\t\tif (code >= 0xd800 && code <= 0xdbff) value += arrayLike[++i];\n\t\t\t\t}\n\t\t\t\tvalue = mapFn ? call.call(mapFn, thisArg, value, j) : value;\n\t\t\t\tif (Context) {\n\t\t\t\t\tdesc.value = value;\n\t\t\t\t\tdefineProperty(arr, j, desc);\n\t\t\t\t} else {\n\t\t\t\t\tarr[j] = value;\n\t\t\t\t}\n\t\t\t\t++j;\n\t\t\t}\n\t\t\tlength = j;\n\t\t}\n\t}\n\tif (length === undefined) {\n\t\t// Source: array or array-like\n\t\tlength = toPosInt(arrayLike.length);\n\t\tif (Context) arr = new Context(length);\n\t\tfor (i = 0; i < length; ++i) {\n\t\t\tvalue = mapFn ? call.call(mapFn, thisArg, arrayLike[i], i) : arrayLike[i];\n\t\t\tif (Context) {\n\t\t\t\tdesc.value = value;\n\t\t\t\tdefineProperty(arr, i, desc);\n\t\t\t} else {\n\t\t\t\tarr[i] = value;\n\t\t\t}\n\t\t}\n\t}\n\tif (Context) {\n\t\tdesc.value = null;\n\t\tarr.length = length;\n\t}\n\treturn arr;\n};\n","\"use strict\";\n\nvar objToString = Object.prototype.toString\n  , id = objToString.call(\n\t(function () {\n\t\treturn arguments;\n\t})()\n);\n\nmodule.exports = function (value) {\n\treturn objToString.call(value) === id;\n};\n","\"use strict\";\n\nvar objToString = Object.prototype.toString, id = objToString.call(require(\"./noop\"));\n\nmodule.exports = function (value) {\n\treturn typeof value === \"function\" && objToString.call(value) === id;\n};\n","\"use strict\";\n\n// eslint-disable-next-line no-empty-function\nmodule.exports = function () {};\n","/* eslint strict: \"off\" */\n\nmodule.exports = (function () {\n\treturn this;\n}());\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? Math.sign\n\t: require(\"./shim\");\n","\"use strict\";\n\nmodule.exports = function () {\n\tvar sign = Math.sign;\n\tif (typeof sign !== \"function\") return false;\n\treturn (sign(10) === 1) && (sign(-20) === -1);\n};\n","\"use strict\";\n\nmodule.exports = function (value) {\n\tvalue = Number(value);\n\tif (isNaN(value) || (value === 0)) return value;\n\treturn value > 0 ? 1 : -1;\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? Number.isNaN\n\t: require(\"./shim\");\n","\"use strict\";\n\nmodule.exports = function () {\n\tvar numberIsNaN = Number.isNaN;\n\tif (typeof numberIsNaN !== \"function\") return false;\n\treturn !numberIsNaN({}) && numberIsNaN(NaN) && !numberIsNaN(34);\n};\n","\"use strict\";\n\nmodule.exports = function (value) {\n\t// eslint-disable-next-line no-self-compare\n\treturn value !== value;\n};\n","\"use strict\";\n\nvar sign = require(\"../math/sign\")\n\n  , abs = Math.abs, floor = Math.floor;\n\nmodule.exports = function (value) {\n\tif (isNaN(value)) return 0;\n\tvalue = Number(value);\n\tif ((value === 0) || !isFinite(value)) return value;\n\treturn sign(value) * floor(abs(value));\n};\n","\"use strict\";\n\nvar toInteger = require(\"./to-integer\")\n\n  , max = Math.max;\n\nmodule.exports = function (value) {\n return max(0, toInteger(value));\n};\n","// Internal method, used by iteration functions.\n// Calls a function for each key-value pair found in object\n// Optionally takes compareFn to iterate object in specific order\n\n\"use strict\";\n\nvar callable                = require(\"./valid-callable\")\n  , value                   = require(\"./valid-value\")\n  , bind                    = Function.prototype.bind\n  , call                    = Function.prototype.call\n  , keys                    = Object.keys\n  , objPropertyIsEnumerable = Object.prototype.propertyIsEnumerable;\n\nmodule.exports = function (method, defVal) {\n\treturn function (obj, cb /*, thisArg, compareFn*/) {\n\t\tvar list, thisArg = arguments[2], compareFn = arguments[3];\n\t\tobj = Object(value(obj));\n\t\tcallable(cb);\n\n\t\tlist = keys(obj);\n\t\tif (compareFn) {\n\t\t\tlist.sort(typeof compareFn === \"function\" ? bind.call(compareFn, obj) : undefined);\n\t\t}\n\t\tif (typeof method !== \"function\") method = list[method];\n\t\treturn call.call(method, list, function (key, index) {\n\t\t\tif (!objPropertyIsEnumerable.call(obj, key)) return defVal;\n\t\t\treturn call.call(cb, thisArg, obj[key], key, obj, index);\n\t\t});\n\t};\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? Object.assign\n\t: require(\"./shim\");\n","\"use strict\";\n\nmodule.exports = function () {\n\tvar assign = Object.assign, obj;\n\tif (typeof assign !== \"function\") return false;\n\tobj = { foo: \"raz\" };\n\tassign(obj, { bar: \"dwa\" }, { trzy: \"trzy\" });\n\treturn (obj.foo + obj.bar + obj.trzy) === \"razdwatrzy\";\n};\n","\"use strict\";\n\nvar keys  = require(\"../keys\")\n  , value = require(\"../valid-value\")\n  , max   = Math.max;\n\nmodule.exports = function (dest, src /*, …srcn*/) {\n\tvar error, i, length = max(arguments.length, 2), assign;\n\tdest = Object(value(dest));\n\tassign = function (key) {\n\t\ttry {\n\t\t\tdest[key] = src[key];\n\t\t} catch (e) {\n\t\t\tif (!error) error = e;\n\t\t}\n\t};\n\tfor (i = 1; i < length; ++i) {\n\t\tsrc = arguments[i];\n\t\tkeys(src).forEach(assign);\n\t}\n\tif (error !== undefined) throw error;\n\treturn dest;\n};\n","\"use strict\";\n\nvar aFrom  = require(\"../array/from\")\n  , assign = require(\"./assign\")\n  , value  = require(\"./valid-value\");\n\nmodule.exports = function (obj/*, propertyNames, options*/) {\n\tvar copy = Object(value(obj)), propertyNames = arguments[1], options = Object(arguments[2]);\n\tif (copy !== obj && !propertyNames) return copy;\n\tvar result = {};\n\tif (propertyNames) {\n\t\taFrom(propertyNames, function (propertyName) {\n\t\t\tif (options.ensure || propertyName in obj) result[propertyName] = obj[propertyName];\n\t\t});\n\t} else {\n\t\tassign(result, obj);\n\t}\n\treturn result;\n};\n","// Workaround for http://code.google.com/p/v8/issues/detail?id=2804\n\n\"use strict\";\n\nvar create = Object.create, shim;\n\nif (!require(\"./set-prototype-of/is-implemented\")()) {\n\tshim = require(\"./set-prototype-of/shim\");\n}\n\nmodule.exports = (function () {\n\tvar nullObject, polyProps, desc;\n\tif (!shim) return create;\n\tif (shim.level !== 1) return create;\n\n\tnullObject = {};\n\tpolyProps = {};\n\tdesc = {\n\t\tconfigurable: false,\n\t\tenumerable: false,\n\t\twritable: true,\n\t\tvalue: undefined\n\t};\n\tObject.getOwnPropertyNames(Object.prototype).forEach(function (name) {\n\t\tif (name === \"__proto__\") {\n\t\t\tpolyProps[name] = {\n\t\t\t\tconfigurable: true,\n\t\t\t\tenumerable: false,\n\t\t\t\twritable: true,\n\t\t\t\tvalue: undefined\n\t\t\t};\n\t\t\treturn;\n\t\t}\n\t\tpolyProps[name] = desc;\n\t});\n\tObject.defineProperties(nullObject, polyProps);\n\n\tObject.defineProperty(shim, \"nullPolyfill\", {\n\t\tconfigurable: false,\n\t\tenumerable: false,\n\t\twritable: false,\n\t\tvalue: nullObject\n\t});\n\n\treturn function (prototype, props) {\n\t\treturn create(prototype === null ? nullObject : prototype, props);\n\t};\n}());\n","\"use strict\";\n\nmodule.exports = require(\"./_iterate\")(\"forEach\");\n","// Deprecated\n\n\"use strict\";\n\nmodule.exports = function (obj) {\n return typeof obj === \"function\";\n};\n","\"use strict\";\n\nvar isValue = require(\"./is-value\");\n\nvar map = { function: true, object: true };\n\nmodule.exports = function (value) {\n\treturn (isValue(value) && map[typeof value]) || false;\n};\n","\"use strict\";\n\nvar _undefined = require(\"../function/noop\")(); // Support ES3 engines\n\nmodule.exports = function (val) {\n return (val !== _undefined) && (val !== null);\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")() ? Object.keys : require(\"./shim\");\n","\"use strict\";\n\nmodule.exports = function () {\n\ttry {\n\t\tObject.keys(\"primitive\");\n\t\treturn true;\n\t} catch (e) {\n\t\treturn false;\n\t}\n};\n","\"use strict\";\n\nvar isValue = require(\"../is-value\");\n\nvar keys = Object.keys;\n\nmodule.exports = function (object) { return keys(isValue(object) ? Object(object) : object); };\n","\"use strict\";\n\nvar callable = require(\"./valid-callable\")\n  , forEach  = require(\"./for-each\")\n  , call     = Function.prototype.call;\n\nmodule.exports = function (obj, cb /*, thisArg*/) {\n\tvar result = {}, thisArg = arguments[2];\n\tcallable(cb);\n\tforEach(obj, function (value, key, targetObj, index) {\n\t\tresult[key] = call.call(cb, thisArg, value, key, targetObj, index);\n\t});\n\treturn result;\n};\n","\"use strict\";\n\nvar isValue = require(\"./is-value\");\n\nvar forEach = Array.prototype.forEach, create = Object.create;\n\nvar process = function (src, obj) {\n\tvar key;\n\tfor (key in src) obj[key] = src[key];\n};\n\n// eslint-disable-next-line no-unused-vars\nmodule.exports = function (opts1 /*, …options*/) {\n\tvar result = create(null);\n\tforEach.call(arguments, function (options) {\n\t\tif (!isValue(options)) return;\n\t\tprocess(Object(options), result);\n\t});\n\treturn result;\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? Object.setPrototypeOf\n\t: require(\"./shim\");\n","\"use strict\";\n\nvar create = Object.create, getPrototypeOf = Object.getPrototypeOf, plainObject = {};\n\nmodule.exports = function (/* CustomCreate*/) {\n\tvar setPrototypeOf = Object.setPrototypeOf, customCreate = arguments[0] || create;\n\tif (typeof setPrototypeOf !== \"function\") return false;\n\treturn getPrototypeOf(setPrototypeOf(customCreate(null), plainObject)) === plainObject;\n};\n","/* eslint no-proto: \"off\" */\n\n// Big thanks to @WebReflection for sorting this out\n// https://gist.github.com/WebReflection/5593554\n\n\"use strict\";\n\nvar isObject        = require(\"../is-object\")\n  , value           = require(\"../valid-value\")\n  , objIsPrototypeOf = Object.prototype.isPrototypeOf\n  , defineProperty  = Object.defineProperty\n  , nullDesc        = {\n\tconfigurable: true,\n\tenumerable: false,\n\twritable: true,\n\tvalue: undefined\n}\n  , validate;\n\nvalidate = function (obj, prototype) {\n\tvalue(obj);\n\tif (prototype === null || isObject(prototype)) return obj;\n\tthrow new TypeError(\"Prototype must be null or an object\");\n};\n\nmodule.exports = (function (status) {\n\tvar fn, set;\n\tif (!status) return null;\n\tif (status.level === 2) {\n\t\tif (status.set) {\n\t\t\tset = status.set;\n\t\t\tfn = function (obj, prototype) {\n\t\t\t\tset.call(validate(obj, prototype), prototype);\n\t\t\t\treturn obj;\n\t\t\t};\n\t\t} else {\n\t\t\tfn = function (obj, prototype) {\n\t\t\t\tvalidate(obj, prototype).__proto__ = prototype;\n\t\t\t\treturn obj;\n\t\t\t};\n\t\t}\n\t} else {\n\t\tfn = function self(obj, prototype) {\n\t\t\tvar isNullBase;\n\t\t\tvalidate(obj, prototype);\n\t\t\tisNullBase = objIsPrototypeOf.call(self.nullPolyfill, obj);\n\t\t\tif (isNullBase) delete self.nullPolyfill.__proto__;\n\t\t\tif (prototype === null) prototype = self.nullPolyfill;\n\t\t\tobj.__proto__ = prototype;\n\t\t\tif (isNullBase) defineProperty(self.nullPolyfill, \"__proto__\", nullDesc);\n\t\t\treturn obj;\n\t\t};\n\t}\n\treturn Object.defineProperty(fn, \"level\", {\n\t\tconfigurable: false,\n\t\tenumerable: false,\n\t\twritable: false,\n\t\tvalue: status.level\n\t});\n}(\n\t(function () {\n\t\tvar tmpObj1 = Object.create(null)\n\t\t  , tmpObj2 = {}\n\t\t  , set\n\t\t  , desc = Object.getOwnPropertyDescriptor(Object.prototype, \"__proto__\");\n\n\t\tif (desc) {\n\t\t\ttry {\n\t\t\t\tset = desc.set; // Opera crashes at this point\n\t\t\t\tset.call(tmpObj1, tmpObj2);\n\t\t\t} catch (ignore) {}\n\t\t\tif (Object.getPrototypeOf(tmpObj1) === tmpObj2) return { set: set, level: 2 };\n\t\t}\n\n\t\ttmpObj1.__proto__ = tmpObj2;\n\t\tif (Object.getPrototypeOf(tmpObj1) === tmpObj2) return { level: 2 };\n\n\t\ttmpObj1 = {};\n\t\ttmpObj1.__proto__ = tmpObj2;\n\t\tif (Object.getPrototypeOf(tmpObj1) === tmpObj2) return { level: 1 };\n\n\t\treturn false;\n\t})()\n));\n\nrequire(\"../create\");\n","\"use strict\";\n\nmodule.exports = function (fn) {\n\tif (typeof fn !== \"function\") throw new TypeError(fn + \" is not a function\");\n\treturn fn;\n};\n","\"use strict\";\n\nvar isValue = require(\"./is-value\");\n\nmodule.exports = function (value) {\n\tif (!isValue(value)) throw new TypeError(\"Cannot use null or undefined\");\n\treturn value;\n};\n","\"use strict\";\n\nmodule.exports = require(\"./is-implemented\")()\n\t? String.prototype.contains\n\t: require(\"./shim\");\n","\"use strict\";\n\nvar str = \"razdwatrzy\";\n\nmodule.exports = function () {\n\tif (typeof str.contains !== \"function\") return false;\n\treturn (str.contains(\"dwa\") === true) && (str.contains(\"foo\") === false);\n};\n","\"use strict\";\n\nvar indexOf = String.prototype.indexOf;\n\nmodule.exports = function (searchString/*, position*/) {\n\treturn indexOf.call(this, searchString, arguments[1]) > -1;\n};\n","\"use strict\";\n\nvar objToString = Object.prototype.toString, id = objToString.call(\"\");\n\nmodule.exports = function (value) {\n\treturn (\n\t\ttypeof value === \"string\" ||\n\t\t(value &&\n\t\t\ttypeof value === \"object\" &&\n\t\t\t(value instanceof String || objToString.call(value) === id)) ||\n\t\tfalse\n\t);\n};\n","\"use strict\";\n\nvar setPrototypeOf = require(\"es5-ext/object/set-prototype-of\")\n  , contains       = require(\"es5-ext/string/#/contains\")\n  , d              = require(\"d\")\n  , Symbol         = require(\"es6-symbol\")\n  , Iterator       = require(\"./\");\n\nvar defineProperty = Object.defineProperty, ArrayIterator;\n\nArrayIterator = module.exports = function (arr, kind) {\n\tif (!(this instanceof ArrayIterator)) throw new TypeError(\"Constructor requires 'new'\");\n\tIterator.call(this, arr);\n\tif (!kind) kind = \"value\";\n\telse if (contains.call(kind, \"key+value\")) kind = \"key+value\";\n\telse if (contains.call(kind, \"key\")) kind = \"key\";\n\telse kind = \"value\";\n\tdefineProperty(this, \"__kind__\", d(\"\", kind));\n};\nif (setPrototypeOf) setPrototypeOf(ArrayIterator, Iterator);\n\n// Internal %ArrayIteratorPrototype% doesn't expose its constructor\ndelete ArrayIterator.prototype.constructor;\n\nArrayIterator.prototype = Object.create(Iterator.prototype, {\n\t_resolve: d(function (i) {\n\t\tif (this.__kind__ === \"value\") return this.__list__[i];\n\t\tif (this.__kind__ === \"key+value\") return [i, this.__list__[i]];\n\t\treturn i;\n\t})\n});\ndefineProperty(ArrayIterator.prototype, Symbol.toStringTag, d(\"c\", \"Array Iterator\"));\n","\"use strict\";\n\nvar isArguments = require(\"es5-ext/function/is-arguments\")\n  , callable    = require(\"es5-ext/object/valid-callable\")\n  , isString    = require(\"es5-ext/string/is-string\")\n  , get         = require(\"./get\");\n\nvar isArray = Array.isArray, call = Function.prototype.call, some = Array.prototype.some;\n\nmodule.exports = function (iterable, cb /*, thisArg*/) {\n\tvar mode, thisArg = arguments[2], result, doBreak, broken, i, length, char, code;\n\tif (isArray(iterable) || isArguments(iterable)) mode = \"array\";\n\telse if (isString(iterable)) mode = \"string\";\n\telse iterable = get(iterable);\n\n\tcallable(cb);\n\tdoBreak = function () {\n\t\tbroken = true;\n\t};\n\tif (mode === \"array\") {\n\t\tsome.call(iterable, function (value) {\n\t\t\tcall.call(cb, thisArg, value, doBreak);\n\t\t\treturn broken;\n\t\t});\n\t\treturn;\n\t}\n\tif (mode === \"string\") {\n\t\tlength = iterable.length;\n\t\tfor (i = 0; i < length; ++i) {\n\t\t\tchar = iterable[i];\n\t\t\tif (i + 1 < length) {\n\t\t\t\tcode = char.charCodeAt(0);\n\t\t\t\tif (code >= 0xd800 && code <= 0xdbff) char += iterable[++i];\n\t\t\t}\n\t\t\tcall.call(cb, thisArg, char, doBreak);\n\t\t\tif (broken) break;\n\t\t}\n\t\treturn;\n\t}\n\tresult = iterable.next();\n\n\twhile (!result.done) {\n\t\tcall.call(cb, thisArg, result.value, doBreak);\n\t\tif (broken) return;\n\t\tresult = iterable.next();\n\t}\n};\n","\"use strict\";\n\nvar isArguments    = require(\"es5-ext/function/is-arguments\")\n  , isString       = require(\"es5-ext/string/is-string\")\n  , ArrayIterator  = require(\"./array\")\n  , StringIterator = require(\"./string\")\n  , iterable       = require(\"./valid-iterable\")\n  , iteratorSymbol = require(\"es6-symbol\").iterator;\n\nmodule.exports = function (obj) {\n\tif (typeof iterable(obj)[iteratorSymbol] === \"function\") return obj[iteratorSymbol]();\n\tif (isArguments(obj)) return new ArrayIterator(obj);\n\tif (isString(obj)) return new StringIterator(obj);\n\treturn new ArrayIterator(obj);\n};\n","\"use strict\";\n\nvar clear    = require(\"es5-ext/array/#/clear\")\n  , assign   = require(\"es5-ext/object/assign\")\n  , callable = require(\"es5-ext/object/valid-callable\")\n  , value    = require(\"es5-ext/object/valid-value\")\n  , d        = require(\"d\")\n  , autoBind = require(\"d/auto-bind\")\n  , Symbol   = require(\"es6-symbol\");\n\nvar defineProperty = Object.defineProperty, defineProperties = Object.defineProperties, Iterator;\n\nmodule.exports = Iterator = function (list, context) {\n\tif (!(this instanceof Iterator)) throw new TypeError(\"Constructor requires 'new'\");\n\tdefineProperties(this, {\n\t\t__list__: d(\"w\", value(list)),\n\t\t__context__: d(\"w\", context),\n\t\t__nextIndex__: d(\"w\", 0)\n\t});\n\tif (!context) return;\n\tcallable(context.on);\n\tcontext.on(\"_add\", this._onAdd);\n\tcontext.on(\"_delete\", this._onDelete);\n\tcontext.on(\"_clear\", this._onClear);\n};\n\n// Internal %IteratorPrototype% doesn't expose its constructor\ndelete Iterator.prototype.constructor;\n\ndefineProperties(\n\tIterator.prototype,\n\tassign(\n\t\t{\n\t\t\t_next: d(function () {\n\t\t\t\tvar i;\n\t\t\t\tif (!this.__list__) return undefined;\n\t\t\t\tif (this.__redo__) {\n\t\t\t\t\ti = this.__redo__.shift();\n\t\t\t\t\tif (i !== undefined) return i;\n\t\t\t\t}\n\t\t\t\tif (this.__nextIndex__ < this.__list__.length) return this.__nextIndex__++;\n\t\t\t\tthis._unBind();\n\t\t\t\treturn undefined;\n\t\t\t}),\n\t\t\tnext: d(function () {\n\t\t\t\treturn this._createResult(this._next());\n\t\t\t}),\n\t\t\t_createResult: d(function (i) {\n\t\t\t\tif (i === undefined) return { done: true, value: undefined };\n\t\t\t\treturn { done: false, value: this._resolve(i) };\n\t\t\t}),\n\t\t\t_resolve: d(function (i) {\n\t\t\t\treturn this.__list__[i];\n\t\t\t}),\n\t\t\t_unBind: d(function () {\n\t\t\t\tthis.__list__ = null;\n\t\t\t\tdelete this.__redo__;\n\t\t\t\tif (!this.__context__) return;\n\t\t\t\tthis.__context__.off(\"_add\", this._onAdd);\n\t\t\t\tthis.__context__.off(\"_delete\", this._onDelete);\n\t\t\t\tthis.__context__.off(\"_clear\", this._onClear);\n\t\t\t\tthis.__context__ = null;\n\t\t\t}),\n\t\t\ttoString: d(function () {\n\t\t\t\treturn \"[object \" + (this[Symbol.toStringTag] || \"Object\") + \"]\";\n\t\t\t})\n\t\t},\n\t\tautoBind({\n\t\t\t_onAdd: d(function (index) {\n\t\t\t\tif (index >= this.__nextIndex__) return;\n\t\t\t\t++this.__nextIndex__;\n\t\t\t\tif (!this.__redo__) {\n\t\t\t\t\tdefineProperty(this, \"__redo__\", d(\"c\", [index]));\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t\tthis.__redo__.forEach(function (redo, i) {\n\t\t\t\t\tif (redo >= index) this.__redo__[i] = ++redo;\n\t\t\t\t}, this);\n\t\t\t\tthis.__redo__.push(index);\n\t\t\t}),\n\t\t\t_onDelete: d(function (index) {\n\t\t\t\tvar i;\n\t\t\t\tif (index >= this.__nextIndex__) return;\n\t\t\t\t--this.__nextIndex__;\n\t\t\t\tif (!this.__redo__) return;\n\t\t\t\ti = this.__redo__.indexOf(index);\n\t\t\t\tif (i !== -1) this.__redo__.splice(i, 1);\n\t\t\t\tthis.__redo__.forEach(function (redo, j) {\n\t\t\t\t\tif (redo > index) this.__redo__[j] = --redo;\n\t\t\t\t}, this);\n\t\t\t}),\n\t\t\t_onClear: d(function () {\n\t\t\t\tif (this.__redo__) clear.call(this.__redo__);\n\t\t\t\tthis.__nextIndex__ = 0;\n\t\t\t})\n\t\t})\n\t)\n);\n\ndefineProperty(\n\tIterator.prototype,\n\tSymbol.iterator,\n\td(function () {\n\t\treturn this;\n\t})\n);\n","\"use strict\";\n\nvar isArguments = require(\"es5-ext/function/is-arguments\")\n  , isValue     = require(\"es5-ext/object/is-value\")\n  , isString    = require(\"es5-ext/string/is-string\");\n\nvar iteratorSymbol = require(\"es6-symbol\").iterator\n  , isArray        = Array.isArray;\n\nmodule.exports = function (value) {\n\tif (!isValue(value)) return false;\n\tif (isArray(value)) return true;\n\tif (isString(value)) return true;\n\tif (isArguments(value)) return true;\n\treturn typeof value[iteratorSymbol] === \"function\";\n};\n","// Thanks @mathiasbynens\n// http://mathiasbynens.be/notes/javascript-unicode#iterating-over-symbols\n\n\"use strict\";\n\nvar setPrototypeOf = require(\"es5-ext/object/set-prototype-of\")\n  , d              = require(\"d\")\n  , Symbol         = require(\"es6-symbol\")\n  , Iterator       = require(\"./\");\n\nvar defineProperty = Object.defineProperty, StringIterator;\n\nStringIterator = module.exports = function (str) {\n\tif (!(this instanceof StringIterator)) throw new TypeError(\"Constructor requires 'new'\");\n\tstr = String(str);\n\tIterator.call(this, str);\n\tdefineProperty(this, \"__length__\", d(\"\", str.length));\n};\nif (setPrototypeOf) setPrototypeOf(StringIterator, Iterator);\n\n// Internal %ArrayIteratorPrototype% doesn't expose its constructor\ndelete StringIterator.prototype.constructor;\n\nStringIterator.prototype = Object.create(Iterator.prototype, {\n\t_next: d(function () {\n\t\tif (!this.__list__) return undefined;\n\t\tif (this.__nextIndex__ < this.__length__) return this.__nextIndex__++;\n\t\tthis._unBind();\n\t\treturn undefined;\n\t}),\n\t_resolve: d(function (i) {\n\t\tvar char = this.__list__[i], code;\n\t\tif (this.__nextIndex__ === this.__length__) return char;\n\t\tcode = char.charCodeAt(0);\n\t\tif (code >= 0xd800 && code <= 0xdbff) return char + this.__list__[this.__nextIndex__++];\n\t\treturn char;\n\t})\n});\ndefineProperty(StringIterator.prototype, Symbol.toStringTag, d(\"c\", \"String Iterator\"));\n","\"use strict\";\n\nvar isIterable = require(\"./is-iterable\");\n\nmodule.exports = function (value) {\n\tif (!isIterable(value)) throw new TypeError(value + \" is not iterable\");\n\treturn value;\n};\n","'use strict';\n\nif (!require('./is-implemented')()) {\n\tObject.defineProperty(require('es5-ext/global'), 'Set',\n\t\t{ value: require('./polyfill'), configurable: true, enumerable: false,\n\t\t\twritable: true });\n}\n","'use strict';\n\nmodule.exports = function () {\n\tvar set, iterator, result;\n\tif (typeof Set !== 'function') return false;\n\tset = new Set(['raz', 'dwa', 'trzy']);\n\tif (String(set) !== '[object Set]') return false;\n\tif (set.size !== 3) return false;\n\tif (typeof set.add !== 'function') return false;\n\tif (typeof set.clear !== 'function') return false;\n\tif (typeof set.delete !== 'function') return false;\n\tif (typeof set.entries !== 'function') return false;\n\tif (typeof set.forEach !== 'function') return false;\n\tif (typeof set.has !== 'function') return false;\n\tif (typeof set.keys !== 'function') return false;\n\tif (typeof set.values !== 'function') return false;\n\n\titerator = set.values();\n\tresult = iterator.next();\n\tif (result.done !== false) return false;\n\tif (result.value !== 'raz') return false;\n\n\treturn true;\n};\n","// Exports true if environment provides native `Set` implementation,\n// whatever that is.\n\n'use strict';\n\nmodule.exports = (function () {\n\tif (typeof Set === 'undefined') return false;\n\treturn (Object.prototype.toString.call(Set.prototype) === '[object Set]');\n}());\n","'use strict';\n\nvar setPrototypeOf    = require('es5-ext/object/set-prototype-of')\n  , contains          = require('es5-ext/string/#/contains')\n  , d                 = require('d')\n  , Iterator          = require('es6-iterator')\n  , toStringTagSymbol = require('es6-symbol').toStringTag\n\n  , defineProperty = Object.defineProperty\n  , SetIterator;\n\nSetIterator = module.exports = function (set, kind) {\n\tif (!(this instanceof SetIterator)) return new SetIterator(set, kind);\n\tIterator.call(this, set.__setData__, set);\n\tif (!kind) kind = 'value';\n\telse if (contains.call(kind, 'key+value')) kind = 'key+value';\n\telse kind = 'value';\n\tdefineProperty(this, '__kind__', d('', kind));\n};\nif (setPrototypeOf) setPrototypeOf(SetIterator, Iterator);\n\nSetIterator.prototype = Object.create(Iterator.prototype, {\n\tconstructor: d(SetIterator),\n\t_resolve: d(function (i) {\n\t\tif (this.__kind__ === 'value') return this.__list__[i];\n\t\treturn [this.__list__[i], this.__list__[i]];\n\t}),\n\ttoString: d(function () { return '[object Set Iterator]'; })\n});\ndefineProperty(SetIterator.prototype, toStringTagSymbol, d('c', 'Set Iterator'));\n","'use strict';\n\nvar clear          = require('es5-ext/array/#/clear')\n  , eIndexOf       = require('es5-ext/array/#/e-index-of')\n  , setPrototypeOf = require('es5-ext/object/set-prototype-of')\n  , callable       = require('es5-ext/object/valid-callable')\n  , d              = require('d')\n  , ee             = require('event-emitter')\n  , Symbol         = require('es6-symbol')\n  , iterator       = require('es6-iterator/valid-iterable')\n  , forOf          = require('es6-iterator/for-of')\n  , Iterator       = require('./lib/iterator')\n  , isNative       = require('./is-native-implemented')\n\n  , call = Function.prototype.call\n  , defineProperty = Object.defineProperty, getPrototypeOf = Object.getPrototypeOf\n  , SetPoly, getValues, NativeSet;\n\nif (isNative) NativeSet = Set;\n\nmodule.exports = SetPoly = function Set(/*iterable*/) {\n\tvar iterable = arguments[0], self;\n\tif (!(this instanceof SetPoly)) throw new TypeError('Constructor requires \\'new\\'');\n\tif (isNative && setPrototypeOf) self = setPrototypeOf(new NativeSet(), getPrototypeOf(this));\n\telse self = this;\n\tif (iterable != null) iterator(iterable);\n\tdefineProperty(self, '__setData__', d('c', []));\n\tif (!iterable) return self;\n\tforOf(iterable, function (value) {\n\t\tif (eIndexOf.call(this, value) !== -1) return;\n\t\tthis.push(value);\n\t}, self.__setData__);\n\treturn self;\n};\n\nif (isNative) {\n\tif (setPrototypeOf) setPrototypeOf(SetPoly, NativeSet);\n\tSetPoly.prototype = Object.create(NativeSet.prototype, { constructor: d(SetPoly) });\n}\n\nee(Object.defineProperties(SetPoly.prototype, {\n\tadd: d(function (value) {\n\t\tif (this.has(value)) return this;\n\t\tthis.emit('_add', this.__setData__.push(value) - 1, value);\n\t\treturn this;\n\t}),\n\tclear: d(function () {\n\t\tif (!this.__setData__.length) return;\n\t\tclear.call(this.__setData__);\n\t\tthis.emit('_clear');\n\t}),\n\tdelete: d(function (value) {\n\t\tvar index = eIndexOf.call(this.__setData__, value);\n\t\tif (index === -1) return false;\n\t\tthis.__setData__.splice(index, 1);\n\t\tthis.emit('_delete', index, value);\n\t\treturn true;\n\t}),\n\tentries: d(function () { return new Iterator(this, 'key+value'); }),\n\tforEach: d(function (cb/*, thisArg*/) {\n\t\tvar thisArg = arguments[1], iterator, result, value;\n\t\tcallable(cb);\n\t\titerator = this.values();\n\t\tresult = iterator._next();\n\t\twhile (result !== undefined) {\n\t\t\tvalue = iterator._resolve(result);\n\t\t\tcall.call(cb, thisArg, value, value, this);\n\t\t\tresult = iterator._next();\n\t\t}\n\t}),\n\thas: d(function (value) {\n\t\treturn (eIndexOf.call(this.__setData__, value) !== -1);\n\t}),\n\tkeys: d(getValues = function () { return this.values(); }),\n\tsize: d.gs(function () { return this.__setData__.length; }),\n\tvalues: d(function () { return new Iterator(this); }),\n\ttoString: d(function () { return '[object Set]'; })\n}));\ndefineProperty(SetPoly.prototype, Symbol.iterator, d(getValues));\ndefineProperty(SetPoly.prototype, Symbol.toStringTag, d('c', 'Set'));\n","'use strict';\n\nmodule.exports = require('./is-implemented')() ? Symbol : require('./polyfill');\n","'use strict';\n\nvar validTypes = { object: true, symbol: true };\n\nmodule.exports = function () {\n\tvar symbol;\n\tif (typeof Symbol !== 'function') return false;\n\tsymbol = Symbol('test symbol');\n\ttry { String(symbol); } catch (e) { return false; }\n\n\t// Return 'true' also for polyfills\n\tif (!validTypes[typeof Symbol.iterator]) return false;\n\tif (!validTypes[typeof Symbol.toPrimitive]) return false;\n\tif (!validTypes[typeof Symbol.toStringTag]) return false;\n\n\treturn true;\n};\n","'use strict';\n\nmodule.exports = function (x) {\n\tif (!x) return false;\n\tif (typeof x === 'symbol') return true;\n\tif (!x.constructor) return false;\n\tif (x.constructor.name !== 'Symbol') return false;\n\treturn (x[x.constructor.toStringTag] === 'Symbol');\n};\n","// ES2015 Symbol polyfill for environments that do not (or partially) support it\n\n'use strict';\n\nvar d              = require('d')\n  , validateSymbol = require('./validate-symbol')\n\n  , create = Object.create, defineProperties = Object.defineProperties\n  , defineProperty = Object.defineProperty, objPrototype = Object.prototype\n  , NativeSymbol, SymbolPolyfill, HiddenSymbol, globalSymbols = create(null)\n  , isNativeSafe;\n\nif (typeof Symbol === 'function') {\n\tNativeSymbol = Symbol;\n\ttry {\n\t\tString(NativeSymbol());\n\t\tisNativeSafe = true;\n\t} catch (ignore) {}\n}\n\nvar generateName = (function () {\n\tvar created = create(null);\n\treturn function (desc) {\n\t\tvar postfix = 0, name, ie11BugWorkaround;\n\t\twhile (created[desc + (postfix || '')]) ++postfix;\n\t\tdesc += (postfix || '');\n\t\tcreated[desc] = true;\n\t\tname = '@@' + desc;\n\t\tdefineProperty(objPrototype, name, d.gs(null, function (value) {\n\t\t\t// For IE11 issue see:\n\t\t\t// https://connect.microsoft.com/IE/feedbackdetail/view/1928508/\n\t\t\t//    ie11-broken-getters-on-dom-objects\n\t\t\t// https://github.com/medikoo/es6-symbol/issues/12\n\t\t\tif (ie11BugWorkaround) return;\n\t\t\tie11BugWorkaround = true;\n\t\t\tdefineProperty(this, name, d(value));\n\t\t\tie11BugWorkaround = false;\n\t\t}));\n\t\treturn name;\n\t};\n}());\n\n// Internal constructor (not one exposed) for creating Symbol instances.\n// This one is used to ensure that `someSymbol instanceof Symbol` always return false\nHiddenSymbol = function Symbol(description) {\n\tif (this instanceof HiddenSymbol) throw new TypeError('Symbol is not a constructor');\n\treturn SymbolPolyfill(description);\n};\n\n// Exposed `Symbol` constructor\n// (returns instances of HiddenSymbol)\nmodule.exports = SymbolPolyfill = function Symbol(description) {\n\tvar symbol;\n\tif (this instanceof Symbol) throw new TypeError('Symbol is not a constructor');\n\tif (isNativeSafe) return NativeSymbol(description);\n\tsymbol = create(HiddenSymbol.prototype);\n\tdescription = (description === undefined ? '' : String(description));\n\treturn defineProperties(symbol, {\n\t\t__description__: d('', description),\n\t\t__name__: d('', generateName(description))\n\t});\n};\ndefineProperties(SymbolPolyfill, {\n\tfor: d(function (key) {\n\t\tif (globalSymbols[key]) return globalSymbols[key];\n\t\treturn (globalSymbols[key] = SymbolPolyfill(String(key)));\n\t}),\n\tkeyFor: d(function (s) {\n\t\tvar key;\n\t\tvalidateSymbol(s);\n\t\tfor (key in globalSymbols) if (globalSymbols[key] === s) return key;\n\t}),\n\n\t// To ensure proper interoperability with other native functions (e.g. Array.from)\n\t// fallback to eventual native implementation of given symbol\n\thasInstance: d('', (NativeSymbol && NativeSymbol.hasInstance) || SymbolPolyfill('hasInstance')),\n\tisConcatSpreadable: d('', (NativeSymbol && NativeSymbol.isConcatSpreadable) ||\n\t\tSymbolPolyfill('isConcatSpreadable')),\n\titerator: d('', (NativeSymbol && NativeSymbol.iterator) || SymbolPolyfill('iterator')),\n\tmatch: d('', (NativeSymbol && NativeSymbol.match) || SymbolPolyfill('match')),\n\treplace: d('', (NativeSymbol && NativeSymbol.replace) || SymbolPolyfill('replace')),\n\tsearch: d('', (NativeSymbol && NativeSymbol.search) || SymbolPolyfill('search')),\n\tspecies: d('', (NativeSymbol && NativeSymbol.species) || SymbolPolyfill('species')),\n\tsplit: d('', (NativeSymbol && NativeSymbol.split) || SymbolPolyfill('split')),\n\ttoPrimitive: d('', (NativeSymbol && NativeSymbol.toPrimitive) || SymbolPolyfill('toPrimitive')),\n\ttoStringTag: d('', (NativeSymbol && NativeSymbol.toStringTag) || SymbolPolyfill('toStringTag')),\n\tunscopables: d('', (NativeSymbol && NativeSymbol.unscopables) || SymbolPolyfill('unscopables'))\n});\n\n// Internal tweaks for real symbol producer\ndefineProperties(HiddenSymbol.prototype, {\n\tconstructor: d(SymbolPolyfill),\n\ttoString: d('', function () { return this.__name__; })\n});\n\n// Proper implementation of methods exposed on Symbol.prototype\n// They won't be accessible on produced symbol instances as they derive from HiddenSymbol.prototype\ndefineProperties(SymbolPolyfill.prototype, {\n\ttoString: d(function () { return 'Symbol (' + validateSymbol(this).__description__ + ')'; }),\n\tvalueOf: d(function () { return validateSymbol(this); })\n});\ndefineProperty(SymbolPolyfill.prototype, SymbolPolyfill.toPrimitive, d('', function () {\n\tvar symbol = validateSymbol(this);\n\tif (typeof symbol === 'symbol') return symbol;\n\treturn symbol.toString();\n}));\ndefineProperty(SymbolPolyfill.prototype, SymbolPolyfill.toStringTag, d('c', 'Symbol'));\n\n// Proper implementaton of toPrimitive and toStringTag for returned symbol instances\ndefineProperty(HiddenSymbol.prototype, SymbolPolyfill.toStringTag,\n\td('c', SymbolPolyfill.prototype[SymbolPolyfill.toStringTag]));\n\n// Note: It's important to define `toPrimitive` as last one, as some implementations\n// implement `toPrimitive` natively without implementing `toStringTag` (or other specified symbols)\n// And that may invoke error in definition flow:\n// See: https://github.com/medikoo/es6-symbol/issues/13#issuecomment-164146149\ndefineProperty(HiddenSymbol.prototype, SymbolPolyfill.toPrimitive,\n\td('c', SymbolPolyfill.prototype[SymbolPolyfill.toPrimitive]));\n","'use strict';\n\nvar isSymbol = require('./is-symbol');\n\nmodule.exports = function (value) {\n\tif (!isSymbol(value)) throw new TypeError(value + \" is not a symbol\");\n\treturn value;\n};\n","'use strict';\n\nvar d        = require('d')\n  , callable = require('es5-ext/object/valid-callable')\n\n  , apply = Function.prototype.apply, call = Function.prototype.call\n  , create = Object.create, defineProperty = Object.defineProperty\n  , defineProperties = Object.defineProperties\n  , hasOwnProperty = Object.prototype.hasOwnProperty\n  , descriptor = { configurable: true, enumerable: false, writable: true }\n\n  , on, once, off, emit, methods, descriptors, base;\n\non = function (type, listener) {\n\tvar data;\n\n\tcallable(listener);\n\n\tif (!hasOwnProperty.call(this, '__ee__')) {\n\t\tdata = descriptor.value = create(null);\n\t\tdefineProperty(this, '__ee__', descriptor);\n\t\tdescriptor.value = null;\n\t} else {\n\t\tdata = this.__ee__;\n\t}\n\tif (!data[type]) data[type] = listener;\n\telse if (typeof data[type] === 'object') data[type].push(listener);\n\telse data[type] = [data[type], listener];\n\n\treturn this;\n};\n\nonce = function (type, listener) {\n\tvar once, self;\n\n\tcallable(listener);\n\tself = this;\n\ton.call(this, type, once = function () {\n\t\toff.call(self, type, once);\n\t\tapply.call(listener, this, arguments);\n\t});\n\n\tonce.__eeOnceListener__ = listener;\n\treturn this;\n};\n\noff = function (type, listener) {\n\tvar data, listeners, candidate, i;\n\n\tcallable(listener);\n\n\tif (!hasOwnProperty.call(this, '__ee__')) return this;\n\tdata = this.__ee__;\n\tif (!data[type]) return this;\n\tlisteners = data[type];\n\n\tif (typeof listeners === 'object') {\n\t\tfor (i = 0; (candidate = listeners[i]); ++i) {\n\t\t\tif ((candidate === listener) ||\n\t\t\t\t\t(candidate.__eeOnceListener__ === listener)) {\n\t\t\t\tif (listeners.length === 2) data[type] = listeners[i ? 0 : 1];\n\t\t\t\telse listeners.splice(i, 1);\n\t\t\t}\n\t\t}\n\t} else {\n\t\tif ((listeners === listener) ||\n\t\t\t\t(listeners.__eeOnceListener__ === listener)) {\n\t\t\tdelete data[type];\n\t\t}\n\t}\n\n\treturn this;\n};\n\nemit = function (type) {\n\tvar i, l, listener, listeners, args;\n\n\tif (!hasOwnProperty.call(this, '__ee__')) return;\n\tlisteners = this.__ee__[type];\n\tif (!listeners) return;\n\n\tif (typeof listeners === 'object') {\n\t\tl = arguments.length;\n\t\targs = new Array(l - 1);\n\t\tfor (i = 1; i < l; ++i) args[i - 1] = arguments[i];\n\n\t\tlisteners = listeners.slice();\n\t\tfor (i = 0; (listener = listeners[i]); ++i) {\n\t\t\tapply.call(listener, this, args);\n\t\t}\n\t} else {\n\t\tswitch (arguments.length) {\n\t\tcase 1:\n\t\t\tcall.call(listeners, this);\n\t\t\tbreak;\n\t\tcase 2:\n\t\t\tcall.call(listeners, this, arguments[1]);\n\t\t\tbreak;\n\t\tcase 3:\n\t\t\tcall.call(listeners, this, arguments[1], arguments[2]);\n\t\t\tbreak;\n\t\tdefault:\n\t\t\tl = arguments.length;\n\t\t\targs = new Array(l - 1);\n\t\t\tfor (i = 1; i < l; ++i) {\n\t\t\t\targs[i - 1] = arguments[i];\n\t\t\t}\n\t\t\tapply.call(listeners, this, args);\n\t\t}\n\t}\n};\n\nmethods = {\n\ton: on,\n\tonce: once,\n\toff: off,\n\temit: emit\n};\n\ndescriptors = {\n\ton: d(on),\n\tonce: d(once),\n\toff: d(off),\n\temit: d(emit)\n};\n\nbase = defineProperties({}, descriptors);\n\nmodule.exports = exports = function (o) {\n\treturn (o == null) ? create(base) : defineProperties(Object(o), descriptors);\n};\nexports.methods = methods;\n","/*!\n * jQuery UI :data 1.12.1\n * http://jqueryui.com\n *\n * Copyright jQuery Foundation and other contributors\n * Released under the MIT license.\n * http://jquery.org/license\n */\n\n//>>label: :data Selector\n//>>group: Core\n//>>description: Selects elements which have data stored under the specified key.\n//>>docs: http://api.jqueryui.com/data-selector/\n\n( function( factory ) {\n\tif ( typeof define === \"function\" && define.amd ) {\n\n\t\t// AMD. Register as an anonymous module.\n\t\tdefine( [ \"jquery\", \"./version\" ], factory );\n\t} else {\n\n\t\t// Browser globals\n\t\tfactory( jQuery );\n\t}\n} ( function( $ ) {\nreturn $.extend( $.expr[ \":\" ], {\n\tdata: $.expr.createPseudo ?\n\t\t$.expr.createPseudo( function( dataName ) {\n\t\t\treturn function( elem ) {\n\t\t\t\treturn !!$.data( elem, dataName );\n\t\t\t};\n\t\t} ) :\n\n\t\t// Support: jQuery <1.8\n\t\tfunction( elem, i, match ) {\n\t\t\treturn !!$.data( elem, match[ 3 ] );\n\t\t}\n} );\n} ) );\n","export * from './src/index'\n","import * as d3 from \"./d3\";\nimport {Templates} from \"./templates\";\nimport {i18n} from \"./i18n/i18n\";\nimport {Utils} from \"sd-utils\";\n\nexport class AppUtils {\n\n    static sanitizeHeight = function (height, container) {\n        return (height || parseInt(container.style('height'), 10) || 400);\n    };\n\n    static sanitizeWidth = function (width, container) {\n        return (width || parseInt(container.style('width'), 10) || 960);\n    };\n\n    static availableHeight = function (height, container, margin) {\n        return Math.max(0, AppUtils.sanitizeHeight(height, container) - margin.top - margin.bottom);\n    };\n\n    static availableWidth = function (width, container, margin) {\n        return Math.max(0, AppUtils.sanitizeWidth(width, container) - margin.left - margin.right);\n    };\n\n    //places textString in textObj, adds an ellipsis if text can't fit in width\n    static placeTextWithEllipsis(textD3Obj, textString, width) {\n        var textObj = textD3Obj.node();\n        textObj.textContent = textString;\n\n        var margin = 0;\n        var ellipsisLength = 9;\n        //ellipsis is needed\n        if (textObj.getComputedTextLength() > width + margin) {\n            for (var x = textString.length - 3; x > 0; x -= 1) {\n                if (textObj.getSubStringLength(0, x) + ellipsisLength <= width + margin) {\n                    textObj.textContent = textString.substring(0, x) + \"...\";\n                    return true;\n                }\n            }\n            textObj.textContent = \"...\"; //can't place at all\n            return true;\n        }\n        return false;\n    }\n\n    static placeTextWithEllipsisAndTooltip(textD3Obj, textString, width, tooltip) {\n        var ellipsisPlaced = AppUtils.placeTextWithEllipsis(textD3Obj, textString, width);\n        if (ellipsisPlaced && tooltip) {\n            textD3Obj.on(\"mouseover\", function (d) {\n                tooltip.transition()\n                    .duration(200)\n                    .style(\"opacity\", .9);\n                tooltip.html(textString)\n                    .style(\"left\", (d3.event.pageX + 5) + \"px\")\n                    .style(\"top\", (d3.event.pageY - 28) + \"px\");\n            });\n\n            textD3Obj.on(\"mouseout\", function (d) {\n                tooltip.transition()\n                    .duration(500)\n                    .style(\"opacity\", 0);\n            });\n        }\n\n    }\n\n    static getFontSize(element) {\n        return window.getComputedStyle(element, null).getPropertyValue(\"font-size\");\n    }\n\n    static getTranslation(transform) {\n        // Create a dummy g for calculation purposes only. This will never\n        // be appended to the DOM and will be discarded once this function\n        // returns.\n        var g = document.createElementNS(\"http://www.w3.org/2000/svg\", \"g\");\n\n        // Set the transform attribute to the provided string value.\n        g.setAttributeNS(null, \"transform\", transform);\n\n        // consolidate the SVGTransformList containing all transformations\n        // to a single SVGTransform of type SVG_TRANSFORM_MATRIX and get\n        // its SVGMatrix.\n        var matrix = g.transform.baseVal.consolidate().matrix;\n\n        // As per definition values e and f are the ones for the translation.\n        return [matrix.e, matrix.f];\n    }\n\n\n    static closestPoint(pathNode, point) {\n        var pathLength = pathNode.getTotalLength(),\n            precision = 8,\n            best,\n            bestLength,\n            bestDistance = Infinity;\n\n        // linear scan for coarse approximation\n        for (var scan, scanLength = 0, scanDistance; scanLength <= pathLength; scanLength += precision) {\n            if ((scanDistance = distance2(scan = pathNode.getPointAtLength(scanLength))) < bestDistance) {\n                best = scan, bestLength = scanLength, bestDistance = scanDistance;\n            }\n        }\n\n        // binary search for precise estimate\n        precision /= 2;\n        while (precision > 0.5) {\n            var before,\n                after,\n                beforeLength,\n                afterLength,\n                beforeDistance,\n                afterDistance;\n            if ((beforeLength = bestLength - precision) >= 0 && (beforeDistance = distance2(before = pathNode.getPointAtLength(beforeLength))) < bestDistance) {\n                best = before, bestLength = beforeLength, bestDistance = beforeDistance;\n            } else if ((afterLength = bestLength + precision) <= pathLength && (afterDistance = distance2(after = pathNode.getPointAtLength(afterLength))) < bestDistance) {\n                best = after, bestLength = afterLength, bestDistance = afterDistance;\n            } else {\n                precision /= 2;\n            }\n        }\n\n        best = [best.x, best.y];\n        best.distance = Math.sqrt(bestDistance);\n        return best;\n\n        function distance2(p) {\n            var dx = p.x - point[0],\n                dy = p.y - point[1];\n            return dx * dx + dy * dy;\n        }\n    }\n\n    static growl(message, type='info', position='right', time = 2000){\n        var html = Templates.get('growl', {message:message, type:type})\n\n        var g = d3.select('body').selectOrAppend('div.sd-growl-list.'+position).append('div').html(html);\n        setTimeout(function(){\n            g.remove();\n        }, time)\n    }\n\n\n    static createElement(tag, attribs, parent) {\n        var el = document.createElement(tag);\n\n        if (attribs) {\n            AppUtils.deepExtend(el, attribs);\n        }\n        if (parent) {\n            parent.appendChild(el);\n        }\n        return el;\n    };\n\n    static removeElement(element) {\n        element.parentNode.removeChild(element);\n    }\n\n    static replaceUrls(text){\n        if(!text){\n            return text;\n        }\n        var urlRegexp = /((ftp|http|https):\\/\\/(\\w+:{0,1}\\w*@)?(\\S+)(:[0-9]+)?(\\/|\\/([\\w#!:.?+=&%@!\\-\\/]))?)/\n\n        return text.replace(urlRegexp, '<a href=\"$1\" target=\"_blank\">$1</a>');\n    }\n\n    static escapeHtml(html)\n    {\n        var text = document.createTextNode(html);\n        var div = document.createElement('div');\n        div.appendChild(text);\n        return div.innerHTML;\n    }\n\n    static dispatchHtmlEvent(element, name){\n        if (\"createEvent\" in document) {\n            var evt = document.createEvent(\"HTMLEvents\");\n            evt.initEvent(name, false, true);\n            element.dispatchEvent(evt);\n        }\n        else\n            element.fireEvent(\"on\"+name);\n    }\n\n    static dispatchEvent(name, data){\n        var event;\n        try{\n            event = new  CustomEvent(name,{ 'detail': data });\n        }catch (e){ //IE\n            event = document.createEvent('CustomEvent');\n            event.initCustomEvent(name, false, false, data);\n        }\n        document.dispatchEvent(event);\n    }\n\n    static getValidationMessage(error){\n        if(Utils.isString(error)){\n            error = {name: error};\n        }\n        var key = 'validation.' + error.name;\n        return i18n.t(key, error.data);\n    }\n\n    static hide(selection){\n        selection.classed('sd-hidden', true);\n    }\n\n    static show(selection, show=true){\n        selection.classed('sd-hidden', !show);\n    }\n\n\n\n    static isHidden(el, exact = true) {\n        if(!el){\n            return true;\n        }\n        if(exact){\n            var style = window.getComputedStyle(el);\n            return (style.display === 'none')\n        }\n        return (el.offsetParent === null)\n    }\n\n    static getJSON(url, callback) {\n        var xhr = new XMLHttpRequest();\n        xhr.open('get', url, true);\n        xhr.responseType = 'json';\n        xhr.onload = function () {\n            var status = xhr.status;\n            if (status == 200) {\n                callback(xhr.response, null);\n            } else {\n                callback(null, status);\n            }\n        };\n        xhr.send();\n    }\n}\n","import * as d3 from '../d3'\n\n/*based on:\n * github.com/patorjk/d3-context-menu */\n\nexport class ContextMenu {\n    openCallback;\n    closeCallback;\n\n    constructor(menu, opts) {\n        var self = this;\n\n        if (typeof opts === 'function') {\n            self.openCallback = opts;\n        } else {\n            opts = opts || {};\n            self.openCallback = opts.onOpen;\n            self.closeCallback = opts.onClose;\n        }\n\n        // create the div element that will hold the context menu\n        d3.selectAll('.d3-context-menu').data([1])\n            .enter()\n            .append('div')\n            .attr('class', 'd3-context-menu');\n\n        // close menu\n        d3.select('body').on('click.d3-context-menu', function () {\n            d3.select('.d3-context-menu').style('display', 'none');\n            if (self.closeCallback) {\n                self.closeCallback();\n            }\n        });\n\n        // this gets executed when a contextmenu event occurs\n        return function (data, index) {\n            var elm = this;\n\n            d3.selectAll('.d3-context-menu').html('');\n            var list = d3.selectAll('.d3-context-menu')\n                .on('contextmenu', function (d) {\n                    d3.select('.d3-context-menu').style('display', 'none');\n                    d3.event.preventDefault();\n                    d3.event.stopPropagation();\n                })\n                .append('ul');\n            list.selectAll('li').data(typeof menu === 'function' ? menu(data) : menu).enter()\n                .append('li')\n                .attr('class', function (d) {\n                    var ret = '';\n                    if (d.divider) {\n                        ret += ' is-divider';\n                    }\n                    if (d.disabled) {\n                        ret += ' is-disabled';\n                    }\n                    if (!d.action) {\n                        ret += ' is-header';\n                    }\n                    return ret;\n                })\n                .html(function (d) {\n                    if (d.divider) {\n                        return '<hr>';\n                    }\n                    if (!d.title) {\n                        console.error('No title attribute set. Check the spelling of your options.');\n                    }\n                    return (typeof d.title === 'string') ? d.title : d.title(data);\n                })\n                .on('click', function (d, i) {\n                    if (d.disabled) return; // do nothing if disabled\n                    if (!d.action) return; // headers have no \"action\"\n                    d.action(elm, data, index);\n                    d3.select('.d3-context-menu').style('display', 'none');\n\n                    if (self.closeCallback) {\n                        self.closeCallback();\n                    }\n                });\n\n            // the openCallback allows an action to fire before the menu is displayed\n            // an example usage would be closing a tooltip\n            if (self.openCallback) {\n                if (self.openCallback(data, index) === false) {\n                    return;\n                }\n            }\n\n            // display context menu\n            d3.select('.d3-context-menu')\n                .style('left', (d3.event.pageX - 2) + 'px')\n                .style('top', (d3.event.pageY - 2) + 'px')\n                .style('max-height', `calc(100vh - ${d3.event.pageY - 2}px)`)\n                .style('display', 'block');\n\n            d3.event.preventDefault();\n            d3.event.stopPropagation();\n        };\n    };\n\n    static hide() {\n        d3.select('.d3-context-menu').style('display', 'none');\n    }\n\n}\n","import {ContextMenu} from './context-menu'\nimport {i18n} from \"../i18n/i18n\";\n\nexport class EdgeContextMenu extends ContextMenu {\n    treeDesigner;\n\n    constructor(treeDesigner) {\n        var menu = function (d) {\n\n            var menu = [];\n\n            menu.push({\n                title: i18n.t('contextMenu.edge.injectDecisionNode'),\n                action: function (elm, d, i) {\n                    treeDesigner.injectDecisionNode(d)\n                }\n            });\n            menu.push({\n                title: i18n.t('contextMenu.edge.injectChanceNode'),\n                action: function (elm, d, i) {\n                    treeDesigner.injectChanceNode(d)\n                }\n            });\n\n\n            return menu;\n        };\n\n        super(menu);\n        this.treeDesigner = treeDesigner;\n    }\n}\n","import {ContextMenu} from './context-menu'\nimport {domain as model} from 'sd-model'\nimport * as d3 from '../d3'\nimport {i18n} from \"../i18n/i18n\";\n\nexport class MainContextMenu extends ContextMenu {\n    treeDesigner;\n\n    constructor(treeDesigner) {\n        var mousePosition = null;\n        var menu = function (d) {\n\n            var menu = [];\n            menu.push({\n                title: i18n.t('contextMenu.main.addDecisionNode'),\n                action: function (elm, d, i) {\n                    var newNode = new model.DecisionNode(mousePosition);\n                    treeDesigner.addNode(newNode)\n                }\n            });\n            menu.push({\n                title: i18n.t('contextMenu.main.addChanceNode'),\n                action: function (elm, d, i) {\n                    var newNode = new model.ChanceNode(mousePosition);\n                    treeDesigner.addNode(newNode)\n                }\n            });\n            menu.push({divider: true});\n            menu.push({\n                title: i18n.t('contextMenu.main.addText'),\n                action: function (elm, d, i) {\n                    var newText = new model.Text(mousePosition);\n                    treeDesigner.addText(newText);\n                },\n\n            });\n            menu.push({divider: true});\n            menu.push({\n                title: i18n.t('contextMenu.main.paste'),\n                action: function (elm, d, i) {\n                    treeDesigner.pasteToNewLocation(mousePosition);\n                },\n                disabled: !treeDesigner.copiedNodes || !treeDesigner.copiedNodes.length\n\n            });\n            menu.push({divider: true});\n\n            menu.push({\n                title: i18n.t('contextMenu.main.selectAllNodes'),\n                action: function (elm, d, i) {\n                    treeDesigner.selectAllNodes();\n                }\n            });\n            return menu;\n        };\n\n        super(menu, {onOpen: () => {\n            treeDesigner.clearSelection();\n            mousePosition = new model.Point(d3.mouse(treeDesigner.svg.node())).move(treeDesigner.getMainGroupTranslation(true));\n\n            // https://jsfiddle.net/6spj1059/\n            var isSafari = /constructor/i.test(window.HTMLElement) || (function (p) { return p.toString() === \"[object SafariRemoteNotification]\"; })(!window['safari'] || (typeof safari !== 'undefined' && window['safari'].pushNotification));\n            \n            if(isSafari) {\n                const marginLeft = treeDesigner.config.margin.left;\n                var offsetX = marginLeft * (1-treeDesigner.scale);\n                const marginTop = treeDesigner.config.margin.top;\n                var offsetY = marginTop * (1-treeDesigner.scale);\n                mousePosition = {\n                    x: (mousePosition.x + offsetX)/treeDesigner.scale, \n                    y: (mousePosition.y + offsetY)/treeDesigner.scale\n                }\n            }\n        }});\n        this.treeDesigner = treeDesigner;\n    }\n}\n","import {ContextMenu} from './context-menu'\nimport {domain as model} from 'sd-model'\nimport {i18n} from \"../i18n/i18n\";\n\nexport class NodeContextMenu extends ContextMenu {\n    treeDesigner;\n\n    constructor(treeDesigner, operationsForObject) {\n        var menu = function (d) {\n\n            var copyMenuItem = {\n                title: i18n.t('contextMenu.node.copy'),\n                action: function (elm, d, i) {\n                    treeDesigner.selectNode(d, !treeDesigner.isNodeSelected(d));\n                    treeDesigner.copySelectedNodes();\n                }\n            };\n            var cutMenuItem = {\n                title: i18n.t('contextMenu.node.cut'),\n                action: function (elm, d, i) {\n                    treeDesigner.selectNode(d, !treeDesigner.isNodeSelected(d));\n                    treeDesigner.cutSelectedNodes();\n                }\n            };\n            var pasteMenuItem = {\n                title: i18n.t('contextMenu.node.paste'),\n                action: function (elm, d, i) {\n                    treeDesigner.pasteToNode(d);\n                },\n                disabled: d.folded || !treeDesigner.copiedNodes || !treeDesigner.copiedNodes.length\n\n            };\n            var deleteMenuItem = {\n                title: i18n.t('contextMenu.node.delete'),\n                action: function (elm, d, i) {\n                    treeDesigner.selectNode(d, !treeDesigner.isNodeSelected(d));\n                    treeDesigner.removeSelectedNodes();\n                }\n            };\n\n            var distributionMenuItem = {\n                title: \"Distribution\",\n                action: function (elm, d, i) {\n                    treeDesigner.config.hideCharts = false;\n                    document.getElementById(\"hide-charts\").checked = true;\n                    document.dispatchEvent(new CustomEvent(\"ShowChart\", {detail: {node: d, type: \"distribution\"}}))\n                }\n            }\n            var barChartMenuItem = {\n                title: \"Bar chart\",\n                action: function (elm, d, i) {\n                    treeDesigner.config.hideCharts = false;\n                    document.getElementById(\"hide-charts\").checked = true;\n                    document.dispatchEvent(new CustomEvent(\"ShowChart\", {detail: {node: d, type: \"bar\"}}))\n                }\n            }\n            var waterfallMenuItem = {\n                title: \"Waterfall\",\n                action: function (elm, d, i) {\n                    treeDesigner.config.hideCharts = false;\n                    document.getElementById(\"hide-charts\").checked = true;\n                    document.dispatchEvent(new CustomEvent(\"ShowChart\", {detail: {node: d, type: \"waterfall\"}}))\n                }\n            }\n            var tornadoMenuItem = {\n                title: \"Tornado\",\n                action: function (elm, d, i) {\n                    treeDesigner.config.hideCharts = false;\n                    document.getElementById(\"hide-charts\").checked = true;\n                    document.dispatchEvent(new CustomEvent(\"ShowChart\", {detail: {node: d, type: \"tornado\"}}))\n                }\n            }\n    \n            var menu = [];\n            if (d.type == model.TerminalNode.$TYPE) {\n                menu = [copyMenuItem, cutMenuItem, deleteMenuItem,{divider: true}, barChartMenuItem, waterfallMenuItem];\n                if (NodeContextMenu.isTreeUsingVariables(treeDesigner)){\n                    menu.push(distributionMenuItem);\n                    menu.push(tornadoMenuItem);\n                }\n                NodeContextMenu.addNodeConversionOptions(d, menu, treeDesigner);\n                return menu;\n            }\n\n            if(!d.folded){\n                menu.push({\n                    title: i18n.t('contextMenu.node.addDecisionNode'),\n                    action: function (elm, d, i) {\n                        treeDesigner.addDecisionNode(d)\n                    }\n                });\n                menu.push({\n                    title: i18n.t('contextMenu.node.addChanceNode'),\n                    action: function (elm, d, i) {\n                        treeDesigner.addChanceNode(d)\n                    }\n                });\n                menu.push({\n                    title: i18n.t('contextMenu.node.addTerminalNode'),\n                    action: function (elm, d, i) {\n                        treeDesigner.addTerminalNode(d)\n                    }\n                });\n                menu.push({divider: true});\n            }\n\n            if (NodeContextMenu.isTreeUsingVariables(treeDesigner)){\n                menu.push(distributionMenuItem);\n                if (!d.$parent) {\n                    menu.push(tornadoMenuItem);\n                }\n            }\n            menu.push(barChartMenuItem);\n            menu.push({divider:true})\n            menu.push(copyMenuItem);\n            menu.push(cutMenuItem);\n            menu.push(pasteMenuItem);\n            menu.push(deleteMenuItem);\n\n            NodeContextMenu.addNodeConversionOptions(d, menu, treeDesigner);\n            menu.push({divider: true});\n            menu.push({\n                title: i18n.t('contextMenu.node.selectSubtree'),\n                action: function (elm, d, i) {\n                    treeDesigner.selectSubTree(d, true);\n                }\n            });\n\n            if(!d.folded){\n                menu.push({\n                    title: i18n.t('contextMenu.node.fold'),\n                    action: function (elm, d, i) {\n                        treeDesigner.foldSubtree(d);\n                    }\n                });\n            }else{\n                menu.push({\n                    title: i18n.t('contextMenu.node.unfold'),\n                    action: function (elm, d, i) {\n                        treeDesigner.foldSubtree(d, false);\n                    }\n                });\n            }\n\n            if(operationsForObject){\n                var operations = operationsForObject(d);\n                if(operations.length) {\n                    menu.push({divider: true});\n                    operations.forEach(op=>{\n                        menu.push({\n                            title: i18n.t('contextMenu.node.'+op.name),\n                            action: function (elm, d, i) {\n                                treeDesigner.performOperation(d, op);\n                            },\n                            disabled: !op.canPerform(d)\n                        });\n                    })\n                }\n            }\n\n            return menu;\n        };\n\n        super(menu);\n        this.treeDesigner = treeDesigner;\n    }\n\n    static addNodeConversionOptions(d, menu, treeDesigner){\n        var conversionOptions = NodeContextMenu.getNodeConversionOptions(d, treeDesigner);\n        if(conversionOptions.length){\n            menu.push({divider: true});\n            conversionOptions.forEach(o=>menu.push(o));\n\n        }\n    }\n\n    static getNodeConversionOptions(d, treeDesigner){\n        var options = [];\n\n        if(d.folded){\n            return [];\n        }\n\n        var allAllowedTypes = [model.DecisionNode.$TYPE, model.ChanceNode.$TYPE, model.TerminalNode.$TYPE];\n\n        if(!d.childEdges.length && d.$parent){\n            allAllowedTypes.filter(t=>t!==d.type).forEach(type=>{\n                options.push(NodeContextMenu.getNodeConversionOption(type, treeDesigner))\n            })\n        }else{\n            if(d instanceof model.DecisionNode){\n                options.push(NodeContextMenu.getNodeConversionOption(model.ChanceNode.$TYPE, treeDesigner))\n            }else{\n                options.push(NodeContextMenu.getNodeConversionOption(model.DecisionNode.$TYPE, treeDesigner))\n            }\n        }\n        return options;\n    }\n\n    static getNodeConversionOption(typeToConvertTo, treeDesigner){\n        return {\n            title: i18n.t('contextMenu.node.convert.'+typeToConvertTo),\n            action: function (elm, d, i) {\n                treeDesigner.convertNode(d, typeToConvertTo);\n            },\n        }\n    }\n\n    static isTreeUsingVariables(treeDesigner){\n        var edges = treeDesigner.data.edges;\n        var findVariable = edges.find(edge => edge.p10 != edge.p90);\n        return findVariable ? true : false;\n    }\n}\n","import {ContextMenu} from './context-menu'\nimport {i18n} from \"../i18n/i18n\";\n\nexport class TextContextMenu extends ContextMenu {\n    treeDesigner;\n\n    constructor(treeDesigner) {\n        var menu = function (d) {\n\n\n            var deleteMenuItem = {\n                title: i18n.t('contextMenu.text.delete'),\n                action: function (elm, d, i) {\n\n                    treeDesigner.selectText(d, true, true);\n                    treeDesigner.removeSelectedTexts()\n\n                }\n            };\n            var menu = [];\n            menu.push(deleteMenuItem);\n            return menu;\n        };\n\n        super(menu);\n        this.treeDesigner = treeDesigner;\n    }\n}\n","import * as d3 from './d3'\n\nexport class D3Extensions {\n\n    static extend() {\n\n        d3.selection.prototype.enter.prototype.insertSelector =\n            d3.selection.prototype.insertSelector = function (selector, before) {\n                return D3Extensions.insertSelector(this, selector, before);\n            };\n\n\n        d3.selection.prototype.enter.prototype.appendSelector =\n            d3.selection.prototype.appendSelector = function (selector) {\n                return D3Extensions.appendSelector(this, selector);\n            };\n\n        d3.selection.prototype.enter.prototype.selectOrAppend =\n            d3.selection.prototype.selectOrAppend = function (selector) {\n                return D3Extensions.selectOrAppend(this, selector);\n            };\n\n        d3.selection.prototype.enter.prototype.selectOrInsert =\n            d3.selection.prototype.selectOrInsert = function (selector, before) {\n                return D3Extensions.selectOrInsert(this, selector, before);\n            };\n\n\n    }\n\n    static insertOrAppendSelector(parent, selector, operation, before) {\n\n        var selectorParts = selector.split(/([\\.\\#])/);\n        var element = parent[operation](selectorParts.shift(), before);//\":first-child\"\n\n        while (selectorParts.length > 1) {\n            var selectorModifier = selectorParts.shift();\n            var selectorItem = selectorParts.shift();\n            if (selectorModifier === \".\") {\n                element = element.classed(selectorItem, true);\n            } else if (selectorModifier === \"#\") {\n                element = element.attr('id', selectorItem);\n            }\n        }\n        return element;\n    }\n\n    static insertSelector(parent, selector, before) {\n        return D3Extensions.insertOrAppendSelector(parent, selector, \"insert\", before);\n    }\n\n    static appendSelector(parent, selector) {\n        return D3Extensions.insertOrAppendSelector(parent, selector, \"append\");\n    }\n\n    static selectOrAppend(parent, selector, element) {\n        var selection = parent.select(selector);\n        if (selection.empty()) {\n            if (element) {\n                return parent.append(element);\n            }\n            return D3Extensions.appendSelector(parent, selector);\n\n        }\n        return selection;\n    };\n\n    static selectOrInsert(parent, selector, before) {\n        var selection = parent.select(selector);\n        if (selection.empty()) {\n            return D3Extensions.insertSelector(parent, selector, before);\n        }\n        return selection;\n    };\n}\n","export * from 'd3-dispatch';\nexport * from 'd3-scale';\nexport * from 'd3-selection';\nexport * from 'd3-shape'\nexport * from 'd3-drag';\nexport * from 'd3-brush'\nexport * from 'd3-array'\nexport * from 'd3-hierarchy'\nexport * from 'd3-time-format'\n","module.exports={\n    \"contextMenu\":{\n        \"main\":{\n            \"addDecisionNode\": \"Entscheidungsknoten hinzufügen\",\n            \"addChanceNode\": \"Zufall Knoten hinzufügen\",\n            \"addText\": \"Text hinzufügen \",\n            \"paste\": \"Einfügen\",\n            \"selectAllNodes\": \"Alle Knoten auswählen\"\n        },\n        \"node\":{\n            \"copy\": \"Kopieren\",\n            \"cut\": \"Ausschneiden\",\n            \"paste\": \"Einfügen\",\n            \"delete\": \"Löschen\",\n            \"addDecisionNode\": \"Entscheidungsknoten hinzufügen\",\n            \"addChanceNode\": \"Zufall Knoten hinzufügen\",\n            \"addTerminalNode\": \"Endknotten hinzufügen\",\n            \"convert\":{\n                \"decision\": \"Als Entscheidungsknoten\",\n                \"chance\": \"Als Zufall Knoten\",\n                \"terminal\": \"Als Endknoten\"\n            },\n            \"selectSubtree\": \"Teilbaum wählen\",\n            \"fold\": \"Teilbaum falten\",\n            \"unfold\": \"Teilbaum entfalten\",\n\t\t\t\n            \"flipSubtree\": \"Teilbaum umdrehen\"\n        },\n        \"edge\":{\n            \"injectDecisionNode\": \"Entscheidungsknoten Injizieren\",\n            \"injectChanceNode\": \"Zufall Knoten Injizieren\"\n        },\n        \"text\":{\n            \"delete\": \"Löschen\"\n        }\n    },\n    \"validation\":{\n        \"incompletePath\": \"Pfad, der nicht mit dem Endknoten endet\",\n        \"probabilityDoNotSumUpTo1\": \"Die Summe der Wahrscheinlichkeiten ist nicht gleich 1\",\n        \"invalidProbability\": \"Ungültige Wahrscheinlichkeit im Zweig #{{number}}\",\n        \"invalidPayoff\": \"Ungültige Auszahlung in Zweig #{{number}}\"\n    },\n    \"growl\":{\n        \"brushDisabled\": \"Auswahlbürste deaktiviert\",\n        \"brushEnabled\": \"Auswahlbürste aktiviert\"\n    },\n    \"tooltip\":{\n        \"node\":{\n            \"payoff\": {\n                \"default\": \"Auszahlung {{number}}\",\n                \"named\": \"{{name}}\"\n            },\n            \"aggregatedPayoff\": {\n                \"default\": \"Aggregierte Auszahlung {{number}}\",\n                \"named\": \"Aggregierte {{name}}\"\n            },\n            \"probabilityToEnter\": \"Wahrscheinlichkeit\"\n        },\n        \"edge\":{\n            \"payoff\": {\n                \"default\": \"Auszahlung {{number}}: {{value}}\",\n                \"named\": \"{{name}}: {{value}}\"\n            },\n            \"probability\": \"Wahrscheinlichkeit: {{value}}\"\n        }\n    }\n}\n","module.exports={\n    \"contextMenu\":{\n        \"main\":{\n            \"addDecisionNode\": \"Add Decision Node\",\n            \"addChanceNode\": \"Add Chance Node\",\n            \"addText\": \"Add Text\",\n            \"paste\": \"Paste\",\n            \"selectAllNodes\": \"Select all nodes\"\n        },\n        \"node\":{\n            \"copy\": \"Copy\",\n            \"cut\": \"Cut\",\n            \"paste\": \"Paste\",\n            \"delete\": \"Delete\",\n            \"addDecisionNode\": \"Add Decision Node\",\n            \"addChanceNode\": \"Add Chance Node\",\n            \"addTerminalNode\": \"Add Terminal Node\",\n            \"convert\":{\n                \"decision\": \"As Decision Node\",\n                \"chance\": \"As Chance Node\",\n                \"terminal\": \"As Terminal Node\"\n            },\n            \"selectSubtree\": \"Select subtree\",\n            \"fold\": \"Fold subtree\",\n            \"unfold\": \"Unfold subtree\",\n            \"flipSubtree\": \"Flip subtree\"\n        },\n        \"edge\":{\n            \"injectDecisionNode\": \"Inject Decision Node\",\n            \"injectChanceNode\": \"Inject Chance Node\"\n        },\n        \"text\":{\n            \"delete\": \"Delete\"\n        }\n    },\n    \"validation\":{\n        \"incompletePath\": \"Path not ending with terminal node\",\n        \"probabilityDoNotSumUpTo1\": \"Probabilities do not sum up to 1\",\n        \"invalidProbability\": \"Invalid probability in edge #{{number}}\",\n        \"invalidPayoff\": \"Invalid payoff in edge #{{number}}\"\n    },\n    \"growl\":{\n        \"brushDisabled\": \"Selection brush disabled\",\n        \"brushEnabled\": \"Selection brush enabled\"\n    },\n    \"tooltip\":{\n        \"node\":{\n            \"payoff\": {\n                \"default\": \"Payoff {{number}}\",\n                \"named\": \"{{name}}\"\n            },\n            \"aggregatedPayoff\": {\n                \"default\": \"Aggregated Payoff {{number}}\",\n                \"named\": \"Aggregated {{name}}\"\n            },\n            \"probabilityToEnter\": \"Probability to enter\"\n        },\n        \"edge\":{\n            \"payoff\": {\n                \"default\": \"Payoff {{number}}: {{value}}\",\n                \"named\": \"{{name}}: {{value}}\"\n            },\n            \"probability\": \"Probability: {{value}}\"\n        }\n    }\n}\n","module.exports={\n    \"contextMenu\":{\n        \"main\":{\n            \"addDecisionNode\": \"Ajouter noud de décision\",\n            \"addChanceNode\": \"Ajouter noud aléatoire\",\n            \"addText\": \"Ajouter du texte\",\n            \"paste\": \"Coller\",\n            \"selectAllNodes\": \"Sélectionner tous les nouds\"\n        },\n        \"node\":{\n            \"copy\": \"Copie\",\n            \"cut\": \"Couper\",\n            \"paste\": \"Coller\",\n            \"delete\": \"Effacer\",\n            \"addDecisionNode\": \"Ajouter noud de décision\",\n            \"addChanceNode\": \"Ajouter noud aléatoire\",\n            \"addTerminalNode\": \"Ajouter un noeud terminal\",\n            \"convert\":{\n                \"decision\": \"Comme noud de décision\",\n                \"chance\": \"Comme noud aléatoire\",\n                \"terminal\": \"Comme un noeud terminal\"\n            },\n            \"selectSubtree\": \"Sélectionner une sous-arborescence\",\n            \"fold\": \"Plier sous-arbre\",\n            \"unfold\": \"Déplier arbre sous-arbre\",\n            \"flipSubtree\": \"Basculer sous-arbre\"\n        },\n        \"edge\":{\n            \"injectDecisionNode\": \"Injecter un noeud de décision\",\n            \"injectChanceNode\": \"Injecter un noeud de chance\"\n        },\n        \"text\":{\n            \"delete\": \"Effacer\"\n        }\n    },\n    \"validation\":{\n        \"incompletePath\": \"Parcours non terminé par noeud terminal\",\n        \"probabilityDoNotSumUpTo1\": \"La somme des probabilités n'est pas 1 ou plus\",\n        \"invalidProbability\": \"Probabilité invalide - le bord #{{number}}\",\n        \"invalidPayoff\": \"Avantage invalide - le bord #{{number}}\"\n    },\n    \"growl\":{\n        \"brushDisabled\": \"Brosse de sélection désactivée\",\n        \"brushEnabled\": \"Brosse de sélection activée\"\n    },\n    \"tooltip\":{\n        \"node\":{\n            \"payoff\": {\n                \"default\": \"Avantage {{number}}\",\n                \"named\": \"{{name}}\"\n            },\n            \"aggregatedPayoff\": {\n                \"default\": \"Avantage agrégé {{number}}\",\n                \"named\": \"Agrégé  {{name}}\"\n            },\n            \"probabilityToEnter\": \"Probabilité d'entrée\"\n        },\n        \"edge\":{\n            \"payoff\": {\n                \"default\": \"Avantage {{number}}: {{value}}\",\n                \"named\": \"{{name}}: {{value}}\"\n            },\n            \"probability\": \"Probabilité: {{value}}\"\n        }\n    }\n}\n","import i18next from 'i18next';\nimport * as en from './en.json'\nimport * as pl from './pl.json'\nimport * as it from './it.json'\nimport * as de from './de.json'\nimport * as fr from './fr.json'\n\nexport class i18n{\n\n    static $instance;\n    static language;\n\n    static init(lng){\n        i18n.language = lng;\n        let resources = {\n            en: {\n                translation: en\n            },\n            pl: {\n                translation: pl\n            },\n            it: {\n                translation: it\n            },\n            de: {\n                translation: de\n            },\n            fr: {\n                translation: fr\n            }\n        };\n        i18n.$instance = i18next.createInstance({\n            lng: lng,\n            fallbackLng: 'en',\n            resources: resources\n        }, (err, t) => {\n        });\n    }\n\n    static t(key, opt){\n        return i18n.$instance.t(key, opt)\n    }\n}\n","module.exports={\n    \"contextMenu\":{\n        \"main\":{\n            \"addDecisionNode\": \"Aggiungi un nodo di decisione\",\n            \"addChanceNode\": \"Aggiungi un nodo opportunità\",\n            \"addText\": \"Aggiungi testo\",\n            \"paste\": \"Incolla\",\n            \"selectAllNodes\": \"Seleziona tutti i nodi\"\n        },\n        \"node\":{\n            \"copy\": \"Copia\",\n            \"cut\": \"Taglia\",\n            \"paste\": \"Incolla\",\n            \"delete\": \"Cancella\",\n            \"addDecisionNode\": \"Aggiungi un nodo di decisione\",\n            \"addChanceNode\": \"Aggiungi un nodo opportunità\",\n            \"addTerminalNode\": \"Aggiungi un nodo terminale\",\n            \"convert\":{\n                \"decision\": \"Come Decision Node\",\n                \"chance\": \"Come Chance Node\",\n                \"terminal\": \"Come Terminal Node\"\n            },\n            \"selectSubtree\": \"Seleziona Sotto-albero\",\n            \"fold\": \"Piega sotto-albero\",\n            \"unfold\": \"Dispiegarsi sotto-albero\",\t\t\t\n            \"flipSubtree\": \"Ribalta sotto-albero\"\n        },\n        \"edge\":{\n            \"injectDecisionNode\": \"Inietta nodo di decisione\",\n            \"injectChanceNode\": \"Inietta nodo opportunità\"\n        },\n        \"text\":{\n            \"delete\": \"Cancella\"\n        }\n    },\n    \"validation\":{\n        \"incompletePath\": \"Percorso senza nodo terminale\",\n        \"probabilityDoNotSumUpTo1\": \"La somma delle probabilità è diversa da 1\",\n        \"invalidProbability\": \"Probabilità non valida - bordo #{{number}}\",\n        \"invalidPayoff\": \"Saldo non valido - bordo #{{number}}\"\n    },\n    \"growl\":{\n        \"brushDisabled\": \"Selezione pennello disabilitata\",\n        \"brushEnabled\": \"Selezione pennello abilitata\"\n    },\n    \"tooltip\":{\n        \"node\":{\n            \"payoff\": {\n                \"default\": \"Saldo {{number}}\",\n                \"named\": \"{{name}}\"\n            },\n            \"aggregatedPayoff\": {\n                \"default\": \"Saldo aggregato {{number}}\",\n                \"named\": \"Aggregato {{name}}\"\n            },\n            \"probabilityToEnter\": \"Probabilità da inserire\"\n        },\n        \"edge\":{\n            \"payoff\": {\n                \"default\": \"Saldo {{number}}: {{value}}\",\n                \"named\": \"{{name}}: {{value}}\"\n            },\n            \"probability\": \"Probabilità: {{value}}\"\n        }\n    }\n}\n","module.exports={\n\n    \"contextMenu\":{\n        \"main\":{\n            \"addDecisionNode\": \"Dodaj Węzeł Decyzyjny\",\n            \"addChanceNode\": \"Dodaj Węzeł Losowy\",\n            \"addText\": \"Dodaj Tekst\",\n            \"paste\": \"Wklej\",\n            \"selectAllNodes\": \"Zaznacz wszystkie węzły\"\n        },\n        \"node\":{\n            \"copy\": \"Kopiuj\",\n            \"cut\": \"Wytnij\",\n            \"paste\": \"Wklej\",\n            \"delete\": \"Usuń\",\n            \"addDecisionNode\": \"Dodaj Węzeł Decyzyjny\",\n            \"addChanceNode\": \"Dodaj Węzeł Losowy\",\n            \"addTerminalNode\": \"Dodaj Węzeł Końcowy\",\n            \"convert\":{\n                \"decision\": \"Jako Węzeł Decyzyjny\",\n                \"chance\": \"Jako Węzeł Losowy\",\n                \"terminal\": \"Jako Węzeł Końcowy\"\n            },\n            \"selectSubtree\": \"Zaznacz poddrzewo\",\n            \"fold\": \"Zwiń poddrzewo\",\n            \"unfold\": \"Rozwiń poddrzewo\",\n            \"flipSubtree\": \"Przewróć poddrzewo\"\n        },\n        \"edge\":{\n            \"injectDecisionNode\": \"Wstrzyknij Węzeł Decyzyjny\",\n            \"injectChanceNode\": \"Wstrzyknij Węzeł Losowy\"\n        },\n        \"text\":{\n            \"delete\": \"Usuń\"\n        }\n    },\n\n    \"validation\":{\n        \"incompletePath\": \"Ostatnim węzłem w ścieżce powinien być Węzeł Końcowy\",\n        \"probabilityDoNotSumUpTo1\": \"Prawdopodobieństwa nie sumują sie do 1\",\n        \"invalidProbability\": \"Niepoprawne prawdopodobieństwo na krawędzi #{{number}}\",\n        \"invalidPayoff\": \"Niepoprawna wypłata na krawędzi #{{number}}\"\n    },\n    \"growl\":{\n        \"brushDisabled\": \"Zaznaczanie wyłączone\",\n        \"brushEnabled\": \"Zaznaczanie włączone\"\n    },\n    \"tooltip\":{\n        \"node\":{\n            \"payoff\": {\n                \"default\": \"Wypłata {{number}}\",\n                \"named\": \"{{name}}\"\n            },\n            \"aggregatedPayoff\": {\n                \"default\": \"Zagregowana wypłata {{number}}\",\n                \"named\": \"Zagregowana {{name}}\"\n            },\n            \"probabilityToEnter\": \"Prawdopodobieństwo wejścia\"\n        },\n        \"edge\":{\n            \"payoff\": {\n                \"default\": \"Wypłata {{number}}: {{value}}\",\n                \"named\": \"{{name}}: {{value}}\"\n            },\n            \"probability\": \"Prawdopodobieństwo: {{value}}\"\n        }\n    }\n}\n","import {D3Extensions} from './d3-extensions'\nD3Extensions.extend();\n\nexport * from './tree-designer'\nexport * from './app-utils'\nexport * from './templates'\nexport * from './tooltip'\nexport * from './d3-extensions'\nexport {default as d3} from './d3'\n\n\n","import {Utils} from 'sd-utils'\nimport {domain as model} from 'sd-model'\nimport * as d3 from './d3'\nimport circleSymbol from './symbols/circle'\nimport triangleSymbol from './symbols/triangle'\nimport {AppUtils} from \"./app-utils\";\n\n/*Tree layout manager*/\nexport class Layout{\n\n    treeDesigner;\n    data;\n    config;\n\n    nodeTypeToSymbol = {\n        'decision': d3.symbolSquare,\n        'chance': circleSymbol,\n        \"terminal\": triangleSymbol\n    };\n\n    static MANUAL_LAYOUT_NAME = 'manual';\n\n\n    onAutoLayoutChanged=[];\n\n    nodeTypeOrder = {\n        'decision' : 0,\n        'chance': 0,\n        'terminal': 1\n    };\n\n    treeMargin = 50;\n    targetSymbolSize={};\n    nodeSeparation = (a, b) => a.parent === b.parent ? 1 : 1.2\n\n    constructor(treeDesigner, data, config){\n        this.treeDesigner = treeDesigner;\n        this.data = data;\n        this.config = config;\n\n    }\n\n    update(node){\n        if(node && node.$parent){\n            node.$parent.childEdges.sort((a,b)=>a.childNode.location.y - b.childNode.location.y)\n        }\n        if(!this.isManualLayout()){\n            return this.autoLayout(this.config.type, true);\n        }\n        if(node){\n            this.moveNodeToEmptyPlace(node);\n            this.treeDesigner.printMilestones();\n        }else{\n            this.treeDesigner.redraw(true);\n        }\n    }\n\n    isManualLayout(){\n        return this.config.type === Layout.MANUAL_LAYOUT_NAME;\n    }\n\n    getNewChildLocation(parent){\n        if(!parent){\n            return new model.Point(this.getNodeMinX(), this.getNodeMinY())\n        }\n        var x = parent.location.x + this.config.gridWidth;\n        var y = parent.location.y;\n        if(parent.childEdges.length){\n            y = parent.childEdges[parent.childEdges.length-1].childNode.location.y+1;\n        }\n\n        return new model.Point(x, y)\n    }\n\n    getInjectedNodeLocation(edge){\n\n        var p = edge.$linePoints[2];\n\n        return new model.Point(p[0], p[1])\n    }\n\n    moveNodeToEmptyPlace(node, redrawIfChanged=true){\n        var positionMap = {};\n        var self = this;\n        node.location.x = Math.max(this.getNodeMinX(node), node.location.x);\n        node.location.y = Math.max(this.getNodeMinY(node), node.location.y);\n\n\n        this.nodesSortedByX = this.data.nodes.slice();\n        this.nodesSortedByX.sort((a,b)=>a.location.x - b.location.x);\n\n        function findCollidingNode(node, location){\n            return Utils.find(self.nodesSortedByX, n=>{\n                if(node == n){\n                    return false;\n                }\n\n                var margin = self.config.nodeSize/3;\n                var x = n.location.x;\n                var y = n.location.y;\n\n                return (location.x - margin <= x && location.x + margin >= x\n                    && location.y - margin <= y && location.y + margin >= y)\n            });\n        }\n\n        var stepX = this.config.nodeSize/2;\n        var stepY = this.config.nodeSize+10;\n        var stepXsameParent = 0;\n        var stepYsameParent = 75;\n        var changed = false;\n        var colidingNode;\n        var newLocation = new model.Point(node.location);\n        while(colidingNode = findCollidingNode(node, newLocation)){\n            changed=true;\n            var sameParent = node.$parent && colidingNode.$parent && node.$parent===colidingNode.$parent;\n            if(sameParent){\n                newLocation.move(stepXsameParent, stepYsameParent);\n            }else{\n                newLocation.move(stepX, stepY);\n            }\n        }\n        if(changed){\n            node.moveTo(newLocation.x,newLocation.y, true);\n            if(redrawIfChanged){\n                this.treeDesigner.redraw(true);\n            }\n        }\n    }\n\n    disableAutoLayout(){\n        this.config.type = Layout.MANUAL_LAYOUT_NAME;\n        this._fireOnAutoLayoutChangedCallbacks();\n    }\n\n\n    nodeSymbolSize = {};\n    drawNodeSymbol(path, transition){\n\n        var self = this;\n        var nodeSize = this.config.nodeSize;\n        this.nodeSymbol = d3.symbol().type(d=> self.nodeTypeToSymbol[d.type])\n            .size(d=>self.nodeSymbolSize[d.$id] ? Utils.get(self.targetSymbolSize, d.type+\"['\"+self.config.nodeSize+\"']\", 64) : 64);\n\n        path\n            .each(function (d) {\n                var path = d3.select(this);\n                var prev = path.attr(\"d\");\n                if(!prev){\n                    path.attr(\"d\", self.nodeSymbol);\n                }\n                var size = Utils.get(self.targetSymbolSize, d.type+\"['\"+self.config.nodeSize+\"']\");\n                if(!size){\n                    var box = path.node().getBBox();\n                    var error = Math.min(nodeSize / box.width, nodeSize / box.height);\n                    size = error * error * (self.nodeSymbolSize[d.$id]||64);\n                    Utils.set(self.targetSymbolSize, d.type+\"['\"+self.config.nodeSize+\"']\", size);\n                }\n                if(transition){\n                    path =  path.transition();\n\n                }else{\n                    self.nodeSymbolSize[d.$id] = size;\n                }\n                path.attr(\"d\", self.nodeSymbol);\n                if(transition){\n                    self.nodeSymbolSize[d.$id] = size;\n                }\n            });\n    }\n\n    nodeLabelPosition(selection) {\n        return selection\n            .attr('x', 0)\n            .attr('y', -this.config.nodeSize / 2 - 7)\n    }\n\n    nodePayoffPosition(selection) {\n        return Layout.setHangingPosition(selection)\n            .attr('x', 0)\n            .attr('y', this.config.nodeSize / 2 + 7)\n            .attr('text-anchor', 'middle')\n    }\n\n    nodeAggregatedPayoffPosition(selection) {\n        var x = this.config.nodeSize / 2 + 7;\n        var self = this;\n        selection\n            .attr('x', x)\n            .attr('y', function(d){\n                let fontSize = parseInt(AppUtils.getFontSize(this));\n                let items = d.displayValue('aggregatedPayoff');\n                let number = Utils.isArray(items) ? items.filter(it=>it !== undefined).length : 1;\n                if(number>1){\n                    return -this.getBBox().height/2 + fontSize/2;\n                }\n                return -Math.max(2, 1.8* self.config.nodeSize/fontSize);\n            });\n\n        selection.selectAll('tspan').attr('x', x);\n        return selection;\n            // .attr('text-anchor', 'middle')\n            // .attr('dominant-baseline', 'hanging')\n    }\n\n    nodeProbabilityToEnterPosition(selection) {\n        var self = this;\n\n        return Layout.setHangingPosition(selection)\n            .attr('x', this.config.nodeSize / 2 + 7)\n            .attr('y', function(d){\n                let fontSize = parseInt(AppUtils.getFontSize(this));\n                let aggregatedPayoffs = d.displayValue('aggregatedPayoff');\n                let aggregatedPayoffsNumber = Utils.isArray(aggregatedPayoffs) ? aggregatedPayoffs.filter(it=>it !== undefined).length : 1;\n                if(aggregatedPayoffsNumber>1){\n\n                    return fontSize*0.6\n                }\n\n                return Math.max(2, 1.8* self.config.nodeSize/fontSize);\n            })\n            // .attr('text-anchor', 'middle')\n            // .attr('dominant-baseline', 'central')\n    }\n\n    nodeIndicatorPosition(selection) {\n        return selection\n            .attr('x', this.config.nodeSize / 2 + 8)\n            .attr('y', - this.config.nodeSize/2)\n            .attr('dominant-baseline', 'central')\n            .attr('text-anchor', 'middle')\n    }\n\n    nodeUnfoldButtonPosition(selection) {\n\n        return selection\n            .attr('x', this.config.nodeSize / 2 + 5)\n            .attr('y', 0)\n            .attr('dominant-baseline', 'central')\n    }\n\n    edgeLineD(edge){\n        var line = d3.line()\n            .x(d=> d[0])\n            .y(d=> d[1]);\n        // .curve(d3.curveCatmullRom.alpha(0.5));\n\n\n        var parentNode = edge.parentNode;\n        var childNode = edge.childNode;\n\n        var dX = childNode.location.x - parentNode.location.x;\n        var dY = childNode.location.y - parentNode.location.y;\n\n        var sign = dX>=0 ? 1 : -1;\n\n        var slantStartXOffset = Math.min(dX/2, this.config.nodeSize/2+10);\n        var slantWidth = Math.min(this.config.edgeSlantWidthMax, Math.max(dX/2 - slantStartXOffset, 0));\n\n        var point1 = [parentNode.location.x +this.config.nodeSize/2 + 1, parentNode.location.y];\n        var point2 = [Math.max(parentNode.location.x+slantStartXOffset, point1[0]), parentNode.location.y];\n        var point3 = [parentNode.location.x+slantStartXOffset+slantWidth, childNode.location.y];\n        var point4 = [childNode.location.x - (sign*(Math.max(0, Math.min(this.config.nodeSize/2+8, dX/2)))), childNode.location.y];\n        // var point2 = [parentNode.location.x+dX/2-slantWidth/2, parentNode.location.y];\n        // var point3 = [childNode.location.x-(dX/2-slantWidth/2), childNode.location.y];\n\n        edge.$linePoints = [point1, point2, point3, point4];\n        return line(edge.$linePoints);\n    }\n\n    edgePayoffPosition(selection) {\n        Layout.setHangingPosition(selection)\n            .attr('x', d=>d.$linePoints[2][0] + 2)\n            .attr('y', d=>d.$linePoints[2][1] + 7);\n\n        selection.selectAll('tspan').attr('x', function(d){\n            return d3.select(this.parentNode).datum().$linePoints[2][0] + 2\n        });\n        return selection;\n\n    }\n\n    edgeLabelPosition(selection) {\n        return selection\n            .attr('transform', d=>'translate('+(d.$linePoints[2][0] + 2)+','+(d.$linePoints[2][1] - 7)+')')\n            // .attr('x', d=>d.$linePoints[2][0] + 2)\n            // .attr('y', d=>d.$linePoints[2][1] - 7)\n\n    }\n\n    edgeProbabilityPosition(selection) {\n        return Layout.setHangingPosition(selection)\n            .attr('x', function (d) {\n                var len = this.getComputedTextLength();\n                var min = d.$linePoints[2][0] + 2 + this.previousSibling.childNodes[0].getComputedTextLength() + 7 + len;\n                return Math.max(min, d.$linePoints[3][0] - 8);\n            })\n            .attr('y', d=>d.$linePoints[2][1] + 7)\n    }\n\n    getMinMarginBetweenNodes(){\n      return this.config.nodeSize + 30;\n    }\n\n    getTextMinX(d){\n        let minX = 0;\n        minX -= this.treeDesigner.config.margin.left;\n        // if(d){\n        //     let bb = this.treeDesigner.getTextD3Selection(d).select('text').node().getBBox();\n        //     if (bb.x < 0) {\n        //         minX -= bb.x;\n        //     }\n        // }\n        return minX;\n    }\n\n    getTextMinY(d){\n        let minY = 0;\n        minY -= (this.treeDesigner.config.margin.top - 50);\n        // if(d){\n        //     let bb = this.treeDesigner.getTextD3Selection(d).select('text').node().getBBox();\n        //     if (bb.y < 0) {\n        //         minY -= bb.y;\n\n        //     }\n        // }\n        return minY;\n    }\n\n    getTextMaxX(d){\n        return Number.MAX_SAFE_INTEGER;\n    }\n\n\n    getNodeMinX(d){\n        var self = this;\n        if(d && d.$parent){// && !self.isNodeSelected(d.$parent)\n            return d.$parent.location.x + self.getMinMarginBetweenNodes();\n        }\n        return self.config.nodeSize/2;\n    }\n\n    getNodeMinY(d){\n        return this.config.nodeSize/2;\n    }\n\n    getNodeMaxX(d){\n        var self = this;\n\n        if(d && d.childEdges.length){\n            return d3.min(d.childEdges, e=>!e.childNode.$hidden ? e.childNode.location.x : 9999999)-self.getMinMarginBetweenNodes();\n        }\n        return Number.MAX_SAFE_INTEGER;\n    }\n\n    setGridWidth(width, withoutStateSaving){\n        var self=this;\n        if(this.config.gridWidth===width){\n            return;\n        }\n        if(!withoutStateSaving){\n            this.data.saveState({\n                data:{\n                    gridWidth: self.config.gridWidth\n                },\n                onUndo: (data)=> {\n                    self.setGridWidth(data.gridWidth, true);\n                },\n                onRedo: (data)=> {\n                    self.setGridWidth(width, true);\n                }\n            });\n        }\n\n        this.config.gridWidth=width;\n        this.update();\n    }\n\n    setGridHeight(gridHeight, withoutStateSaving){\n        var self=this;\n        if(this.config.gridHeight===gridHeight){\n            return;\n        }\n        if(!withoutStateSaving){\n            this.data.saveState({\n                data:{\n                    gridHeight: self.config.gridHeight\n                },\n                onUndo: (data)=> {\n                    self.setGridHeight(data.gridHeight, true);\n                },\n                onRedo: (data)=> {\n                    self.setGridHeight(gridHeight, true);\n                }\n            });\n        }\n\n        this.config.gridHeight=gridHeight;\n        this.update();\n    }\n\n    setNodeSize(nodeSize, withoutStateSaving){\n        var self=this;\n        if(this.config.nodeSize===nodeSize){\n            return;\n        }\n        if(!withoutStateSaving){\n            this.data.saveState({\n                data:{\n                    nodeSize: self.config.nodeSize\n                },\n                onUndo: (data)=> {\n                    self.setNodeSize(data.nodeSize, true);\n                },\n                onRedo: (data)=> {\n                    self.setNodeSize(nodeSize, true);\n                }\n            });\n        }\n\n        this.config.nodeSize=nodeSize;\n        this.update();\n        if(this.isManualLayout()){\n            this.fitNodesInPlottingRegion(self.data.getRoots());\n            this.treeDesigner.redraw(true);\n        }\n    }\n\n    setEdgeSlantWidthMax(width, withoutStateSaving){\n        var self=this;\n        if(this.config.edgeSlantWidthMax===width){\n            return;\n        }\n        if(!withoutStateSaving){\n            this.data.saveState({\n                data:{\n                    edgeSlantWidthMax: self.config.edgeSlantWidthMax\n                },\n                onUndo: (data)=> {\n                    self.setEdgeSlantWidthMax(data.edgeSlantWidthMax, true);\n                },\n                onRedo: (data)=> {\n                    self.setEdgeSlantWidthMax(width, true);\n                }\n            });\n        }\n\n        this.config.edgeSlantWidthMax=width;\n        this.treeDesigner.redraw(true);\n    }\n\n    autoLayout(type, withoutStateSaving){\n        var self=this;\n\n\n\n        if(!withoutStateSaving){\n            this.data.saveState({\n                data:{\n                    newLayout: type,\n                    currentLayout: self.config.type\n                },\n                onUndo: (data)=> {\n                    self.config.type = data.currentLayout;\n                    self._fireOnAutoLayoutChangedCallbacks();\n                },\n                onRedo: (data)=> {\n                    self.autoLayout(data.newLayout, true);\n                }\n            });\n        }\n        this.config.type = type;\n        if(!this.data.nodes.length){\n            this._fireOnAutoLayoutChangedCallbacks();\n            return;\n        }\n\n        var prevTreeMaxY = self.getNodeMinY();\n        this.data.getRoots().forEach(r=>{\n            var root = d3.hierarchy(r, d=>{\n                return d.childEdges.filter(e=>!e.$hidden).map(e=>e.childNode);\n            });\n\n            // root.sort((a,b)=>self.nodeTypeOrder[a.data.type]-self.nodeTypeOrder[b.data.type]);\n            root.sort((a,b)=>a.data.location.y - b.data.location.y);\n\n\n            var layout;\n            if(type==='cluster'){\n                layout = d3.cluster();\n            }else{\n                layout = d3.tree();\n            }\n            layout.nodeSize([self.config.gridHeight, self.config.gridWidth]);\n            layout.separation(self.nodeSeparation);\n\n            layout(root);\n            var minY = 999999999;\n            root.each(d=>{\n                minY = Math.min(minY, d.x);\n            });\n\n            var dy = root.x - minY + prevTreeMaxY;\n            var dx = self.getNodeMinX();\n            var maxY=0;\n            root.each(d=>{\n                d.data.location.x = d.y + dx;\n                d.data.location.y = d.x + dy;\n\n                maxY = Math.max(maxY, d.data.location.y);\n            });\n\n            prevTreeMaxY = maxY + self.config.nodeSize+self.treeMargin;\n        });\n\n\n        // this.transition = true;\n        this.treeDesigner.redraw(true);\n        // this.transition = false;\n\n        this._fireOnAutoLayoutChangedCallbacks();\n        return this;\n    }\n\n    fitNodesInPlottingRegion(nodes){\n        var self = this;\n        var topY = d3.min(nodes, n=>n.location.y);\n        var minY = self.getNodeMinY();\n        var dy = topY - minY;\n\n        var minX = d3.min(nodes, n=>n.location.x);\n        var dx = minX - self.getNodeMinX();\n\n        if(dy<0 ||  dx<0){\n            nodes.forEach(n=>n.move(-dx, -dy));\n        }\n    }\n\n    moveNodes(nodes, dx, dy, pivot){\n        var self = this;\n        var limit = self.config.limitNodePositioning;\n        if(limit){\n            if(dx<0){\n                nodes.sort((a,b)=>a.location.x-b.location.x);\n            }else{\n                nodes.sort((a,b)=>b.location.x-a.location.x);\n            }\n        }\n\n\n        var minY = d3.min(nodes, d=>d.location.y);\n        if(minY + dy < self.getNodeMinY()){\n            dy = self.getNodeMinY() - minY;\n        }\n\n        nodes.forEach(d=>{\n            if(limit){\n                Layout.backupNodeLocation(d);\n                var minX = self.getNodeMinX(d);\n                var maxX = self.getNodeMaxX(d);\n\n                d.location.x = Math.min(Math.max(d.location.x+dx, minX), maxX);\n                d.location.y += dy;\n            }else{\n                d.location.x +=dx;\n                d.location.y += dy;\n            }\n\n        });\n\n\n        var revertX = pivot && self.config.limitNodePositioning && (pivot.location.x === pivot.$location.x);\n\n        nodes.forEach(d=>{\n            if(revertX){\n                d.location.x = d.$location.x;\n            }\n            self.treeDesigner.updateNodePosition(d);\n        });\n\n\n    }\n\n    moveTexts(texts, dx, dy){\n        let self = this;\n        let limit = self.config.limitTextPositioning;\n        if(limit){\n            if(dx<0){\n                texts.sort((a,b)=>a.location.x-b.location.x);\n            }else{\n                texts.sort((a,b)=>b.location.x-a.location.x);\n            }\n        }\n\n\n\n        texts.forEach(d=>{\n\n\n\n\n            if(limit){\n                let minX = self.getTextMinX(d);\n                let maxX = self.getTextMaxX(d);\n                let minY = self.getTextMinY(d);\n\n\n                d.location.x = Math.min(Math.max(d.location.x+dx, minX), maxX);\n                d.location.y = Math.max(d.location.y+dy, minY);\n\n            }else{\n                d.location.move(dx, dy);\n            }\n            self.treeDesigner.updateTextPosition(d);\n\n        });\n\n    }\n\n    static backupNodeLocation(node) {\n        node.$location = new model.Point(node.location);\n    }\n\n    _fireOnAutoLayoutChangedCallbacks(){\n        this.onAutoLayoutChanged.forEach(c=>c(this.config.type));\n    }\n\n    static setHangingPosition(selection){\n        // window.setTimeout(function(){\n        //     selection.each(function(){\n        //         var h =  this.getBBox().height;\n        //         d3.select(this).attr('dy', h);\n        //     });\n        // },0);\n\n        if(AppUtils.isHidden(selection.node())){ // setting hanging position of hidden elements fails on firefox\n            return selection;\n        }\n\n\n        selection.each(function(){\n            var h =  this.getBBox().height;\n            d3.select(this).attr('dy', '0.75em');\n        });\n\n        return selection;\n    }\n\n}\n\n\n","import {AppUtils} from './app-utils'\nimport * as d3 from './d3'\nimport {ContextMenu} from './context-menu/context-menu'\n\nexport class NodeDragHandler{\n\n    treeDesigner;\n    data;\n    config;\n\n    drag;\n    stateSnapshot = null;\n\n\n    constructor(treeDesigner, data){\n        this.treeDesigner = treeDesigner;\n        this.data = data;\n\n        var self = this;\n        this.drag = d3.drag()\n            .subject(function(d) {\n                if(d==null){\n                    return  {\n                        x: event.x,\n                        y: event.y\n                    };\n                }\n                var t = d3.select(this);\n                return {\n                    x: t.attr(\"x\") + AppUtils.getTranslation(t.attr(\"transform\"))[0],\n                    y: t.attr(\"y\") + AppUtils.getTranslation(t.attr(\"transform\"))[1]\n                };\n            })\n            .on(\"start\", function(d){\n                self.dragStarted.call(this,d, self)\n            })\n            .on(\"drag\", function (d) {\n                self.onDrag.call(this, d, self);\n            })\n            .on(\"end\", function (d) {\n                self.dragEnded.call(this, d, self);\n            })\n    }\n\n\n    dragStarted(d,self) {\n        if(self.ignoreDrag){\n            self.ignoreDrag=false;\n            self.ignoredDrag=true;\n            return;\n        }\n        self.ignoredDrag=false;\n        self.stateSnapshot = self.data.createStateSnapshot();\n\n        // self.treeDesigner.layout.disableAutoLayout();\n        ContextMenu.hide();\n        var node = d3.select(this);\n        if(!node.classed(\"selected\")){\n            self.treeDesigner.clearSelection();\n        }\n\n        self.treeDesigner.selectNode(d);\n        if (self.treeDesigner.isSidebarOpen) {\n            self.treeDesigner.config.onDoubleClick();\n        }\n        node.classed(\"selected dragging\", true);\n        self.selectedNodes = self.treeDesigner.getSelectedNodes(true);\n        self.selectedTexts = self.treeDesigner.getSelectedTexts();\n        self.prevDragEvent = d3.event;\n        self.dragEventCount = 0;\n    }\n\n    onDrag(draggedNode, self){\n        if(self.ignoredDrag){\n            return;\n        }\n\n        if(self.dragEventCount===2 && self.stateSnapshot){\n            self.data.saveStateFromSnapshot(self.stateSnapshot); // TODO save only if something has really changed\n            self.stateSnapshot = null;\n        }\n        self.dragEventCount++;\n        if(self.selectedNodes.length + self.selectedTexts.length > 5 && self.dragEventCount%2!==1){\n            return;\n        }\n\n        var dx = d3.event.x - self.prevDragEvent.x;\n        var dy = d3.event.y- self.prevDragEvent.y;\n        self.treeDesigner.layout.moveNodes(self.selectedNodes, dx, dy, draggedNode);\n\n        if (self.treeDesigner.config.layout.type == \"manual\") {\n            self.treeDesigner.layout.moveTexts(self.selectedTexts, dx, dy);\n        }\n\n        self.prevDragEvent = d3.event;\n        self.treeDesigner.redrawEdges();\n    }\n\n    dragEnded(draggedNode, self){\n        d3.selectAll(\".dragging\").classed(\"dragging\", false)\n        if(self.ignoredDrag){\n            return;\n        }\n        self.treeDesigner.updatePlottingRegionSize();\n        self.treeDesigner.layout.update(draggedNode);\n        setTimeout(function() {\n            self.treeDesigner.updatePlottingRegionSize();\n        }, 200);\n    }\n\n    cancelDrag(){\n        this.ignoreDrag = true;\n    }\n\n}\n\n\n","var epsilon = 1e-12;\nvar pi = Math.PI;\nvar halfPi = pi / 2;\nvar tau = 2 * pi;\n\nexport default {\n    /*draw: function(context, size) {\n        var r = Math.sqrt(size / pi);\n        context.moveTo(r, 0);\n        context.arc(0, 0, r, 0, tau);\n    }*/\n    draw: function(context, size) {\n\n        var r = Math.sqrt(size / pi);\n        var dist =0.552284749831 * r;\n\n        context.moveTo(-r, 0)\n        // context.lineTo(2*r, 2*r)\n        // context.bezierCurveTo(-r, -dist, -dist, -r, 0,-r);\n        context.bezierCurveTo(-r, -dist, -dist, -r, 0,-r);\n\n        context.bezierCurveTo(dist, -r, r, -dist, r,0);\n\n        context.bezierCurveTo(r, dist, dist, r, 0, r);\n\n        context.bezierCurveTo(-dist, r, -r, dist, -r, 0);\n    }\n};\n","var sqrt3 = Math.sqrt(3);\n\nexport default {\n    draw: function(context, size) {\n        var r = Math.sqrt(size / Math.PI);\n        context.moveTo(-r, 0);\n        context.lineTo(0.9*r, -r);\n        context.lineTo(0.9*r, r);\n        context.closePath();\n    }\n};\n","import {Utils} from \"sd-utils\";\nimport {i18n} from './i18n/i18n'\n\nexport class Templates{\n\n    static growl = require('./templates/growl_message.html');\n\n    static get(templateName, variables){\n        var compiled = Utils.template(Templates[templateName],{ 'imports': { 'i18n': i18n, 'Templates': Templates, 'include': function(n, v) {return Templates.get(n, v)} } });\n        if(variables){\n            variables.variables = variables;\n        }else{\n            variables = {variables:{}}\n        }\n        return compiled(variables)\n\n    }\n\n    static styleRule(selector, props){\n        var s = selector+ '{';\n        props.forEach(p=> s+=Templates.styleProp(p[0], p[1]));\n        s+='} ';\n        return s;\n    }\n    static styleProp(styleName, variableName){\n        return  styleName+': <%= '+variableName+' %>; '\n    }\n\n    static treeDesignerSelector = 'svg.sd-tree-designer';\n    static nodeSelector(type, clazz){\n        var s = Templates.treeDesignerSelector+' .node';\n        if(type){\n            s+='.'+type+'-node';\n        }\n        if(clazz){\n            s+='.'+clazz;\n        }\n        return s;\n    }\n    static edgeSelector(clazz){\n        var s = Templates.treeDesignerSelector+' .edge';\n        if(clazz){\n            s+='.'+clazz;\n        }\n        return s;\n    }\n\n    static treeDesignerStyles =\n\n        Templates.styleRule(Templates.treeDesignerSelector,[\n            ['font-size', 'fontSize'],\n            ['font-family', 'fontFamily'],\n            ['font-weight', 'fontWeight'],\n            ['font-style', 'fontStyle']\n        ])+\n        //   node\n        Templates.styleRule(Templates.nodeSelector()+' path',[\n            ['fill', 'node.fill'],\n            ['stroke-width', 'node.strokeWidth']\n        ])+\n        Templates.styleRule(Templates.nodeSelector('decision', 'optimal')+' path, '+Templates.nodeSelector('chance', 'optimal')+' path,' +Templates.nodeSelector('terminal', 'optimal')+' path',[\n            ['stroke', 'node.optimal.stroke'],\n            ['stroke-width', 'node.optimal.strokeWidth']\n        ])+\n        Templates.styleRule(Templates.nodeSelector()+' .label',[\n            ['font-size', 'node.label.fontSize'],\n            ['fill', 'node.label.color']\n        ])+\n        Templates.styleRule(Templates.nodeSelector()+' .payoff',[\n            ['font-size', 'node.payoff.fontSize'],\n            ['fill', 'node.payoff.color'],\n        ])+\n        Templates.styleRule(Templates.nodeSelector()+' .payoff.negative',[\n            ['fill', 'node.payoff.negativeColor'],\n        ])+\n\n        //    decision node\n        Templates.styleRule(Templates.nodeSelector('decision')+' path',[\n            ['fill', 'node.decision.fill'],\n            ['stroke', 'node.decision.stroke']\n        ])+\n        Templates.styleRule(Templates.nodeSelector('decision', 'selected')+' path',[\n            ['fill', 'node.decision.selected.fill']\n        ])+\n\n        //    chance node\n        Templates.styleRule(Templates.nodeSelector('chance')+' path',[\n            ['fill', 'node.chance.fill'],\n            ['stroke', 'node.chance.stroke']\n        ])+\n        Templates.styleRule(Templates.nodeSelector('chance', 'selected')+' path',[\n            ['fill', 'node.chance.selected.fill']\n        ])+\n\n        //    terminal node\n        Templates.styleRule(Templates.nodeSelector('terminal')+' path',[\n            ['fill', 'node.terminal.fill'],\n            ['stroke', 'node.terminal.stroke']\n        ])+\n        Templates.styleRule(Templates.nodeSelector('terminal', 'selected')+' path',[\n            ['fill', 'node.terminal.selected.fill']\n        ])+\n        Templates.styleRule(Templates.nodeSelector('terminal')+' .aggregated-payoff',[\n            ['font-size', 'node.terminal.payoff.fontSize'],\n            ['fill', 'node.terminal.payoff.color'],\n        ])+\n        Templates.styleRule(Templates.nodeSelector('terminal')+' .aggregated-payoff.negative',[\n            ['fill', 'node.terminal.payoff.negativeColor'],\n        ])+\n\n\n        //probability\n        Templates.styleRule(Templates.treeDesignerSelector+' .node .probability-to-enter, '+Templates.treeDesignerSelector+' .edge .probability',[\n            ['font-size', 'probability.fontSize'],\n            ['fill', 'probability.color']\n        ])+\n\n        //edge\n        Templates.styleRule(Templates.edgeSelector()+' path',[\n            ['stroke', 'edge.stroke'],\n            ['stroke-width', 'edge.strokeWidth']\n        ])+\n        Templates.styleRule(Templates.treeDesignerSelector+' marker#arrow path',[\n            ['fill', 'edge.stroke'],\n        ])+\n        Templates.styleRule(Templates.edgeSelector('optimal')+' path',[\n            ['stroke', 'edge.optimal.stroke'],\n            ['stroke-width', 'edge.optimal.strokeWidth']\n        ])+\n        Templates.styleRule(Templates.treeDesignerSelector+' marker#arrow-optimal path',[\n            ['fill', 'edge.optimal.stroke'],\n        ])+\n\n        Templates.styleRule(Templates.edgeSelector('selected')+' path',[\n            ['stroke', 'edge.selected.stroke'],\n            ['stroke-width', 'edge.selected.strokeWidth']\n        ])+\n        Templates.styleRule(Templates.treeDesignerSelector+' marker#arrow-selected path',[\n            ['fill', 'edge.selected.stroke'],\n        ])+\n\n        Templates.styleRule(Templates.edgeSelector()+' .label',[\n            ['font-size', 'edge.label.fontSize'],\n            ['fill', 'edge.label.color']\n        ])+\n\n        Templates.styleRule(Templates.edgeSelector()+' .payoff',[\n            ['font-size', 'edge.payoff.fontSize'],\n            ['fill', 'edge.payoff.color'],\n        ])+\n        Templates.styleRule(Templates.edgeSelector()+' .payoff.negative',[\n            ['fill', 'edge.payoff.negativeColor'],\n        ])+\n\n        Templates.styleRule(Templates.treeDesignerSelector+' .sd-title-container text.sd-title',[\n            ['font-size', 'title.fontSize'],\n            ['font-weight', 'title.fontWeight'],\n            ['font-style', 'title.fontStyle'],\n            ['fill', 'title.color']\n        ]) +\n        Templates.styleRule(Templates.treeDesignerSelector+' .sd-title-container text.sd-description',[\n            ['font-size', 'description.fontSize'],\n            ['font-weight', 'description.fontWeight'],\n            ['font-style', 'description.fontStyle'],\n            ['fill', 'description.color']\n        ])\n}\n\n\n\n\n","module.exports = \"<div class=\\\"sd-growl-message <%=type%>\\\">\\n    <div class=\\\"sd-growl-message-text\\\">\\n        <%= message %>\\n    </div>\\n</div>\\n\";\n","import {AppUtils} from './app-utils'\nimport * as d3 from './d3'\nimport {ContextMenu} from './context-menu/context-menu'\n\nexport class TextDragHandler{\n\n    treeDesigner;\n    data;\n    config;\n\n    drag;\n\n\n    constructor(treeDesigner, data){\n        this.treeDesigner = treeDesigner;\n        this.data = data;\n\n        var self = this;\n        this.drag = d3.drag()\n            .subject(function(d) {\n                if(d==null){\n                    return  {\n                        x: event.x,\n                        y: event.y\n                    };\n                }\n                var t = d3.select(this);\n                return {\n                    x: t.attr(\"x\") + AppUtils.getTranslation(t.attr(\"transform\"))[0],\n                    y: t.attr(\"y\") + AppUtils.getTranslation(t.attr(\"transform\"))[1]\n                };\n            })\n            .on(\"start\", function(d){\n                self.dragStarted.call(this,d, self)\n            })\n            .on(\"drag\", function (d) {\n                self.onDrag.call(this, d, self);\n            })\n            .on(\"end\", function (d) {\n                self.dragEnded.call(this, d, self);\n            })\n    }\n\n\n    dragStarted(d,self) {\n        // self.treeDesigner.layout.disableAutoLayout();\n        ContextMenu.hide();\n        var text = d3.select(this);\n        var clearSelection = !text.classed(\"selected\") && !self.treeDesigner.shiftPressed;\n        self.treeDesigner.selectText(d, clearSelection);\n        if (self.treeDesigner.isSidebarOpen) {\n            self.treeDesigner.config.onDoubleClick();\n        }\n        text.classed(\"selected dragging\", true);\n        self.selectedNodes = null;\n        self.selectedTexts = self.treeDesigner.getSelectedTexts();\n        if (self.treeDesigner.config.layout.type == \"manual\") {\n            self.selectedNodes = self.treeDesigner.getSelectedNodes(true);\n        }\n        self.prevDragEvent = d3.event;\n        self.dragEventCount = 0;\n    }\n\n    onDrag(draggedText, self){\n        if(self.dragEventCount==2){\n            self.data.saveState();\n        }\n        self.dragEventCount++;\n\n        var dx = d3.event.x - self.prevDragEvent.x;\n        var dy = d3.event.y- self.prevDragEvent.y;\n\n        self.treeDesigner.layout.moveTexts(self.selectedTexts, dx, dy);\n        if (self.selectedNodes) {\n            self.treeDesigner.layout.moveNodes(self.selectedNodes, dx, dy, self.selectedNodes[0]);\n            self.treeDesigner.redrawEdges();\n        }\n\n        self.prevDragEvent = d3.event;\n    }\n\n    dragEnded(draggedNode, self){\n        d3.selectAll(\".dragging\").classed(\"dragging\", false);\n        self.treeDesigner.updatePlottingRegionSize();\n        setTimeout(function() {\n            self.treeDesigner.updatePlottingRegionSize();\n        }, 200);\n    }\n\n}\n\n\n","import * as d3 from './d3'\nimport {Utils} from 'sd-utils'\n\nexport class Tooltip {\n    static getContainer(){\n        return d3.select(\"body\").selectOrAppend('div.sd-tooltip');\n    }\n\n    static show(html, xOffset = 5, yOffset = 28, event, duration=null) {\n        var container = Tooltip.getContainer()\n            .style(\"opacity\", 0);\n        container.transition()\n            .duration(200)\n            .style(\"opacity\", .98);\n        container.html(html);\n        Tooltip.updatePosition(xOffset, yOffset, event);\n        if(duration){\n            setTimeout(function(){\n                Tooltip.hide();\n            }, duration)\n        }\n    }\n\n    static updatePosition(xOffset = 5, yOffset = 28, event) {\n        event = event || d3.event;\n        Tooltip.getContainer()\n            .style(\"left\", (event.pageX + xOffset) + \"px\")\n            .style(\"top\", (event.pageY - yOffset) + \"px\");\n    }\n\n    static hide(duration = 500) {\n        var t = Tooltip.getContainer();\n        if(duration){\n            t = t.transition().duration(duration)\n        }\n        t.style(\"opacity\", 0);\n    }\n\n    static attach(target, htmlOrFn, xOffset, yOffset, duration = 2000) {\n        target.on('mouseover', function (d, i) {\n            var html = null;\n            if (Utils.isFunction(htmlOrFn)) {\n                html = htmlOrFn(d, i);\n            } else {\n                html = htmlOrFn;\n            }\n\n            if (html !== null && html !== undefined && html !== '') {\n                Tooltip.show(html, xOffset, yOffset, undefined, duration);\n            }else{\n                Tooltip.hide(0);\n            }\n\n        }).on('mousemove', function (d) {\n            Tooltip.updatePosition(xOffset, yOffset);\n        }).on(\"mouseout\", function (d) {\n            Tooltip.hide();\n        });\n    }\n}\n","import * as d3 from \"./d3\";\nimport {Utils} from \"sd-utils\";\nimport {AppUtils} from \"./app-utils\";\nimport {domain as model} from \"sd-model\";\nimport {ContextMenu} from \"./context-menu/context-menu\";\nimport {MainContextMenu} from \"./context-menu/main-context-menu\";\nimport {NodeContextMenu} from \"./context-menu/node-context-menu\";\nimport {Layout} from \"./layout\";\nimport {NodeDragHandler} from \"./node-drag-handler\";\nimport {Tooltip} from \"./tooltip\";\nimport {Templates} from \"./templates\";\nimport {TextDragHandler} from \"./text-drag-handler\";\nimport {TextContextMenu} from \"./context-menu/text-context-menu\";\nimport {EdgeContextMenu} from \"./context-menu/edge-context-menu\";\nimport * as Hammer from \"hammerjs\";\nimport {i18n} from \"./i18n/i18n\";\n\n\nexport class TreeDesignerConfig {\n    width = undefined;\n    height = undefined;\n    margin = {\n        left: 25,\n        right: 25,\n        top: 25,\n        bottom: 25\n    };\n    scale = 1;\n    lng = 'en';\n    layout= {\n        type: 'tree',\n        nodeSize: 40,\n        limitNodePositioning: true,\n        limitTextPositioning: true,\n        gridHeight: 75,\n        gridWidth: 150,\n        edgeSlantWidthMax: 20\n    };\n    fontFamily = 'sans-serif';\n    fontSize = '12px';\n    fontWeight = 'normal';\n    fontStyle = 'normal';\n    node = {\n        strokeWidth: '2px',\n        optimal: {\n            stroke: '#006f00',\n            strokeWidth: '2px',\n        },\n        label: {\n            fontSize: '1em',\n            color: 'black'\n        },\n        payoff: {\n            fontSize: '1em',\n            color: 'black',\n            negativeColor: '#b60000'\n        },\n        decision: {\n            fill: '#ff7777',\n            stroke: '#660000',\n\n            selected: {\n                fill: '#aa3333',\n                // stroke: '#666600'\n            }\n        },\n        chance: {\n            fill: '#ffff44',\n            stroke: '#666600',\n\n            selected: {\n                fill: '#aaaa00',\n                // stroke: '#666600'\n            }\n        },\n        terminal:{\n            fill: '#44ff44',\n            stroke: 'black',\n            selected: {\n                fill: '#00aa00',\n                // stroke: 'black'\n            },\n            payoff: {\n                fontSize: '1em',\n                color: 'black',\n                negativeColor: '#b60000'\n            },\n        }\n    };\n    edge={\n        stroke: '#424242',\n        strokeWidth: '1.5',\n        optimal:{\n            stroke: '#006f00',\n            strokeWidth: '2.4',\n        },\n        selected:{\n            stroke: '#045ad1',\n            strokeWidth: '3.5',\n        },\n        label: {\n            fontSize: '1em',\n            color: 'back'\n        },\n        payoff:{\n            fontSize: '1em',\n            color: 'black',\n            negativeColor: '#b60000'\n        }\n\n    };\n    probability = {\n        fontSize: '1em',\n        color: '#0000d7'\n    };\n    title = {\n        fontSize: '16px',\n        fontWeight: 'bold',\n        fontStyle: 'normal',\n        color: '#000000',\n        margin:{\n            top: 15,\n            bottom: 10\n        }\n    };\n    description = {\n        show: true,\n        fontSize: '12px',\n        fontWeight: 'bold',\n        fontStyle: 'normal',\n        color: '#000000',\n        margin:{\n            top: 5,\n            bottom: 10\n        }\n    };\n\n    readOnly= false;\n    disableAnimations=false;\n    forceFullEdgeRedraw=false;\n    hideLabels=false;\n    hidePayoffs=false;\n    hideExpectedValues=false;\n    hideProbabilities=false;\n    hideCharts=false;\n    hideTextboxes=false;\n    hideMilestones=false;\n    raw=false;\n\n\n    payoffNumberFormatter = (v, i)=> v;\n    probabilityNumberFormatter  = (v)=> v;\n\n    onNodeSelected = (node) => {};\n    onEdgeSelected = (edge) => {};\n    onTextSelected = (text) => {};\n    onSelectionCleared = () => {};\n    onDoubleClick = () => {};\n\n    operationsForObject = (o) => [];\n\n    payoffNames = [null, null];\n    maxPayoffsToDisplay = 1;\n\n    milestoneNames = [\"\", \"\", \"\", \"\", \"\", \"\", \"\", \"\", \"\", \"\"];\n\n    constructor(custom) {\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\n\nexport class TreeDesigner {\n\n    config;\n    container;\n    data; //data model manager\n    svg;\n\n    shiftPressed = false;\n    isSidebarOpen = false;\n\n    gestureStartScale = 0;\n    scale = 1;\n    posX = 0;\n    posY = 0;\n    startX;\n    startY;\n\n    isSafari = /constructor/i.test(window.HTMLElement) ||\n        (function (p) {\n            return p.toString() === '[object SafariRemoteNotification]';\n        })(\n            !window['safari'] ||\n                (typeof safari !== 'undefined' &&\n                    window['safari'].pushNotification),\n        );   \n\n    constructor(container, dataModel, config){\n        this.setConfig(config);\n        this.data = dataModel;\n        this.initContainer(container);\n        this.init();\n    }\n\n    setConfig(config) {\n        this.config = new TreeDesignerConfig(config);\n        if(this.layout){\n            this.layout.config=this.config.layout;\n        }\n        this.updateCustomStyles();\n        return this;\n    }\n\n    init(){\n\n        this.initSvg();\n        this.initLayout();\n        this.initI18n();\n        this.initBrush();\n        if (this.isSafari) this.disableBrush();\n        this.initEdgeMarkers();\n\n        this.updateCustomStyles();\n        if(!this.config.readOnly){\n            this.initMainContextMenu();\n            this.initNodeContextMenu();\n            this.initEdgeContextMenu();\n            this.initNodeDragHandler();\n            this.initTextDragHandler();\n            this.initTextContextMenu();\n        }\n        this.redraw();\n    }\n\n    initI18n() {\n        i18n.init(this.config.lng);\n    }\n\n\n    updateCustomStyles(){\n        d3.select('head').selectOrAppend('style#sd-tree-designer-style').html(Templates.get('treeDesignerStyles', this.config));\n        return this;\n    }\n\n    initLayout(){\n        this.layout = new Layout(this, this.data, this.config.layout);\n    }\n\n    initNodeDragHandler(){\n        this.nodeDragHandler = new NodeDragHandler(this, this.data);\n    }\n\n    initTextDragHandler(){\n        this.textDragHandler = new TextDragHandler(this, this.data);\n    }\n\n    redraw(withTransitions=false){\n\n        var self = this;\n        withTransitions = !self.config.disableAnimations && withTransitions;\n        this.redrawDiagramTitle();\n        this.redrawDiagramDescription();\n        this.updateScale(withTransitions);\n        this.updateMargin(withTransitions);\n        if(withTransitions){\n            self.transitionPrev = self.transition;\n            self.transition = true;\n        }\n        this.redrawEdges();\n        this.redrawNodes();\n        this.redrawFloatingTexts();\n        this.updateValidationMessages();\n        if(withTransitions){\n            self.transition =  self.transitionPrev;\n        }\n        setTimeout(function(){\n            self.updatePlottingRegionSize();\n        },10);\n\n        return this;\n    }\n\n    computeAvailableSpace(){\n        this.availableHeight = AppUtils.sanitizeHeight(this.config.height, this.container, this.config.margin);\n        this.availableWidth = AppUtils.sanitizeWidth(this.config.width, this.container, this.config.margin);\n    }\n\n    initSvg() {\n        var c = this;\n        var self = this;\n        this.computeAvailableSpace();\n        this.svg = this.container.selectOrAppend('svg.sd-tree-designer');\n        this.svg.attr('width', this.availableWidth).attr('height', this.availableHeight);\n        this.svg.style(\"transform-origin\", \"0 0\")\n\n        this.wrapperGroup = this.svg.selectOrAppend('g.sd-wrapper-group');\n        this.mainGroup = this.wrapperGroup.selectOrAppend('g.main-group');\n        this.updateScale();\n        this.updateMargin();\n\n        if (!this.config.width) {\n            d3.select(window)\n                .on(\"resize.tree-designer\", function () {\n                    self.updatePlottingRegionSize();\n                    self.redrawDiagramTitle();\n                });\n        }\n\n        var mc = new Hammer.Manager(this.svg.node(), {touchAction : 'auto'});\n        mc.add(new Hammer.Press({\n            pointerType: 'touch'\n        }));\n\n        mc.add(new Hammer.Pinch({\n            pointerType: 'touch'\n        }));\n\n        var cancel;\n        mc.on('pinchstart', function(){\n            self.disableBrush();\n        })\n        mc.on('pinch', function(){\n            cancel = Utils.waitForFinalEvent(()=>self.enableBrush(), 'pinchend', 5000)\n        })\n    }\n\n    updatePositionAndZoom(posX=this.posX, posY=this.posY) {\n        var treeContainer = document.getElementById('tree-designer-container');\n        var svgWidth = parseFloat(this.svg.style('width'));\n        var svgHeight = parseFloat(this.svg.style('height'));\n\n        var minScale = treeContainer.clientWidth / svgWidth;\n        if (treeContainer.clientHeight / svgHeight < minScale) minScale = treeContainer.clientHeight / svgHeight;\n        if (this.scale < minScale) this.scale = minScale;\n\n        var maxPosX = 0;\n        var minPosX = treeContainer.clientWidth - this.scale * svgWidth;\n        if (posX < minPosX) posX = minPosX;\n        if (posX > maxPosX || minPosX > 0) posX = maxPosX;\n\n        var maxPosY = 0;\n        var minPosY = treeContainer.clientHeight - this.scale * svgHeight;\n        if (posY < minPosY) posY = minPosY;\n        if (posY > maxPosY || minPosY > 0) posY = maxPosY;\n\n        this.posX = posX;\n        this.posY = posY;\n\n        window.requestAnimationFrame(() => {\n            var val = `translate(${posX}px, ${posY}px) scale(${this.scale})`;\n            this.svg.style(\"transform\", val);\n        })\n    }\n\n    updateMargin(withTransitions){\n        var self = this;\n        var margin = this.config.margin;\n        var group = this.mainGroup;\n        if(withTransitions){\n            group = group.transition();\n        }\n\n        this.topMargin = margin.top;\n        if(this.diagramTitle||this.diagramDescription){\n            this.topMargin = parseInt(this.diagramTitle ? this.config.title.margin.top : 0) + this.getTitleGroupHeight()\n                +  Math.max(this.topMargin, parseInt(this.config.title.margin.bottom));\n        }\n\n        group.attr(\"transform\", \"translate(\" + margin.left + \",\" + this.topMargin + \")\").on(\"end\", ()=> self.updatePlottingRegionSize());\n    }\n\n    setMargin(margin, withoutStateSaving){\n        var self=this;\n        // if(!withoutStateSaving){\n        //     this.data.saveState({\n        //         data:{\n        //             margin: Utils.clone(self.config.margin)\n        //         },\n        //         onUndo: (data)=> {\n        //             self.setMargin(data.margin, true);\n        //         },\n        //         onRedo: (data)=> {\n        //             self.setMargin(margin, true);\n        //         }\n        //     });\n        // }\n        Utils.deepExtend(this.config.margin, margin);\n        this.redrawDiagramTitle();\n        this.updateMargin(true);\n    }\n\n\n    updateScale(withTransitions){\n        var self = this;\n        var scale = this.config.scale;\n        var group = this.wrapperGroup;\n        if(withTransitions){\n            group = group.transition();\n        }\n\n        group.attr(\"transform\", \"scale(\" + scale + \")\").on(\"end\", ()=> self.updatePlottingRegionSize());\n    }\n\n    setScale(scale, withoutStateSaving){\n        var self=this;\n        // if(!withoutStateSaving){\n        //     this.data.saveState({\n        //         data:{\n        //             scale: Utils.clone(self.config.scale)\n        //         },\n        //         onUndo: (data)=> {\n        //             self.setScale(data.scale, true);\n        //         },\n        //         onRedo: (data)=> {\n        //             self.setScale(scale, true);\n        //         }\n        //     });\n        // }\n        this.config.scale = scale;\n        this.updateScale(true);\n    }\n\n    initContainer(containerIdOrElem) {\n        if (Utils.isString(containerIdOrElem)) {\n            var selector = containerIdOrElem.trim();\n\n            if (!Utils.startsWith(selector, '#') && !Utils.startsWith(selector, '.')) {\n                selector = '#' + selector;\n            }\n            this.container = d3.select(selector);\n        } else if(containerIdOrElem._parents){\n            this.container = containerIdOrElem\n        }else{\n            this.container = d3.select(containerIdOrElem);\n        }\n    }\n\n    updatePlottingRegionSize() {\n        var self = this;\n        var changed = false;\n        this.computeAvailableSpace();\n        var margin = this.config.margin;\n        var svgWidth = this.svg.attr('width');\n        var svgHeight = this.svg.attr('height');\n        var mainGroupBox = this.mainGroup.node().getBBox();\n        let boxWidth = mainGroupBox.width;\n        var newSvgWidth = boxWidth+mainGroupBox.x+margin.left+margin.right;\n        newSvgWidth  *= this.config.scale;\n        this.container.classed('with-overflow-x', newSvgWidth>=this.availableWidth);\n\n        let boxHeight = mainGroupBox.height;\n        var newSvgHeight = boxHeight+mainGroupBox.y+this.topMargin+margin.bottom;\n        newSvgHeight *= this.config.scale;\n        this.container.classed('with-overflow-y', newSvgHeight>=this.availableHeight);\n\n        var treeContainer = document.getElementById('tree-designer-container');\n        var relation = treeContainer.clientWidth/treeContainer.clientHeight;\n        if (relation < Number.MAX_SAFE_INTEGER) {\n            if(newSvgWidth > newSvgHeight * relation) {\n                newSvgHeight = svgWidth / relation;\n            } else if (newSvgHeight > newSvgWidth / relation) {\n                newSvgWidth = svgHeight * relation;\n            }\n        }\n\n        newSvgWidth = Math.max(newSvgWidth, this.availableWidth);\n        newSvgHeight = Math.max(newSvgHeight, this.availableHeight);\n\n    \n        if(svgWidth!=newSvgWidth){\n            changed = true;\n            this.svg.attr('width', newSvgWidth);\n        }\n        \n        if(svgHeight!=newSvgHeight){\n            changed=true;\n            this.svg.attr('height', newSvgHeight);\n        }\n        if(changed){\n            this.updateBrushExtent()\n        }\n        this.updatePositionAndZoom();\n        setTimeout(function() {\n            self.printMilestones();\n        }, 100)\n    }\n\n    redrawNodes() {\n        var self = this;\n\n        var nodesContainer = this.mainGroup.selectOrAppend('g.nodes');\n        var nodes = nodesContainer.selectAll('.node').data(this.data.nodes.filter(d=>!d.$hidden), (d,i)=> d.$id);\n        nodes.exit().remove();\n        var nodesEnter = nodes.enter().append('g')\n            .attr('id', d=>'node-'+d.$id)\n            .attr('class', d=>d.type+'-node node')\n            .attr('transform', d=>'translate(' + d.location.x + '  ' + d.location.y + ')');\n        nodesEnter.append('path');\n\n        var labelEnter = nodesEnter.append('text').attr('class', 'label');\n        var payoffEnter = nodesEnter.append('text').attr('class', 'expected-value');\n        var indicatorEnter = nodesEnter.append('text').attr('class', 'error-indicator').text('!!');\n        var aggregatedPayoffEnter = nodesEnter.append('text').attr('class', 'aggregated-payoff');\n        var probabilityToEnterEnter = nodesEnter.append('text').attr('class', 'probability-to-enter');\n\n        var nodesMerge = nodesEnter.merge(nodes);\n        nodesMerge.classed('optimal', (d)=>self.isOptimal(d));\n\n        var nodesMergeT = nodesMerge;\n        if(this.transition){\n            nodesMergeT = nodesMerge.transition();\n            nodesMergeT.on('end', ()=> self.updatePlottingRegionSize())\n        }\n        nodesMergeT\n            .attr('transform', d=>'translate(' + d.location.x + '  ' + d.location.y + ')')\n\n        var path = nodesMerge.select('path');\n        this.layout.drawNodeSymbol(path,this.transition);\n\n        /*path\n            .style('fill', d=> {\n                // if(self.isNodeSelected(d)){\n                //     return self.config.node[d.type].selected.fill\n                // }\n                return self.config.node[d.type].fill\n            })\n            .style('stroke', d=> self.config.node[d.type].stroke)\n            .style('stroke-width', d=> {\n                if(self.config.node[d.type].strokeWidth!==undefined){\n                    return self.config.node[d.type].strokeWidth;\n                }\n                return self.config.node.strokeWidth;\n            });\n        */\n        this.layout.nodeLabelPosition(labelEnter);\n        var labelMerge = nodesMerge.select('text.label');\n        labelMerge.classed('sd-hidden', this.config.hideLabels);\n        var labelMergeT = nodesMergeT.select('text.label');\n        labelMergeT.each(this.updateTextLines);\n        this.layout.nodeLabelPosition(labelMergeT)\n            .attr('text-anchor', 'middle')\n\n        var payoff = nodesMerge.select('text.payoff');\n\n        var payoffTspans = payoff.selectAll('tspan').data(d=>{\n            let item = d.displayValue('childrenPayoff');\n            return Utils.isArray(item) ? item.filter(i=>i !== undefined) : [item]\n        });\n        payoffTspans.exit().remove();\n\n        var payoffTspansM = payoffTspans.enter().append('tspan').merge(payoffTspans);\n        payoffTspansM\n            // .attr('dominant-baseline', 'hanging')\n            .attr('dy', (d,i)=>i>0 ? '1.1em': undefined)\n            .attr('x', '0')\n            .classed('negative', d=> {\n                return d!==null && d<0;\n            })\n            .classed('sd-hidden',  (d, i) => this.config.hidePayoffs || d!==null &&  d.n == 0)\n            .text((d, i)=> {\n                var val = d\n\n                return val!==null ? (isNaN(val) ? val : self.config.payoffNumberFormatter(val, i)): ''\n            });\n        this.attachPayoffTooltip(payoffTspansM);\n\n        var expectationValue = nodesMerge.select('text.expected-value');\n\n        var expectationValueTspans = expectationValue.selectAll('tspan').data(d=>{\n            let item = d.displayValue('childrenPayoff');\n            return Utils.isArray(item) ? item.filter(i=>i !== undefined) : [item]\n        });\n        expectationValueTspans.exit().remove();\n\n        var expectationValueTspansM = expectationValueTspans.enter().append('tspan').merge(expectationValueTspans);\n        expectationValueTspansM\n            // .attr('dominant-baseline', 'hanging')\n            .attr('dy', (d,i)=>i>0 ? '1.1em': undefined)\n            .attr('x', '0')\n            .classed('negative', d=> {\n                return d!==null && d<0;\n            })\n            .classed('sd-hidden',  (d, i) => this.config.hideExpectedValues || d!==null &&  d.n == 0)\n            .text((d, i)=> {\n                var val = d\n\n                return val!==null ? (isNaN(val) ? val : self.config.payoffNumberFormatter(val, i)): ''\n            });\n\n        var payoffT = payoff;\n        if(this.transition){\n            payoffT = payoff.transition();\n        }\n\n        this.layout.nodePayoffPosition(payoffEnter);\n        this.layout.nodePayoffPosition(payoffT);\n\n        var aggregatedPayoff = nodesMerge.select('text.aggregated-payoff');\n        var aggregatedPayoffTspans = aggregatedPayoff.selectAll('tspan').data(d=>{\n            let item = d.displayValue('aggregatedPayoff');\n            return Utils.isArray(item) ? item.filter(i=>i !== undefined) : [item]\n        });\n        aggregatedPayoffTspans.exit().remove();\n        var aggregatedPayoffTspansM = aggregatedPayoffTspans.enter().append('tspan').merge(aggregatedPayoffTspans)\n            .attr('dy', (d,i)=>i>0 ? '0.95em': undefined)\n            .classed('negative', d=> {\n                return d!==null && d<0;\n            })\n            .classed('sd-hidden',  (d, i) => this.config.hideExpectedValues || d!==null && d.n == 0)     \n            .text((val, i)=> {\n                return val!==null ? (isNaN(val) ? val : self.config.payoffNumberFormatter(val, i)): ''\n            });\n\n        this.attachPayoffTooltip(aggregatedPayoffTspansM, 'aggregatedPayoff');\n\n        var aggregatedPayoffT = aggregatedPayoff;\n        if(this.transition){\n            aggregatedPayoffT = aggregatedPayoff.transition();\n        }\n\n        this.layout.nodeAggregatedPayoffPosition(aggregatedPayoffEnter);\n        this.layout.nodeAggregatedPayoffPosition(aggregatedPayoffT);\n\n        var probabilityToEnter = nodesMerge.select('text.probability-to-enter')\n            .text(d=>{\n                var val = d.displayValue('probabilityToEnter');\n                return val!==null ? (isNaN(val) ? val : self.config.probabilityNumberFormatter(val)): ''\n            })\n            .classed('sd-hidden', this.config.hideProbabilities || this.config.raw);\n        Tooltip.attach(probabilityToEnter, i18n.t('tooltip.node.probabilityToEnter'));\n\n\n        var probabilityToEnterT = probabilityToEnter;\n        if(this.transition){\n            probabilityToEnterT = probabilityToEnter.transition();\n        }\n        this.layout.nodeProbabilityToEnterPosition(probabilityToEnterEnter);\n        this.layout.nodeProbabilityToEnterPosition(probabilityToEnterT);\n\n\n        var indicator = nodesMerge.select('text.error-indicator');\n        indicator.classed('sd-hidden', this.config.raw)\n        this.layout.nodeIndicatorPosition(indicatorEnter);\n        this.layout.nodeIndicatorPosition(indicator);\n\n        if(this.nodeDragHandler){\n            nodesMerge.call(this.nodeDragHandler.drag);\n        }\n\n        nodesMerge.on('contextmenu', this.nodeContextMenu);\n        nodesMerge.on('dblclick', () => this.config.onDoubleClick());\n        nodesMerge.on('click', (node) => {\n            if (this.shiftPressed) {\n                self.selectSubTree(node, true)\n            }\n        });\n        nodesMerge.each(function(d, i){\n            var nodeElem = this;\n            var mc = new Hammer.Manager(nodeElem);\n            mc.add(new Hammer.Press({\n                pointerType: 'touch'\n            }));\n            mc.on('press', function(e){\n                if(e.pointerType=='touch'){\n                    self.nodeDragHandler.cancelDrag();\n                }\n            })\n\n            if(d.folded){\n                let button = d3.select(nodeElem).selectOrAppend('text.sd-unfold-button')\n                    .text(\"[+]\")\n                    .on('click dbclick mousedown', ()=>self.foldSubtree(d, false)); //firefox detects only mousedown event - related to drag handler\n\n                self.layout.nodeUnfoldButtonPosition(button);\n                \n                Tooltip.attach(button, i18n.t('contextMenu.node.unfold'));\n            }else{\n                d3.select(nodeElem).select('.sd-unfold-button').remove();\n            }\n\n        })\n    }\n\n    attachPayoffTooltip(selection, payoffFiledName = 'payoff', object='node'){\n        var self = this;\n        Tooltip.attach(selection, (d, i)=>{\n            if(self.config.payoffNames.length>i && self.config.payoffNames[i] !== null){\n                return i18n.t('tooltip.'+object+'.'+payoffFiledName+'.named',{value: d.payoff, number: i+1, name: self.config.payoffNames[i]})\n            }\n            return i18n.t('tooltip.'+object+'.'+payoffFiledName+'.default',{value: d.payoff, number: self.config.maxPayoffsToDisplay < 2 ? '' : i+1})\n        });\n    }\n\n    updateTextLines(d){ //helper method for splitting text to tspans\n        var lines = d.name ? d.name.split('\\n') : [];\n        lines.reverse();\n        var tspans = d3.select(this).selectAll('tspan').data(lines);\n        tspans.enter().append('tspan')\n            .merge(tspans)\n            .text(l=>l)\n            .attr('dy', (d,i)=>i>0 ? '-1.1em': undefined)\n            .attr('x', '0');\n\n        tspans.exit().remove();\n    }\n\n    isOptimal(d){\n        return d.displayValue('optimal');\n    }\n\n    redrawEdges() {\n        var self = this;\n        var edgesContainer = this.mainGroup.selectOrAppend('g.edges');\n        if(self.config.forceFullEdgeRedraw){\n            edgesContainer.selectAll(\"*\").remove();\n        }\n\n        var edges = edgesContainer.selectAll('.edge').data(this.data.edges.filter(e=>!e.$hidden), (d,i)=> d.$id);\n        edges.exit().remove();\n        var edgesEnter = edges.enter().append('g')\n            .attr('id', d=>'edge-'+d.$id)\n            .attr('class', 'edge');\n\n\n        edgesEnter.append('path');\n        var labelEnter = edgesEnter.appendSelector('g.label-group');\n        labelEnter.append('text').attr('class', 'label');\n        var payoffEnter = edgesEnter.append('text').attr('class', 'payoff');\n        var probabilityEnter = edgesEnter.append('text').attr('class', 'probability');\n\n\n        var edgesMerge = edgesEnter.merge(edges);\n\n\n        var optimalClassName = 'optimal';\n        edgesMerge.classed(optimalClassName, (d)=>self.isOptimal(d));\n\n        var edgesMergeT = edgesMerge;\n        if(this.transition){\n            edgesMergeT = edgesMerge.transition();\n        }\n\n        edgesMergeT.select('path')\n            .attr('d', d=> this.layout.edgeLineD(d))\n            // .attr(\"stroke\", \"black\")\n            // .attr(\"stroke-width\", 2)\n            .attr(\"fill\", \"none\")\n            .attr(\"marker-end\", function(d) {\n                var suffix = d3.select(this.parentNode).classed('selected') ? '-selected' : (self.isOptimal(d)?'-optimal':'');\n                return \"url(#arrow\"+ suffix+\")\"\n            });\n            // .attr(\"shape-rendering\", \"optimizeQuality\")\n\n\n        edgesMerge.on('click', d=>{\n            self.selectEdge(d, true)\n        });\n\n        this.layout.edgeLabelPosition(labelEnter);\n        edgesMergeT.select('text.label').each(this.updateTextLines);\n        var labelMerge = edgesMerge.select('g.label-group');\n        labelMerge.classed('sd-hidden', this.config.hideLabels);\n        var labelMergeT = edgesMergeT.select('g.label-group');\n        this.layout.edgeLabelPosition(labelMergeT);\n            // .text(d=>d.name);\n\n        var payoff = edgesMerge.select('text.payoff');\n\n        var payoffTspans = payoff.selectAll('tspan').data(d => {\n            let item = d.displayValue('payoff');\n            return Utils.isArray(item) ? item.slice(0, Math.min(item.length, self.config.maxPayoffsToDisplay)).map(_=>d) : [d];\n        });\n        payoffTspans.exit().remove();\n\n        var payoffTspansM = payoffTspans.enter().append('tspan').merge(payoffTspans);\n        payoffTspansM\n        // .attr('dominant-baseline', 'hanging')\n            .attr('dy', (d,i)=>i>0 ? '1.1em': undefined)\n            // .attr('x', '0')\n\n            // .attr('dominant-baseline', 'hanging')\n            .classed('negative', (d, i)=> {\n                var val = d.displayPayoff(undefined, i);\n                return val!==null && val<0;\n            })\n            .classed('sd-hidden', (d, i) => {\n                let item = d.displayValue('payoff');\n                let items = Utils.isArray(item) ? item : [item];\n                let val = items[i];\n                return  this.config.hidePayoffs || (val != null && val.n === 0)\n            })\n            // .text(d=> isNaN(d.payoff) ? d.payoff : self.config.payoffNumberFormatter(d.payoff))\n            .text((d, i)=>{\n                if(this.config.raw){\n                    return d.payoff[i];\n                }\n\n                let item = d.displayValue('payoff');\n                let items = Utils.isArray(item) ? item : [item];\n\n                let val = items[i];\n                if (val !== null) {\n                    if (!isNaN(val)) {\n                        return self.config.payoffNumberFormatter(val, i);\n                    }\n                    if (Utils.isString(val)) {\n                        return val;\n                    }\n                }\n\n                if (d.payoff[i] !== null && !isNaN(d.payoff[i]))\n                    return self.config.payoffNumberFormatter(d.payoff[i], i);\n\n                return d.payoff[i];\n\n            });\n\n        Tooltip.attach(payoffTspansM, (d, i)=>{\n            if(self.config.payoffNames.length>i && self.config.payoffNames[i] !== null){\n                return i18n.t('tooltip.edge.payoff.named',{value: d.payoff[i], number: i+1, name: self.config.payoffNames[i]})\n            }\n            return i18n.t('tooltip.edge.payoff.default',{value: d.payoff[i], number: self.config.maxPayoffsToDisplay < 2 ? '' : i+1})\n        });\n\n        var payoffTextT = payoff;\n        if(this.transition){\n            payoffTextT = payoff.transition();\n        }\n        this.layout.edgePayoffPosition(payoffEnter);\n        this.layout.edgePayoffPosition(payoffTextT);\n\n        Tooltip.attach(edgesMerge.select('text.probability'), d=>i18n.t('tooltip.edge.probability',{value: d.probability=== undefined ? d.displayProbability() : d.probability}));\n\n        edgesMerge.select('text.probability')\n            .classed('sd-hidden', this.config.hideProbabilities);\n        var probabilityMerge = edgesMerge.select('text.probability');\n        probabilityMerge\n            .attr('text-anchor', 'end')\n            .text(d=>{\n                if(this.config.raw){\n                    return d.probability;\n                }\n                var val = d.displayProbability();\n\n                if(val!==null){\n                    if(!isNaN(val)){\n                        return self.config.probabilityNumberFormatter(val);\n                    }\n                    if(Utils.isString(val)){\n                        return val;\n                    }\n                }\n\n                if(d.probability!==null && !isNaN(d.probability))\n                    return self.config.probabilityNumberFormatter(d.probability);\n\n                return d.probability;\n            });\n        var probabilityMergeT = probabilityMerge;\n        if(this.transition){\n            probabilityMergeT = probabilityMerge.transition();\n        }\n\n        this.layout.edgeProbabilityPosition(probabilityEnter);\n        this.layout.edgeProbabilityPosition(probabilityMergeT);\n\n\n        edgesContainer.selectAll('.edge.'+optimalClassName).raise();\n\n        edgesMerge.on('contextmenu', this.edgeContextMenu);\n        edgesMerge.on('dblclick', () => this.config.onDoubleClick());\n        edgesMerge.each(function(d, i){\n            var elem = this;\n            var mc = new Hammer.Manager(elem);\n            mc.add(new Hammer.Press({\n                pointerType: Hammer.POINTER_TOUCH\n            }));\n        })\n    }\n\n    redrawFloatingTexts() {\n        var self = this;\n\n\n        var textsContainer = this.mainGroup.selectOrAppend('g.floating-texts');\n        var texts = textsContainer.selectAll('.floating-text').data(this.data.texts, (d,i)=> d.$id);\n        texts.exit().remove();\n        var textsEnter = texts.enter().appendSelector('g.floating-text')\n            .attr('id', d=>'text-'+d.$id);\n\n\n        var rectWidth = 40;\n        var rectHeight = 20;\n\n        textsEnter.append('rect').attr('x', -5).attr('y', -16).attr('fill-opacity', 0);\n        textsEnter.append('text');\n\n        var textsMerge = textsEnter.merge(texts);\n        var textsMergeT = textsMerge;\n        if(this.transition){\n            textsMergeT = textsMerge.transition();\n        }\n\n        textsMergeT.attr('transform', d=>'translate(' + d.location.x + '  ' + d.location.y + ')');\n\n        var tspans = textsMerge.select('text').selectAll('tspan').data(d=>d.value ? d.value.split('\\n') : []);\n\n        tspans.enter().append('tspan')\n            .merge(tspans)\n            .html(l=>AppUtils.replaceUrls(AppUtils.escapeHtml(l)))\n            .attr('dy', (d,i)=>i>0 ? '1.1em': undefined)\n            .attr('x', '0');\n\n        tspans.exit().remove();\n        textsMerge.classed('sd-empty', d=>!d.value || !d.value.trim());\n        textsMerge.classed('sd-hidden', this.config.hideTextboxes);\n        textsMerge.select('rect').attr('width', rectWidth).attr('height', rectHeight);\n\n        textsMerge.each(function(d){\n            if(!d.value){\n                return;\n            }\n            var bb = d3.select(this).select('text').node().getBBox();\n           d3.select(this).select('rect')\n               .attr('y', bb.y-5)\n               .attr('width', Math.max(bb.width+10, rectWidth))\n               .attr('height', Math.max(bb.height+10, rectHeight))\n        });\n\n        if(this.textDragHandler){\n            textsMerge.call(this.textDragHandler.drag);\n        }\n        textsMerge.on('contextmenu', this.textContextMenu);\n        textsMerge.on('dblclick', () => this.config.onDoubleClick());\n        textsMerge.each(function(d, i){\n            var elem = this;\n            var mc = new Hammer.Manager(elem);\n            mc.add(new Hammer.Press({\n                pointerType: 'touch'\n            }));\n        })\n\n    }\n\n    updateValidationMessages() {\n        var nodes = this.mainGroup.selectAll('.node');\n        nodes.classed('error', false);\n\n        this.data.validationResults.forEach(validationResult=>{\n            if(validationResult.isValid()){\n                return;\n            }\n\n            Object.getOwnPropertyNames(validationResult.objectIdToError).forEach(id=>{\n                var errors = validationResult.objectIdToError[id];\n                var nodeSelection = this.getNodeD3SelectionById(id);\n                nodeSelection.classed('error', true);\n                var tooltipHtml = '';\n                errors.forEach(e=>{\n                    if(tooltipHtml){\n                        tooltipHtml+='<br/>'\n                    }\n                    tooltipHtml+=AppUtils.getValidationMessage(e);\n                });\n\n                Tooltip.attach(nodeSelection.select('.error-indicator'), tooltipHtml);\n\n\n            })\n        });\n    }\n\n\n    initEdgeMarkers() {\n        var defs = this.svg.append(\"svg:defs\");\n\n        this.initArrowMarker(\"arrow\");\n        this.initArrowMarker(\"arrow-optimal\");\n        this.initArrowMarker(\"arrow-selected\");\n    }\n\n    initArrowMarker(id) {\n\n        var defs = this.svg.select(\"defs\");\n        defs.append(\"marker\")\n            .attr(\"id\",id)\n            .attr(\"viewBox\",\"0 -5 10 10\")\n            .attr(\"refX\",5)\n            .attr(\"refY\",0)\n            .attr(\"markerWidth\",4)\n            .attr(\"markerHeight\",4)\n            .attr(\"orient\",\"auto\")\n            .append(\"path\")\n            .attr(\"d\", \"M0,-5L10,0L0,5\")\n            .attr(\"class\",\"arrowHead\");\n    }\n\n    updateBrushExtent() {\n        var self =this;\n        this.brush.extent([[0, 0], [self.svg.attr('width'), self.svg.attr('height')]]);\n        this.brushContainer.call(this.brush);\n    }\n    initBrush() {\n        var self = this;\n\n        var brushContainer = self.brushContainer = this.brushContainer= this.wrapperGroup.selectOrInsert(\"g.brush\", \":first-child\")\n            .attr(\"class\", \"brush\");\n\n        var brush = this.brush = d3.brush()\n            .on(\"start\", brushstart)\n            .on(\"brush\", brushmove)\n            .on(\"end\", brushend);\n\n\n\n        this.updateBrushExtent();\n\n        brushContainer.select('.overlay').on(\"mousemove.edgeSelection\", mousemoved);\n        function mousemoved() {\n            var m = d3.mouse(this);\n            var mgt = self.getMainGroupTranslation();\n            var margin = 10;\n\n            var closest = [null, 999999999];\n            var closeEdges = [];\n            self.mainGroup.selectAll('.edge').each(function(d){\n                var selection = d3.select(this);\n                selection.classed('sd-hover', false);\n                var pathNode = selection.select('path').node();\n                var b = pathNode.getBBox();\n                if(b.x+mgt[0] <=m[0] && b.x+b.width+mgt[0] >= m[0] &&\n                   b.y+mgt[1]-margin <=m[1] && b.y+b.height+mgt[1]+margin >= m[1]){\n\n                    var cp = AppUtils.closestPoint(pathNode, [m[0]-mgt[0], m[1]-mgt[1]]);\n                    if(cp.distance < margin && cp.distance<closest[1]){\n                        closest = [selection, cp.distance];\n                    }\n                }\n\n            });\n\n            self.hoveredEdge = null;\n            if(closest[0]){\n                closest[0].classed('sd-hover', true);\n                self.hoveredEdge = closest[0];\n            }\n\n        }\n\n        function brushstart() {\n            if (!d3.event.selection) return;\n            if(self.hoveredEdge){\n                self.selectEdge(self.hoveredEdge.datum(), true)\n            }else{\n                self.clearSelection();\n            }\n            ContextMenu.hide();\n        }\n\n        // Highlight the selected nodes.\n        function brushmove() {\n            var s = d3.event.selection;\n            if(!s)return;\n\n            self.mainGroup.selectAll(\".node\").classed('selected', function (d) {\n                var mainGroupTranslation = self.getMainGroupTranslation();\n                var x = d.location.x+mainGroupTranslation[0];\n                var y = d.location.y+mainGroupTranslation[1];\n                var nodeSize = self.config.layout.nodeSize;\n                var offset = nodeSize*0.25;\n                return s[0][0] <= x+offset && x-offset <= s[1][0]\n                    && s[0][1] <= y+offset && y-offset <= s[1][1];\n            });\n        }\n        // If the brush is empty, select all circles.\n        function brushend() {\n            if (!d3.event.selection) return;\n            brush.move(brushContainer, null);\n\n            var selectedNodes = self.getSelectedNodes();\n            if(selectedNodes && selectedNodes.length === 1){\n                self.selectNode(selectedNodes[0]);\n            }\n            // if (!d3.event.selection) self.mainGroup.selectAll(\".selected\").classed('selected', false);\n        }\n    }\n\n    disableBrush(){\n        // if(!this.brushDisabled){\n        //     AppUtils.growl(i18n.t('growl.brushDisabled'), 'info', 'left')\n        // }\n        this.brushDisabled = true;\n        this.brushContainer.remove();\n    }\n\n    enableBrush(){\n        if(this.brushDisabled){\n            AppUtils.growl(i18n.t('growl.brushEnabled'), 'info', 'left')\n            this.initBrush();\n            this.brushDisabled = false;\n        }\n\n\n    }\n\n    getMainGroupTranslation(invert) {\n        var translation = AppUtils.getTranslation(this.mainGroup.attr(\"transform\"));\n        if(invert){\n            translation[0] = -translation[0];\n            translation[1] = -translation[1]\n        }\n        return translation;\n    }\n\n    initNodeContextMenu() {\n        this.nodeContextMenu = new NodeContextMenu(this, this.config.operationsForObject);\n    }\n\n    initEdgeContextMenu() {\n        this.edgeContextMenu = new EdgeContextMenu(this);\n    }\n\n    initTextContextMenu() {\n        this.textContextMenu = new TextContextMenu(this);\n    }\n\n\n\n    initMainContextMenu() {\n        this.mainContextMenu = new MainContextMenu(this);\n        this.svg.on('contextmenu',this.mainContextMenu);\n        // this.svg.on('dblclick',this.mainContextMenu);\n    }\n\n    addText(text){\n        this.data.saveState();\n        this.data.addText(text);\n        this.redraw();\n        this.selectText(text);\n    }\n\n    addNode(node, parent, redraw=false){\n        this.data.saveState();\n        this.data.addNode(node, parent);\n        this.redraw(true);\n        this.layout.update(node);\n        return node;\n    }\n\n    addDecisionNode(parent){\n        var newNode = new model.DecisionNode(this.layout.getNewChildLocation(parent));\n        this.addNode(newNode, parent)\n    }\n    addChanceNode(parent){\n        var newNode = new model.ChanceNode(this.layout.getNewChildLocation(parent));\n        this.addNode(newNode, parent)\n    }\n    addTerminalNode(parent){\n        var newNode = new model.TerminalNode(this.layout.getNewChildLocation(parent));\n        this.addNode(newNode, parent)\n    }\n\n    injectNode(node, edge){\n        this.data.saveState();\n        this.data.injectNode(node, edge);\n        this.redraw();\n        this.layout.update(node);\n        return node;\n    }\n\n    injectDecisionNode(edge){\n        var newNode = new model.DecisionNode(this.layout.getInjectedNodeLocation(edge));\n        this.injectNode(newNode, edge);\n\n    }\n\n    injectChanceNode(edge){\n        var newNode = new model.ChanceNode(this.layout.getInjectedNodeLocation(edge));\n        this.injectNode(newNode, edge);\n    }\n\n    removeNode(node) {\n        this.data.saveState();\n        this.data.removeNode(node);\n\n\n        if(!this.layout.isManualLayout()){\n            this.layout.update();\n        }else{\n            this.redraw();\n        }\n    }\n\n    removeSelectedNodes() {\n        var selectedNodes = this.getSelectedNodes();\n        if(!selectedNodes.length){\n            return;\n        }\n        this.data.saveState();\n        this.data.removeNodes(selectedNodes);\n        this.clearSelection();\n        this.redraw();\n        this.layout.update();\n    }\n\n    removeSelectedTexts(){\n        var selectedTexts = this.getSelectedTexts();\n\n        if(!selectedTexts.length){\n            return;\n        }\n        this.data.saveState();\n        this.data.removeTexts(selectedTexts);\n        this.clearSelection();\n        this.redraw();\n    }\n\n    copyNode(d, notClearPrevSelection) {\n        var clone = this.data.cloneSubtree(d);\n        if(notClearPrevSelection){\n            if(!this.copiedNodes){\n                this.copiedNodes=[];\n            }\n            this.copiedNodes.push(clone);\n        }else{\n            this.copiedNodes = [clone];\n        }\n\n    }\n\n    cutNode(d) {\n        this.copyNode(d);\n        this.removeNode(d);\n    }\n\n    cutSelectedNodes(){\n        var selectedNodes = this.getSelectedNodes();\n        var selectedRoots = this.data.findSubtreeRoots(selectedNodes);\n        this.copyNodes(selectedRoots);\n        this.removeSelectedNodes();\n    }\n\n    copySelectedNodes() {\n        var self;\n        var selectedNodes = this.getSelectedNodes();\n\n        var selectedRoots = this.data.findSubtreeRoots(selectedNodes);\n        this.copyNodes(selectedRoots);\n\n\n    }\n\n    copyNodes(nodes){\n        this.copiedNodes = nodes.map(d=>this.data.cloneSubtree(d));\n    }\n\n\n\n    pasteToNode(node) {\n        if(!this.copiedNodes || !this.copiedNodes.length){\n            return;\n        }\n        this.data.saveState();\n        var self = this;\n        self.clearSelection();\n        var nodesToAttach = this.copiedNodes;\n        self.copyNodes(this.copiedNodes);\n        nodesToAttach.forEach(toAttach=>{\n            var attached = this.data.attachSubtree(toAttach, node).childNode;\n            if(attached.folded){\n                self.foldSubtree(attached, attached.folded, false);\n            }\n            var location = self.layout.getNewChildLocation(node);\n            attached.moveTo(location.x, location.y, true);\n            self.layout.moveNodeToEmptyPlace(attached, false);\n            self.layout.fitNodesInPlottingRegion(this.data.getAllDescendantNodes(attached));\n\n            self.selectSubTree(attached, false, nodesToAttach.length>1);\n        });\n\n        if(node.folded){\n            self.foldSubtree(node, node.folded, false);\n        }\n\n        setTimeout(function(){\n            self.redraw();\n            self.layout.update();\n        },10)\n\n    }\n\n    pasteToNewLocation(point) {\n        this.data.saveState();\n        var self = this;\n        self.clearSelection();\n        var nodesToAttach = this.copiedNodes;\n        self.copyNodes(this.copiedNodes);\n        nodesToAttach.forEach(toAttach=> {\n            var attached = this.data.attachSubtree(toAttach);\n            if(attached.folded){\n                self.foldSubtree(attached, attached.folded, false);\n            }\n            attached.moveTo(point.x, point.y, true);\n            self.layout.moveNodeToEmptyPlace(attached, false);\n            self.layout.fitNodesInPlottingRegion(this.data.getAllDescendantNodes(attached));\n\n            self.selectSubTree(attached, false, nodesToAttach.length>1);\n        });\n\n        setTimeout(function(){\n            self.redraw();\n            self.layout.update();\n        },10)\n\n    }\n\n    convertNode(node, typeToConvertTo){\n        var self = this;\n        this.data.saveState();\n        this.data.convertNode(node, typeToConvertTo);\n        setTimeout(function(){\n            self.redraw(true);\n        },10)\n    }\n\n    performOperation(object, operation){\n        var self = this;\n        this.data.saveState();\n        operation.perform(object);\n        setTimeout(function(){\n            self.redraw();\n            self.layout.update();\n        },10)\n    }\n\n    foldSubtree(node, fold = true, redraw=true){\n        let self = this;\n        node.folded = fold;\n\n        this.data.getAllDescendantNodes(node).forEach(n=>{\n            n.$hidden = fold;\n            n.folded = false;\n            if (!fold && n.charts) {\n                n.charts.map( c => {\n                    if (c.active) {\n                        document.dispatchEvent(new CustomEvent(\"UnfoldChart\", {detail: {chart: c}}))\n                    }\n                })\n            }\n        });\n        this.data.getAllDescendantEdges(node).forEach(e=>e.$hidden = fold);\n\n        if(!redraw){\n            return;\n        }\n        setTimeout(function(){\n            self.redraw();\n            self.layout.update();\n        },10)\n    }\n\n    updateVisibility(node = null){\n        if(!node){\n            this.data.getRoots().forEach(n=>this.updateVisibility(n));\n            return;\n        }\n\n        if(node.folded){\n            this.foldSubtree(node, true, false);\n            return;\n        }\n\n        node.childEdges.forEach(e => this.updateVisibility(e.childNode));\n\n    }\n\n    moveNodeTo(x,y){\n\n    }\n\n    updateNodePosition(node) {\n        this.getNodeD3Selection(node).raise().attr('transform', 'translate('+node.location.x+' '+node.location.y+')');\n    }\n\n    updateTextPosition(text) {\n        this.getTextD3Selection(text).raise().attr('transform', 'translate('+text.location.x+' '+text.location.y+')');\n    }\n\n    getNodeD3Selection(node){\n        return this.getNodeD3SelectionById(node.$id);\n    }\n\n    getNodeD3SelectionById(id){\n        return this.mainGroup.select('#node-'+id);\n    }\n    getTextD3Selection(text){\n        return this.getTextD3SelectionById(text.$id);\n    }\n    getTextD3SelectionById(id){\n        return this.mainGroup.select('#text-'+id);\n    }\n\n    getSelectedNodes(visibleOnly = false) {\n        let selectedVisible = this.mainGroup.selectAll(\".node.selected\").data();\n        if(visibleOnly){\n            return selectedVisible;\n        }\n\n        let allSelected  = [];\n        allSelected.push(...selectedVisible);\n\n        selectedVisible.forEach(n=>{\n            if(n.folded){\n                let descendants = this.data.getAllDescendantNodes(n);\n                if(descendants){\n                    allSelected.push(...descendants);\n                }\n            }\n        });\n\n        return allSelected;\n    }\n\n    getSelectedTexts(){\n        return this.mainGroup.selectAll(\".floating-text.selected\").data();\n    }\n\n    clearSelection(){\n        this.mainGroup.selectAll(\".edge.selected\").select('path').attr(\"marker-end\", d => \"url(#arrow\"+(this.isOptimal(d)?'-optimal':'')+\")\")\n        this.mainGroup.selectAll(\".selected\").classed('selected', false);\n        this.isSidebarOpen = document.getElementById('object-properties').classList.contains('visible');\n        this.config.onSelectionCleared();\n    }\n\n    selectEdge(edge, clearSelectionBeforeSelect){\n        if(clearSelectionBeforeSelect){\n            this.clearSelection();\n        }\n        this.config.onEdgeSelected(edge);\n        this.mainGroup.select('#edge-'+edge.$id)\n            .classed('selected', true)\n            .select('path')\n            .attr(\"marker-end\", d => \"url(#arrow-selected)\")\n        if (this.isSidebarOpen) {\n            this.config.onDoubleClick()\n        }\n    }\n\n    isNodeSelected(node){\n        return this.getNodeD3Selection(node).classed('selected');\n    }\n\n    selectNode(node, clearSelectionBeforeSelect, skipCallback){\n        if(clearSelectionBeforeSelect){\n            this.clearSelection();\n        }\n\n        if(!skipCallback){\n            this.config.onNodeSelected(node);\n        }\n\n        this.getNodeD3SelectionById(node.$id).classed('selected', true);\n    }\n\n    selectText(text, clearSelectionBeforeSelect, skipCallback){\n        if(clearSelectionBeforeSelect){\n            this.clearSelection();\n        }\n\n        if(!skipCallback){\n            this.config.onTextSelected(text)\n        }\n\n        this.getTextD3SelectionById(text.$id).classed('selected', true);\n    }\n\n    selectSubTree(node, clearSelectionBeforeSelect,skipCallback) {\n        if(clearSelectionBeforeSelect){\n            this.clearSelection();\n        }\n        this.selectNode(node, false, skipCallback);\n        node.childEdges.forEach(e=>this.selectSubTree(e.childNode, false, true));\n    }\n\n    selectAllNodes() {\n        this.mainGroup.selectAll(\".node\").classed('selected', true);\n    }\n\n    autoLayout(type, withoutStateSaving){\n        this.layout.autoLayout(type, withoutStateSaving);\n    }\n\n    updateDiagramTitle(titleValue){\n        if(!titleValue){\n            titleValue = '';\n        }\n        this.diagramTitle = titleValue;\n        this.redrawDiagramTitle();\n        this.redrawDiagramDescription();\n        this.updateMargin(true);\n    }\n\n    redrawDiagramTitle(){\n        var svgWidth = this.svg.attr('width');\n        var svgHeight = this.svg.attr('height');\n        this.titleContainer = this.svg.selectOrAppend('g.sd-title-container');\n\n        var title = this.titleContainer.selectOrAppend('text.sd-title');\n        title.text(this.diagramTitle);\n        Layout.setHangingPosition(title);\n\n        var marginTop = parseInt(this.config.title.margin.top);\n        this.titleContainer.attr('transform', 'translate('+(svgWidth/2)+','+( marginTop)+')');\n    }\n    redrawDiagramDescription(){\n        var svgWidth = this.svg.attr('width');\n        var svgHeight = this.svg.attr('height');\n        this.titleContainer = this.svg.selectOrAppend('g.sd-title-container');\n\n        var desc = this.titleContainer.selectOrAppend('text.sd-description');\n\n        if(!this.config.description.show){\n            desc.remove();\n            return;\n        }\n\n        var lines = this.diagramDescription ? this.diagramDescription.split('\\n') : [];\n        var tspans = desc.selectAll('tspan').data(lines);\n        tspans.enter().append('tspan')\n            .merge(tspans)\n            .html(l=>AppUtils.replaceUrls(AppUtils.escapeHtml(l)))\n            .attr('dy', (d,i)=>i>0 ? '1.1em': undefined)\n            .attr('x', '0');\n\n        tspans.exit().remove();\n        Layout.setHangingPosition(desc);\n\n        var title = this.titleContainer.selectOrAppend('text.sd-title');\n\n        var marginTop = 0;\n        if(this.diagramTitle){\n            marginTop += title.node().getBBox().height;\n            marginTop+= Math.max(parseInt(this.config.description.margin.top), 0);\n        }\n\n\n        desc.attr('transform', 'translate(0,'+( marginTop)+')');\n    }\n\n    updateDiagramDescription(descriptionValue){\n        if(!descriptionValue){\n            descriptionValue = '';\n        }\n        this.diagramDescription = descriptionValue;\n        this.redrawDiagramTitle();\n        this.redrawDiagramDescription();\n        this.updateMargin(true);\n    }\n\n\n    getTitleGroupHeight(withMargins){\n        if(!this.titleContainer){\n            return 0;\n        }\n        var h = this.titleContainer.node().getBBox().height;\n        if(withMargins){\n            h+= parseInt(this.config.title.margin.bottom);\n            h+= parseInt(this.config.title.margin.top);\n        }\n        return h;\n    }\n\n    printMilestones() {\n        const canvas = d3.select('.sd-tree-designer');\n        canvas.selectAll('.milestone').remove();\n        canvas.selectAll('.milestone-text').remove();\n        if (this.config.hideMilestones) return;\n\n        var colors = [\n            '#fafafa',\n            '#f2f2f2',\n        ];\n\n        var isMilestones = false;\n        for (var i = 9; i >= 1; i--) {\n            let nodesInMilestone = this.data.nodes.filter(\n                (node) => node.milestone == i,\n            );\n            if (nodesInMilestone.length != 0) isMilestones = true;\n            nodesInMilestone.sort((a, b) => a.location.y - b.location.y);\n            this.printMilestoneLine(canvas, nodesInMilestone, i, colors[i % 2]);\n        }\n        // if (isMilestones) {\n        //     this.printMilestoneName(canvas, 0, 0);\n        // }\n    }\n\n    printMilestoneLine(canvas, nodes, milestone, color) {\n        if (nodes.length == 0) return;\n        var canvasHeight = parseInt(this.svg.style('height'));\n        var canvasWidth = parseInt(this.svg.style('width'));\n        var margin = this.config.margin;\n\n        var linepoints = [[nodes[0].location.x + margin.left, 0]];\n        for (var i = 0; i < nodes.length; i++) {\n            linepoints.push([\n                nodes[i].location.x + margin.left,\n                nodes[i].location.y + margin.top,\n            ]);\n        }\n        linepoints.push([\n            nodes[nodes.length - 1].location.x + margin.left,\n            canvasHeight,\n        ]);\n        linepoints.push([canvasWidth, canvasHeight]);\n        linepoints.push([canvasWidth, 0]);\n\n        d3.selection.prototype.moveToBack = function () {\n            return this.each(function () {\n                var firstChild = this.parentNode.firstChild;\n                if (firstChild) {\n                    this.parentNode.insertBefore(this, firstChild);\n                }\n            });\n        };\n\n        canvas\n            .append('path')\n            .attr('class', 'milestone')\n            .attr('d', d3.line()(linepoints))\n            .style('stroke', '#c0c0c0')\n            .style('fill', color)\n            // .style('opacity', 0.7)\n            .moveToBack();\n\n        this.printMilestoneName(canvas, milestone, nodes[0].location.x);\n    }\n\n    printMilestoneName(canvas, milestoneNr, x) {\n        var self = this;\n        const treeContainer = document.getElementById('tree-designer-container');\n        var milestoneNameText = this.config.milestoneNames[milestoneNr] \n            ? `${this.config.milestoneNames[milestoneNr]}` \n            : `M${milestoneNr}`;\n        var milestoneName = canvas\n            .append('text')\n            .attr('class', 'milestone-text')\n            .attr('x', this.config.margin.left + x + 10)\n            .attr('y', 25)\n            .text(milestoneNameText)\n            .style('font-weight', 600)\n            .style('font-size', '12px')\n            .style('cursor', 'text');\n\n        milestoneName.on('click', function () {\n            treeContainer.removeEventListener('click', closeMilestoneInput);\n            var locationX = (self.config.margin.left + x) * self.scale + self.posX + 5;\n            var locationY = 10 * self.scale + self.posY;\n\n            var input = document.createElement('input');\n            input.type = 'text';\n            input.className = 'milestone-input';\n            input.style.position = 'absolute';\n            input.style.marginLeft = `${locationX}px`;\n            input.style.marginTop = `${locationY}px`;\n            input.style.fontSize = `${12 * self.scale}px`;\n            input.value = self.config.milestoneNames[milestoneNr];\n            input.addEventListener('keyup', function(e) {\n                if (e.key == 'Enter') {\n                    self.config.milestoneNames[milestoneNr] = this.value;\n                    input.remove();\n                    self.printMilestones();\n                    treeContainer.removeEventListener('click', closeMilestoneInput);\n                }\n            })\n            treeContainer.appendChild(input);\n\n            function closeMilestoneInput(e) {\n                if (e.target != input) {\n                    self.config.milestoneNames[milestoneNr] = input.value;\n                    input.remove();\n                    self.printMilestones();\n                    treeContainer.removeEventListener('click', closeMilestoneInput);\n                }\n            }\n\n            setTimeout(function() {\n                input.focus();\n                treeContainer.addEventListener('click', closeMilestoneInput);\n            }, 10);\n        });\n    }\n}\n","module.exports={\n  \"name\": \"silver-decisions\",\n  \"version\": \"1.1.0\",\n  \"description\": \"Software for creating and analyzing decision trees.\",\n  \"main\": \"index.js\",\n  \"scripts\": {\n    \"test\": \"echo \\\"Error: no test specified\\\" && exit 1\",\n    \"postinstall\": \"patch-package\"\n  },\n  \"repository\": {\n    \"type\": \"git\",\n    \"url\": \"git+https://github.com/SilverDecisions/SilverDecisions.git\"\n  },\n  \"author\": \"Michał Wasiluk, Bogumił Kamiński, Przemysław Szufel\",\n  \"license\": \"LGPL-3.0\",\n  \"bugs\": {\n    \"url\": \"https://github.com/SilverDecisions/SilverDecisions/issues\"\n  },\n  \"homepage\": \"https://github.com/SilverDecisions/SilverDecisions#readme\",\n  \"browserify\": {\n    \"transform\": [\n      [\n        \"babelify\",\n        {\n          \"presets\": [\n            \"@babel/preset-env\"\n          ],\n          \"plugins\": [\n            [\n              \"transform-class-properties\",\n              {\n                \"spec\": true\n              }\n            ],\n            \"transform-object-assign\",\n            \"transform-es2015-spread\",\n            \"@babel/plugin-proposal-object-rest-spread\",\n            [\n              \"babel-plugin-transform-builtin-extend\",\n              {\n                \"globals\": [\n                  \"Error\"\n                ]\n              }\n            ]\n          ]\n        }\n      ]\n    ]\n  },\n  \"devDependencies\": {\n    \"@babel/core\": \"^7.1.6\",\n    \"@babel/plugin-proposal-object-rest-spread\": \"^7.0.0\",\n    \"@babel/preset-env\": \"^7.1.6\",\n    \"babel-plugin-transform-builtin-extend\": \"^1.1.2\",\n    \"babel-plugin-transform-class-properties\": \"^6.24.1\",\n    \"babel-plugin-transform-es2015-spread\": \"^6.22.0\",\n    \"babel-plugin-transform-object-assign\": \"^6.22.0\",\n    \"babelify\": \"^10.0.0\",\n    \"browser-sync\": \"^2.26.3\",\n    \"browserify\": \"^16.2.3\",\n    \"browserify-resolutions\": \"^1.1.0\",\n    \"browserify-shim\": \"^3.8.14\",\n    \"chalk\": \"^2.4.1\",\n    \"del\": \"^3.0.0\",\n    \"es6-set\": \"^0.1.5\",\n    \"gulp\": \"^4.0.0\",\n    \"gulp-clean-css\": \"^3.10.0\",\n    \"gulp-concat\": \"^2.6.1\",\n    \"gulp-filelist\": \"^1.1.1\",\n    \"gulp-html2js\": \"^0.4.2\",\n    \"gulp-load-plugins\": \"^1.5.0\",\n    \"gulp-plumber\": \"^1.2.0\",\n    \"gulp-rename\": \"^1.4.0\",\n    \"gulp-replace\": \"^1.0.0\",\n    \"gulp-sass\": \"^4.0.2\",\n    \"gulp-sourcemaps\": \"^2.6.4\",\n    \"gulp-strip-debug\": \"^3.0.0\",\n    \"gulp-template\": \"^5.0.0\",\n    \"gulp-uglify\": \"^3.0.1\",\n    \"gulp-util\": \"^3.0.8\",\n    \"gulp4-run-sequence\": \"^1.0.1\",\n    \"jasmine\": \"^3.3.0\",\n    \"jasmine-jquery\": \"^2.1.1\",\n    \"karma\": \"^3.1.1\",\n    \"karma-browserify\": \"^5.3.0\",\n    \"karma-chrome-launcher\": \"^2.2.0\",\n    \"karma-intl-shim\": \"^1.0.3\",\n    \"karma-jasmine\": \"^2.0.0\",\n    \"merge-stream\": \"^1.0.1\",\n    \"odc-d3\": \"^1.1.7\",\n    \"patch-package\": \"^6.2.2\",\n    \"run-sequence\": \"^2.2.1\",\n    \"stringify\": \"^5.2.0\",\n    \"svg2pdf.js\": \"^1.3.0\",\n    \"vinyl-buffer\": \"^1.0.1\",\n    \"vinyl-source-stream\": \"^2.0.0\",\n    \"yargs\": \"^12.0.2\"\n  },\n  \"dependencies\": {\n    \"autosize\": \"^4.0.2\",\n    \"blueimp-canvas-to-blob\": \"^3.14.0\",\n    \"d3-array\": \"^1.2.4\",\n    \"d3-dispatch\": \"^1.0.5\",\n    \"d3-drag\": \"^1.2.3\",\n    \"d3-scale\": \"^1.0.7\",\n    \"d3-selection\": \"^1.3.2\",\n    \"d3-time-format\": \"^2.1.3\",\n    \"file-saver\": \"^2.0.0\",\n    \"hammerjs\": \"^2.0.8\",\n    \"i18next\": \"^12.0.0\",\n    \"jquery\": \"^3.3.1\",\n    \"jquery-ui\": \"^1.12.1\",\n    \"pivottable\": \"^2.23.0\",\n    \"sd-computations\": \"0.3.6\",\n    \"sd-model\": \"0.2.7\",\n    \"sd-tree-designer\": \"0.1.12\",\n    \"sd-utils\": \"0.1.11\"\n  }\n}\n","import * as d3 from \"./d3\";\nimport * as autosize from \"autosize\";\nimport {Templates} from \"./templates\";\nimport {i18n} from \"./i18n/i18n\";\nimport {Utils} from \"sd-utils\";\nimport {AppUtils as TdUtils} from \"sd-tree-designer\";\n\nexport class AppUtils extends TdUtils{\n\n\n\n    static updateInputClass(selection){\n        var value = selection.node().value;\n        selection.classed('empty', value!==0 && !value);\n        return selection;\n    }\n\n    static autoResizeTextarea(element){\n        setTimeout(function(){\n            element.style.width = \"\";\n            var width = element.getBoundingClientRect().width;\n            if(width){\n                element.style.width = width+'px';\n            }\n            autosize.update(element);\n        }, 10);\n    }\n\n    static elasticTextarea(selection){\n        setTimeout(function(){\n            selection.style('width',undefined);\n            var width = selection.node().getBoundingClientRect().width;\n            if(width){\n                selection.style('width', width+'px')\n            }\n            autosize.default(selection.node());\n        },10)\n    }\n\n    static postByForm(url, data) {\n        var name,\n            form;\n\n        // create the form\n        form = AppUtils.createElement('form', AppUtils.mergeDeep({\n            method: 'post',\n            action: url,\n            enctype: 'multipart/form-data'\n        }), document.body);\n\n        for (name in data) {\n            if(data.hasOwnProperty(name)){\n                AppUtils.createElement('input', {\n                    type: 'hidden',\n                    name: name,\n                    value: data[name]\n                }, form);\n            }\n        }\n\n        form.submit();\n\n        AppUtils.removeElement(form);\n    };\n\n    static showFullScreenPopup(title, html, closeCallback){\n        var popup = d3.select(\"body\").selectOrAppend(\"div.sd-full-screen-popup-container\").html(Templates.get('fullscreenPopup', {title:title,body:html}));\n        popup.select('.sd-close-popup').on('click', ()=>{\n            popup.remove();\n            if(closeCallback) {\n                closeCallback()\n            }\n        })\n\n    }\n}\n","import * as d3 from './d3';\nimport {i18n} from './i18n/i18n';\nimport {log, Utils} from 'sd-utils';\nimport {AppUtils} from './app-utils';\nimport * as model from 'sd-model';\nimport {TreeDesigner} from 'sd-tree-designer';\nimport {Templates} from './templates';\nimport {Sidebar} from './sidebar';\nimport {Toolbar} from './toolbar';\nimport {SettingsDialog} from './dialogs/settings-dialog';\nimport {AboutDialog} from './dialogs/about-dialog';\nimport {HelpDialog} from './dialogs/help-dialog';\nimport {Exporter} from './exporter';\nimport {FileLoader} from './file-loader';\nimport {DefinitionsDialog} from './dialogs/definitions-dialog';\nimport {ComputationsManager} from 'sd-computations';\nimport {SensitivityAnalysisDialog} from './dialogs/sensitivity-analysis-dialog';\nimport {LoadingIndicator} from './loading-indicator';\nimport {LeagueTableDialog} from './league-table/league-table-dialog';\nimport {initAvailableMoveGestures} from '../../components/zoom-canvas';\nimport blank_canvas from './tree-templates/blank_canvas.json';\nimport basic_tree_structure from './tree-templates/basic_tree_structure.json';\nimport decisiontree_explained from './tree-templates/decisiontree_explained.json';\nimport value_of_information_with_uncertainty from './tree-templates/value_of_information with_uncertainty.json';\n\nimport theBasicsTutorialFiles from './get-the-basics-tutorial';\nimport variablesAndDistributionsTutorialFiles from './get-variables-and-distributions-tutorial.js';\nimport chartsForInsightTutorialFiles from './get-charts-for-insight-tutorial.js';\n\nimport theBasicsTutorialHtml from './tutorial-html/the-basics-tutorial-html.js';\nimport variablesAndDistributionsTutorialHtml from './tutorial-html/variables-and-distributions-tutorial-html.js';\nimport chartsForInsightTutorialHtml from './tutorial-html/charts-for-insight-tutorial-html.js';\n\nvar buildConfig = require('../tmp/build-config.js');\n\nexport class AppConfig {\n    readOnly = false;\n    logLevel = 'warn';\n    workerUrl = null;\n    jobRepositoryType = 'idb';\n    clearRepository = false;\n    buttons = {\n        new: true,\n        save: true,\n        open: true,\n        exportToPng: true,\n        exportToSvg: true,\n        exportToPdf: true,\n    };\n    exports = {\n        show: true,\n        serverUrl: 'http://export.highcharts.com', //url of the export server\n        pdf: {\n            mode: 'client', // available options: 'client', 'server', 'fallback',\n        },\n        png: {\n            mode: 'client', // available options: 'client', 'server', 'fallback',\n        },\n    };\n    showDetails = true;\n    showDefinitions = true;\n    jsonFileDownload = true;\n    width = 200;\n    height = 100;\n    rule = 'expected-value-maximization';\n    lng = 'en';\n    format = {\n        // NumberFormat  options\n        locales: 'en',\n        payoff1: {\n            style: 'currency',\n            currency: 'USD',\n            currencyDisplay: 'symbol',\n            minimumFractionDigits: 0,\n            maximumFractionDigits: 0,\n            // minimumSignificantDigits: 1,\n            useGrouping: true,\n        },\n        payoff2: {\n            style: 'percent',\n            currency: 'USD',\n            currencyDisplay: 'symbol',\n            minimumFractionDigits: 0,\n            maximumFractionDigits: 0,\n            // minimumSignificantDigits: 1,\n            useGrouping: true,\n        },\n        probability: {\n            // NumberFormat  options\n            style: 'percent',\n            minimumFractionDigits: 0,\n            maximumFractionDigits: 0,\n            useGrouping: true,\n        },\n    };\n    title = '';\n    description = '';\n    treeDesigner = {\n        //  hidePayoffs: true,\n        layout: {\n            type: 'tree',\n            nodeSize: 22,\n            limitNodePositioning: true,\n            limitTextPositioning: true,\n            gridHeight: 102,\n            gridWidth: 202,\n            edgeSlantWidthMax: 0,\n        },\n        margin: {\n            left: 500,\n            top: 250,\n            right: 500,\n            bottom: 100,\n        },\n    };\n    leagueTable = {\n        plot: {\n            maxWidth: '800px',\n            groups: {\n                highlighted: {\n                    color: '#008000',\n                },\n                'highlighted-default': {\n                    color: '#00bd00',\n                },\n                'extended-dominated': {\n                    color: '#ffa500',\n                },\n                dominated: {\n                    color: '#ff0000',\n                },\n                default: {\n                    color: '#000000',\n                },\n            },\n        },\n    };\n\n    //https://github.com/d3/d3-format/blob/master/README.md#format\n\n    constructor(custom) {\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\n// dnodes.io-colors\nconst ChartBackground = 'white';\nconst ChartBorder = '#c0c0c0';\nconst ChartNodeLine = '#424242';\nconst ChartHeaderBar = '#c0c0c0';\n\nexport class App {\n    static version = ''; // version is set from package.json\n    static buildTimestamp = buildConfig.buildTimestamp;\n    static utils = Utils;\n    static appUtils = AppUtils;\n    static d3 = d3;\n    \n    config;\n    container;\n    dataModel; //Data model manager\n    expressionEngine;\n    computationsManager;\n    treeDesigner;\n    toolbar;\n    sidebar;\n    viewModes = [];\n    currentViewMode;\n    definitionsDialog;\n    payoffsMaximization = [true, false];\n    charts;\n    treeStorage;\n    tutorialDisplayStatus = ['false,0,0']; // [displayTutorialElement, tutorialNumber, tutorialStep]\n    currentTutorial = 0;\n    tutorialTitles = [\"The Basics\", \"Variables and distributions\", \"Charts for insight\"];\n    interactiveTutorialDiv = document.getElementById('interactive-tutorial');\n    tutorialOnClicksInitialized = false;\n    userId = 'unregistered';\n    currentTab = 0;\n    maxNumberOfTabs = 3;\n    upgradeModal = document.getElementById('upgrade-modal');\n    upgradeModalHeader = document.getElementById('upgrade-modal-header');\n    upgradeModalInfo = document.getElementById('upgrade-modal-info');\n    tabs = Array.from(document.getElementsByClassName('tab'));\n    defaultTabSize;\n    windowWidth = window.innerWidth;\n    getExplosionColor = function () {\n        var _color =\n        'rgb(' +\n        [this.r(0, 255), this.r(0, 255), this.r(0, 255)].join(',') +\n        ')'; // multi color\n        // var _color = '#bbbbbb'; // dust\n        return _color;\n    };\n    angleTools = {\n        getAngle: function (t, n) {\n            var a = n.x - t.x,\n            e = n.y - t.y;\n            return (Math.atan2(e, a) / Math.PI) * 180;\n        },\n        getDistance: function (t, n) {\n            var a = t.x - n.x,\n            e = t.y - n.y;\n            return Math.sqrt(a * a + e * e);\n        },\n        moveOnAngle: function (t, n) {\n            var a = this.getOneFrameDistance(t, n);\n            (t.x += a.x), (t.y += a.y);\n        },\n        getOneFrameDistance: function (t, n) {\n            return {\n                x: n * Math.cos((t.rotation * Math.PI) / 180),\n                y: n * Math.sin((t.rotation * Math.PI) / 180),\n            };\n        },\n    };\n    \n    constructor(containerIdOrElem, config, diagramData) {\n        this.redirectIfUsedOnMobileDevice();\n        var p = Promise.resolve();\n        this.setConfig(config);\n        this.initI18n();\n        this.initContainer(containerIdOrElem);\n\n        this.initViewModes();\n        this.initDataModel();\n        p = this.initComputationsManager();\n        this.initProbabilityNumberFormat();\n        this.initPayoffNumberFormat();\n        this.initTreeDesigner();\n        this.initSidebar();\n        this.initSettingsDialog();\n        this.initAboutDialog();\n        this.initHelpDialog();\n        this.initDefinitionsDialog();\n        this.initSensitivityAnalysisDialog();\n        this.initLeagueTableDialog();\n        this.initKeyCodes();\n        this.initEventListenerForContextMenu();\n        if (localStorage.getItem('current_id') !== null)\n            this.userId = localStorage.getItem('current_id');\n        this.treeStorage =\n            this.userId === 'unregistered' ? sessionStorage : localStorage;\n        this.initTabs();\n        this.initCurrentFileOptionButtons();\n        this.initFileDropdownButtons();\n        this.initSettingsButton();\n        this.initHelpDropdownButtons();\n        this.initLandingPageButtons();\n        this.checkIfMacOS();\n        this.initBroadcastChannel();\n        this.defaultTabSize = parseInt(this.tabs[0].style.width);\n        p.then(() => {\n            this.initToolbar();\n            if (this.userId !== 'unregistered') {\n                this.maxNumberOfTabs =\n                    localStorage.getItem('full_access') ===\n                    'f02cb0277828bb3084e147'\n                        ? 1000\n                        : 5;\n                this.checkIfRegisteredUserHasTreesInSessionStorageAndPutThemInLocalStorage();\n            }\n            const numOfTreesSaved = this.getNumberOfTreesSaved();\n            if (diagramData) {\n                this.openDiagram(diagramData);\n            } else if (numOfTreesSaved > 0) {\n                for (\n                    let i = 1;\n                    i < numOfTreesSaved && i < this.maxNumberOfTabs;\n                    i++\n                ) {\n                    this.addTab();\n                }\n\n                this.openDiagram(this.treeStorage.getItem(this.userId + '_0'));\n                this.setCurrentTab(0);\n            } else {\n                const mouseActionsBox =\n                    document.getElementById('mouse-actions-box');\n                mouseActionsBox.hidden = false;\n                this.newDiagram();\n            }\n            this.tabs.forEach((tab, index) => {\n                let treeTitle = '';\n                if (index === 0) {\n                    treeTitle = this.config.title;\n                } else {\n                    let tree = JSON.parse(\n                        this.treeStorage.getItem(this.userId + '_' + index),\n                    );\n                    treeTitle = tree.title;\n                }\n                if (treeTitle === '') {\n                    treeTitle = 'Project ' + (index + 1);\n                }\n                tab.firstChild.textContent = treeTitle;\n            });\n\n            if (this.maxNumberOfTabs <= 5) this.initUpgradeModalButtons();\n\n            this.handleTutorialUrlParam();\n        }).catch((e) => {\n            log.error(e);\n        });\n    }\n\n    setConfig(config) {\n        if (!config) {\n            this.config = new AppConfig();\n        } else {\n            this.config = new AppConfig(config);\n        }\n        this.setLogLevel(this.config.logLevel);\n        return this;\n    }\n\n    static growl() {\n        return AppUtils.growl(arguments);\n    }\n\n    setLogLevel(level) {\n        log.setLevel(level);\n    }\n\n    initContainer(containerIdOrElem) {\n        if (Utils.isString(containerIdOrElem)) {\n            var selector = containerIdOrElem.trim();\n\n            if (\n                !Utils.startsWith(selector, '#') &&\n                !Utils.startsWith(selector, '.')\n            ) {\n                selector = '#' + selector;\n            }\n            this.container = d3.select(selector);\n        } else {\n            this.container = d3.select(containerIdOrElem);\n        }\n        var self = this;\n\n        let html = Templates.get('main', {\n            version: App.version,\n            buildTimestamp: App.buildTimestamp,\n            lng: self.config.lng,\n        });\n        this.container.html(html);\n\n        this.container\n            .select('#silver-decisions')\n            .classed('sd-read-only', this.config.readOnly);\n    }\n\n    initI18n() {\n        i18n.init(this.config.lng);\n    }\n\n    initDataModel() {\n        var self = this;\n        this.dataModel = new model.DataModel();\n        // this.dataModel.nodeAddedCallback = this.dataModel.nodeRemovedCallback = ()=>self.onNodeAddedOrRemoved();\n        this.dataModel.nodeAddedCallback = this.dataModel.nodeRemovedCallback =\n            (node) =>\n                Utils.waitForFinalEvent(\n                    () => this.onNodeAddedOrRemoved(),\n                    'onNodeAddedOrRemoved',\n                    5,\n                );\n\n        this.dataModel.textAddedCallback = (text) =>\n            Utils.waitForFinalEvent(() => {\n                this.onTextAdded(text);\n                this.sidebar.updateObjectPropertiesView(text);\n            }, 'onTextAdded');\n        this.dataModel.textRemovedCallback = (text) =>\n            Utils.waitForFinalEvent(\n                () => this.onTextRemoved(text),\n                'onTextAdded',\n            );\n    }\n\n    initComputationsManager() {\n        this.computationsManager = new ComputationsManager(\n            {\n                ruleName: this.config.ruleName,\n                worker: {\n                    url: this.config.workerUrl,\n                },\n                jobRepositoryType: this.config.jobRepositoryType,\n                clearRepository: this.config.clearRepository,\n            },\n            this.dataModel,\n        );\n        this.expressionEngine = this.computationsManager.expressionEngine;\n        return this.checkValidityAndRecomputeObjective(\n            false,\n            false,\n            false,\n            true,\n        );\n    }\n\n    initSidebar() {\n        this.sidebar = new Sidebar(this.container.select('#sd-sidebar'), this);\n    }\n\n    initSettingsDialog() {\n        this.settingsDialog = new SettingsDialog(this);\n        const settingsDialog = document.getElementById(\"sd-settings-dialog\");\n        settingsDialog.addEventListener('click', (e) => {\n            if (e.target.id === 'sd-settings-dialog') {\n                this.settingsDialog.close();\n            }\n        });\n        \n    }\n\n    initAboutDialog() {\n        this.aboutDialog = new AboutDialog(this);\n    }\n\n    initHelpDialog() {\n        this.helpDialog = new HelpDialog(this);\n    }\n\n    initDefinitionsDialog() {\n        this.definitionsDialog = new DefinitionsDialog(this);\n        this.definitionsDialog.onClosed = () => this.recompute(true, true);\n    }\n\n    initLeagueTableDialog() {\n        this.leagueTableDialog = new LeagueTableDialog(this);\n    }\n\n    isLeagueTableAvailable() {\n        return (\n            this.isMultipleCriteria() &&\n            this.dataModel.getRoots().length === 1 &&\n            this.computationsManager.isValid() &&\n            this.leagueTableDialog.validateParams()\n        );\n    }\n\n    initSensitivityAnalysisDialog() {\n        this.sensitivityAnalysisDialog = new SensitivityAnalysisDialog(this);\n    }\n\n    isSensitivityAnalysisAvailable() {\n        return (\n            !this.isMultipleCriteria() &&\n            this.dataModel.getRoots().length === 1 &&\n            this.computationsManager.isValid() &&\n            this.dataModel.getGlobalVariableNames(true).length\n        );\n    }\n\n    initToolbar() {\n        const self = this;\n        this.toolbar = new Toolbar(this.container.select('#sd-toolbar'), this);\n        const inputs = Array.from(document.getElementsByClassName('toolbar-input'));\n        if (inputs){\n            inputs.forEach((input) => {\n                input.addEventListener('click', () => {\n                    self.updateLocalStorage();\n                });\n            });\n        }\n        const sliders = Array.from(document.getElementsByClassName('toolbar-slider'));\n        if (sliders){\n            sliders.forEach((slider) => {\n                slider.addEventListener('mouseup', () => {\n                    setTimeout(function () {\n                        self.updateLocalStorage();\n                    }, 100);\n                });\n            });\n        }\n    }\n\n    initPayoffNumberFormat() {\n        this.payoffNumberFormat = [\n            new Intl.NumberFormat(\n                this.config.format.locales,\n                this.config.format.payoff1,\n            ),\n            new Intl.NumberFormat(\n                this.config.format.locales,\n                this.config.format.payoff2,\n            ),\n        ];\n    }\n\n    initProbabilityNumberFormat() {\n        this.probabilityNumberFormat = new Intl.NumberFormat(\n            this.config.format.locales,\n            this.config.format.probability,\n        );\n    }\n\n    initTreeDesigner() {\n        var self = this;\n        var config = this.getTreeDesignerInitialConfig();\n        let container2 = this.container.select('#tree-designer-container');\n        this.treeDesigner = new TreeDesigner(\n            container2,\n            this.dataModel,\n            config,\n        );\n        initAvailableMoveGestures(this.treeDesigner);\n    }\n\n    initEventListenerForContextMenu() {\n        var self = this;\n        document.addEventListener('ShowChart', function (e) {\n            var { node, type } = e.detail;\n            if (!node.charts) {\n                node.charts = [];\n            }\n            if (node.charts.some((c) => type == c.type)) {\n                self.dataModel.saveState();\n                let chart = node.charts.find((c) => c.type == type);\n                if (!chart.active) {\n                    chart.active = true;\n                    self.drawCanvasForDistribution(chart);\n                }\n            } else {\n                let initialPosition = self.getInitialCanvasPosition(type);\n                node.charts.push({\n                    nodeId: node.$id,\n                    x: initialPosition.x,\n                    y: initialPosition.y,\n                    type: type,\n                    active: false,\n                });\n                self.drawCanvasForDistribution(\n                    node.charts[node.charts.length - 1],\n                );\n                self.dataModel.saveState();\n                let chart = node.charts.find((c) => c.type == type);\n                chart.active = true;\n            }\n            self.updateDistributionCharts();\n            self.treeDesigner.updatePlottingRegionSize();\n            setTimeout(function () {\n                self.treeDesigner.updatePlottingRegionSize();\n            }, 100);\n            self.updateLocalStorage();\n        });\n        document.addEventListener('UnfoldChart', function (e) {\n            setTimeout(() => {\n                self.drawCanvasForDistribution(e.detail.chart);\n                AppUtils.dispatchEvent('SilverDecisionsRecomputedEvent', self);\n            }, 50);\n        });\n    }\n\n    getInitialCanvasPosition = (type) =>\n        type == 'bar'\n            ? { x: 55, y: -95 }\n            : type == 'waterfall'\n            ? { x: 60, y: -90 }\n            : type == 'tornado'\n            ? { x: 65, y: -90 }\n            : { x: 50, y: -100 };\n\n    redrawLoadedCharts(charts, concat = true) {\n        if (charts && charts.length > 0) {\n            charts.forEach((c) => {\n                let node = this.dataModel.findNodeById(c.nodeId);\n                if (node) {\n                    if (node.charts && node.charts.length > 0) {\n                        if (concat) node.charts = node.charts.concat(c);\n                    } else {\n                        node.charts = [c];\n                    }\n                    if (!d3.select('#' + c.type + '-' + c.nodeId).empty()) {\n                        d3.select('#' + c.type + '-' + c.nodeId).remove();\n                        d3.select(\n                            '#node-chart-line-' + c.type + c.nodeId,\n                        ).remove();\n                    }\n                    if (c.active) {\n                        this.drawCanvasForDistribution(c);\n                    }\n                }\n            });\n        }\n        this.updateDistributionCharts();\n    }\n\n    updateDistributionCharts() {\n        var nodes = this.dataModel.nodes;\n        var nodesToUpdate = [];\n        for (var i = 0; i < nodes.length; i++) {\n            let node = nodes[i];\n            if (\n                node.charts &&\n                node.charts.length > 0 &&\n                node.charts.some((c) => c.active)\n            ) {\n                nodesToUpdate.push(node);\n            }\n        }\n        this.treeDesigner.updatePlottingRegionSize();\n        if (nodesToUpdate.length > 0) {\n            document.dispatchEvent(\n                new CustomEvent('DrawChartsOnCanvases', {\n                    detail: {\n                        nodes: nodesToUpdate,\n                        variables: this.definitionsDialog.valueList,\n                        formatter: this.payoffNumberFormat,\n                    },\n                }),\n            );\n        }\n        this.updateLocalStorage();\n    }\n\n    isValidParentEdge(node) {\n        var parent = node.$parent;\n        if (parent == undefined) {\n            return true;\n        }\n        var edge = parent.childEdges.find(\n            (edge) => edge.childNode.$id == node.$id && edge,\n        );\n        if (!edge.$fieldStatus.payoff[0].valid.value) {\n            return false;\n        }\n        return true;\n    }\n\n    removeDistributionChart(chart) {\n        var node = this.dataModel.findNodeById(chart.nodeId);\n        node.charts.map((c) => {\n            if (c.type == chart.type) {\n                c.active = false;\n            }\n        });\n        d3.select('#' + chart.type + '-' + chart.nodeId).remove();\n        d3.select('#node-chart-line-' + chart.type + chart.nodeId).remove();\n        this.updateDistributionCharts();\n    }\n\n    //Set size of charts. Remember to change in showChart.js\n    getCanvasSize = (type) =>\n        type == 'tornado'\n            ? { height: 100, width: 150 }\n            : { height: 80, width: 150 };\n\n    getNormalizedVector(vector) {\n        let directionVector = [\n            vector[0][0] - vector[1][0],\n            vector[0][1] - vector[1][1],\n        ];\n        let vectorLength = Math.sqrt(\n            directionVector[0] ** 2 + directionVector[1] ** 2,\n        );\n        return [\n            directionVector[0] / vectorLength,\n            directionVector[1] / vectorLength,\n        ];\n    }\n\n    drawCanvasForDistribution(chart) {\n        var self = this;\n        var tempState = {};\n        var canvasSize = this.getCanvasSize(chart.type);\n        let nodeElement = d3.select('#node-' + chart.nodeId);\n        const MAX_SCALE = 4;\n        const SCALER = 0.8;\n        nodeElement.raise();\n\n        let chartNode = nodeElement\n            .append('g')\n            .datum({ x: chart.x, y: chart.y })\n            .attr('transform', function (d) {\n                return 'translate(' + d.x + ' ' + d.y + ')';\n            })\n            .attr('id', chart.type + '-' + chart.nodeId);\n\n        var line = nodeElement\n            .append('line')\n            .attr('id', 'node-chart-line-' + chart.type + chart.nodeId)\n            .style('stroke', ChartNodeLine)\n            .style('opacity', 0.5)\n            .attr('x1', 0)\n            .attr('y1', 0)\n            .attr('x2', canvasSize.width / 2 + chart.x)\n            .attr('y2', canvasSize.height / 2 + chart.y)\n            .lower();\n\n        chartNode\n            .append('rect')\n            .attr('width', canvasSize.width)\n            .attr('height', canvasSize.height)\n            .attr('fill', ChartBackground)\n            .attr('stroke', ChartBorder);\n\n        var blackBarHeight = 15;\n        chartNode\n            .append('rect')\n            .attr('width', canvasSize.width)\n            .attr('height', blackBarHeight)\n            .attr('fill', ChartHeaderBar)\n            .attr('stroke', ChartHeaderBar);\n\n        var expandChartButton = chartNode\n            .append('text')\n            .text('+')\n            .attr('y', 12)\n            .attr('x', 5)\n            .attr('font-family', 'sans-serif')\n            .attr('font-size', '14px')\n            .attr('fill', '#636363')\n            .style('cursor', 'pointer');\n\n        var shrinkChartButton = chartNode\n            .append('text')\n            .text('-')\n            .attr('y', 12)\n            .attr('x', 20)\n            .attr('font-family', 'sans-serif')\n            .attr('font-size', '14px')\n            .attr('fill', '#636363')\n            .attr('display', 'none')\n            .style('cursor', 'pointer');\n\n        var closeArea = chartNode\n            .append('text')\n            .text('x')\n            .attr('y', 12)\n            .attr('x', canvasSize.width - 11)\n            .attr('font-family', 'sans-serif')\n            .attr('font-size', '14px')\n            .attr('fill', '#636363')\n            .style('cursor', 'pointer');\n\n        var self = this;\n\n        expandChartButton.on('click', function () {\n            shrinkChartButton.attr('display', 'true');\n            var button = d3.select(this);\n            chartNode.attr('transform', function (d) {\n                var currentTransformation = this.getAttribute('transform');\n                if (currentTransformation.includes('scale')) {\n                    var onlyTransform = currentTransformation.split('scale')[0];\n                    var scaleValue = parseFloat(\n                        currentTransformation.split('scale')[1].slice(1, -1),\n                    );\n                    if (scaleValue + SCALER >= MAX_SCALE) {\n                        button.attr('display', 'none');\n                    }\n                    return onlyTransform + `scale(${scaleValue + SCALER})`;\n                }\n\n                return currentTransformation + ` scale(${1 + SCALER})`;\n            });\n            d3.event.stopPropagation();\n        });\n\n        shrinkChartButton.on('click', function () {\n            var button = d3.select(this);\n            expandChartButton.attr('display', 'true');\n            chartNode.attr('transform', function (d) {\n                var currentTransformation = this.getAttribute('transform');\n                var onlyTransform = currentTransformation.split('scale')[0];\n                var scaleValue = parseFloat(\n                    currentTransformation.split('scale')[1].slice(1, -1),\n                );\n                if (scaleValue - SCALER <= 1.1) {\n                    button.attr('display', 'none');\n                }\n                return onlyTransform + `scale(${scaleValue - SCALER})`;\n            });\n            d3.event.stopPropagation();\n        });\n\n        closeArea.on('click', function () {\n            self.removeDistributionChart(chart);\n            d3.event.stopPropagation();\n        });\n\n        var drag = d3\n            .drag()\n            .on('start', function () {\n                tempState = self.dataModel.createStateSnapshot();\n            })\n            .on('drag', function () {\n                nodeElement.raise();\n                nodeElement.select('.aggregated-payoff').raise();\n                d3.select(this).attr('transform', function (d) {\n                    var currentTransformation = this.getAttribute('transform');\n                    var isScaled = currentTransformation.includes('scale');\n                    if (isScaled) {\n                        var scaleValue = parseFloat(\n                            currentTransformation\n                                .split('scale')[1]\n                                .slice(1, -1),\n                        );\n                    }\n                    let translation =\n                        'translate( ' +\n                        [(d.x += d3.event.dx), (d.y += d3.event.dy)] +\n                        ' )';\n                    return isScaled\n                        ? `${translation} scale(${scaleValue})`\n                        : translation;\n                });\n                line.attr('x2', canvasSize.width / 2 + d3.event.x).attr(\n                    'y2',\n                    canvasSize.height / 2 + d3.event.y,\n                );\n            })\n            .on('end', function (d) {\n                chart.x = d.x;\n                chart.y = d.y;\n                self.dataModel.saveStateFromSnapshot(tempState);\n                self.treeDesigner.updatePlottingRegionSize();\n                setTimeout(function () {\n                    self.treeDesigner.updatePlottingRegionSize();\n                }, 100);\n                self.updateLocalStorage();\n            });\n        chartNode.call(drag);\n    }\n\n    getTreeDesignerInitialConfig() {\n        var self = this;\n\n        return Utils.deepExtend(\n            {\n                lng: self.config.lng,\n                readOnly: self.config.readOnly,\n                onNodeSelected: function (node) {\n                    self.onObjectSelected(node);\n                },\n                onEdgeSelected: function (edge) {\n                    self.onObjectSelected(edge);\n                },\n                onTextSelected: function (text) {\n                    self.onObjectSelected(text);\n                },\n                onSelectionCleared: function () {\n                    self.onSelectionCleared();\n                    self.updateLocalStorage();\n                },\n                onDoubleClick: function () {\n                    self.sidebar.updateObjectPropertiesView(\n                        self.selectedObject,\n                    );\n                    self.updateVariableDefinitions();\n                    self.treeDesigner.updatePlottingRegionSize();\n                },\n                payoffNumberFormatter: (v, i) => {\n                    let prefix = '';\n                    if (self.currentViewMode.multiCriteria) {\n                        prefix = self.dataModel.payoffNames[i].charAt(0) + ': ';\n                    }\n\n                    return (\n                        prefix +\n                        self.payoffNumberFormat[\n                            i || self.currentViewMode.payoffIndex || 0\n                        ].format(v)\n                    );\n                },\n                probabilityNumberFormatter: (v) =>\n                    self.probabilityNumberFormat.format(v),\n                operationsForObject: (o) =>\n                    self.computationsManager.operationsForObject(o),\n            },\n            self.config.treeDesigner,\n        );\n    }\n\n    onObjectSelected(object) {\n        var self = this;\n        if (this.selectedObject === object) {\n            return;\n        }\n        this.selectedObject = object;\n        setTimeout(function () {\n            self.updateVariableDefinitions();\n            self.treeDesigner.updatePlottingRegionSize();\n        }, 10);\n    }\n\n    onSelectionCleared() {\n        var self = this;\n        this.selectedObject = null;\n        this.sidebar.hideObjectProperties();\n        setTimeout(function () {\n            self.updateVariableDefinitions();\n            self.treeDesigner.updatePlottingRegionSize();\n        }, 10);\n    }\n\n    getCurrentVariableDefinitionsSourceObject() {\n        if (this.selectedObject) {\n            if (this.selectedObject instanceof model.domain.Node) {\n                return this.selectedObject;\n            }\n            if (this.selectedObject instanceof model.domain.Edge) {\n                return this.selectedObject.parentNode;\n            }\n        }\n        return this.dataModel;\n    }\n\n    updateVariableDefinitions() {\n        var self = this;\n        var definitionsSourceObject =\n            self.getCurrentVariableDefinitionsSourceObject();\n        var readOnly =\n            this.selectedObject instanceof model.domain.Edge ||\n            this.selectedObject instanceof model.domain.TerminalNode;\n        self.sidebar.updateDefinitions(\n            definitionsSourceObject,\n            readOnly,\n            (code) => {\n                // self.dataModel.saveState();\n                definitionsSourceObject.code = code;\n                self.recompute(true, true);\n            },\n        );\n    }\n\n    openDefinitionsDialog() {\n        var definitionsSourceObject =\n            this.getCurrentVariableDefinitionsSourceObject();\n        this.definitionsDialog.open(definitionsSourceObject, (code) => {\n            // this.dataModel.saveState();\n            definitionsSourceObject.code = code;\n            this.recompute(true, true);\n        });\n    }\n\n    updateView(withTransitions = true) {\n        var self = this;\n        this.treeDesigner.redraw(withTransitions);\n        // this.sidebar.updateObjectPropertiesView(this.selectedObject);\n        this.updateVariableDefinitions();\n        this.toolbar.update();\n        this.sidebar.updateLayoutOptions();\n        this.sidebar.updateDiagramDetails();\n        this.sidebar.updateMultipleCriteria();\n        this.treeDesigner.updatePlottingRegionSize();\n        this.updateLocalStorage();\n    }\n\n    undo() {\n        let self = this;\n        self.dataModel.undo();\n        self.initPayoffNames();\n        if (self.selectedObject) {\n            self.selectedObject = self.dataModel.findById(\n                self.selectedObject.$id,\n            );\n        }\n        return this.checkValidityAndRecomputeObjective(\n            false,\n            false,\n            false,\n        ).then(() => {\n            self.updateView();\n            self.updateCharts();\n            setTimeout(function () {\n                self.treeDesigner.updatePlottingRegionSize();\n            }, 300);\n        });\n    }\n\n    redo() {\n        let self = this;\n        self.dataModel.redo();\n        self.initPayoffNames();\n        if (self.selectedObject) {\n            self.selectedObject = self.dataModel.findById(\n                self.selectedObject.$id,\n            );\n        }\n\n        return this.checkValidityAndRecomputeObjective(\n            false,\n            false,\n            false,\n        ).then(() => {\n            self.updateView();\n            self.updateCharts();\n            setTimeout(function () {\n                self.treeDesigner.updatePlottingRegionSize();\n            }, 300);\n        });\n    }\n\n    updateCharts() {\n        var nodes = this.dataModel.nodes;\n        var charts = [];\n\n        for (var i = 0; i < nodes.length; i++) {\n            if (!nodes[i].charts) continue;\n            for (var j = 0; j < nodes[i].charts.length; j++) {\n                var chart = nodes[i].charts[j];\n                charts.push(chart);\n            }\n        }\n\n        this.redrawLoadedCharts(charts, false);\n        this.treeDesigner.updatePlottingRegionSize();\n    }\n\n    onNodeAddedOrRemoved() {\n        document.dispatchEvent(new CustomEvent('NodeAddedOrRemoved'));\n        var self = this;\n        return this.checkValidityAndRecomputeObjective().then(() => {\n            self.updateView();\n\n            self.sidebar.updateObjectChildrenProperties(this.selectedObject);\n        });\n    }\n\n    onTextAdded(text) {\n        return this.onObjectSelected(text);\n    }\n\n    onTextRemoved(text) {\n        this.updateView();\n    }\n\n    onObjectUpdated(object, fieldName) {\n        var self = this;\n        var p = Promise.resolve();\n        if (!(object instanceof model.domain.Text) && fieldName !== 'name') {\n            p = p.then(() => this.checkValidityAndRecomputeObjective());\n        }\n        // this.sidebar.updateObjectPropertiesView(this.selectedObject);\n        return p.then(() => {\n            setTimeout(function () {\n                self.treeDesigner.redraw(true);\n            }, 1);\n        });\n    }\n\n    onMultiCriteriaUpdated(fieldName) {\n        var self = this;\n        var p = Promise.resolve();\n        if (fieldName === 'defaultCriterion1Weight') {\n            p = p.then(() => this.checkValidityAndRecomputeObjective());\n        }\n        this.sidebar.updateMultipleCriteria();\n\n        return p.then(() => {\n            setTimeout(function () {\n                self.treeDesigner.redraw(true);\n                // self.sidebar.updateObjectPropertiesView(self.selectedObject);\n            }, 1);\n        });\n    }\n\n    setObjectiveRule(\n        ruleName,\n        evalCode = false,\n        evalNumeric = false,\n        updateView = true,\n        recompute = true,\n    ) {\n        let prevRule = this.computationsManager.getCurrentRule();\n        this.computationsManager.setCurrentRuleByName(ruleName);\n        let currentRule = this.computationsManager.getCurrentRule();\n        let multiCriteria = currentRule.multiCriteria;\n        this.treeDesigner.config.maxPayoffsToDisplay = multiCriteria ? 2 : 1;\n\n        if (multiCriteria) {\n            this.payoffsMaximization = currentRule.payoffCoeffs.map(\n                (c) => c > 0,\n            );\n            this.initPayoffNames();\n            this.treeDesigner.config.payoffNames = this.dataModel.payoffNames;\n        } else {\n            this.payoffsMaximization[this.currentViewMode.payoffIndex] =\n                currentRule.maximization;\n            this.treeDesigner.config.payoffNames = [null, null];\n        }\n        if (!recompute) {\n            return Promise.resolve();\n        }\n\n        return this.checkValidityAndRecomputeObjective(\n            false,\n            evalCode,\n            evalNumeric,\n        ).then(() => {\n            if (updateView) {\n                this.updateView(false);\n            }\n        });\n    }\n\n    initPayoffNames() {\n        if (\n            this.currentViewMode.multiCriteria &&\n            !this.dataModel.payoffNames.length\n        ) {\n            this.dataModel.payoffNames.push(\n                (this.dataModel.payoffNames[0] = i18n.t(\n                    'multipleCriteria.defaultMinimizedCriterionName',\n                )),\n                (this.dataModel.payoffNames[1] = i18n.t(\n                    'multipleCriteria.defaultMaximizedCriterionName',\n                )),\n            );\n        }\n    }\n\n    isMultipleCriteria() {\n        return this.computationsManager.getCurrentRule().multiCriteria;\n    }\n\n    flipCriteria() {\n        let tmp = this.config.format.payoff1;\n        this.config.format.payoff1 = this.config.format.payoff2;\n        this.config.format.payoff2 = tmp;\n        this.initPayoffNumberFormat();\n\n        this.computationsManager\n            .flipCriteria()\n            .then(() => {\n                this.updateView(false);\n            })\n            .catch((e) => {\n                log.error(e);\n            });\n    }\n\n    getCurrentObjectiveRule() {\n        return this.computationsManager.getCurrentRule();\n    }\n\n    getObjectiveRules() {\n        return this.computationsManager\n            .getObjectiveRules()\n            .filter(\n                (rule) =>\n                    rule.multiCriteria === this.currentViewMode.multiCriteria,\n            );\n    }\n\n    initViewModes() {\n        this.viewModes.push({\n            name: 'criterion1',\n            multiCriteria: false,\n            payoffIndex: 0,\n        });\n\n        this.viewModes.push({\n            name: 'criterion2',\n            multiCriteria: false,\n            payoffIndex: 1,\n        });\n\n        this.viewModes.push({\n            name: 'twoCriteria',\n            multiCriteria: true,\n            payoffIndex: null,\n        });\n        this.currentViewMode = this.viewModes[0];\n    }\n\n    getCurrentViewMode() {\n        return this.currentViewMode;\n    }\n\n    setViewModeByName(name, recompute = true, updateView = true) {\n        return this.setViewMode(\n            Utils.find(this.viewModes, (mode) => mode.name === name),\n            recompute,\n            updateView,\n        );\n    }\n\n    setViewMode(mode, recompute = true, updateView = true) {\n        let prevMode = this.currentViewMode;\n        this.currentViewMode = mode;\n\n        this.computationsManager.objectiveRulesManager.setPayoffIndex(\n            this.currentViewMode.payoffIndex,\n        );\n\n        if (!recompute) {\n            return Promise.resolve();\n        }\n        let rules = this.getObjectiveRules();\n        let prevRule = this.computationsManager.getCurrentRule();\n        let newRule = rules[0];\n\n        if (this.currentViewMode.payoffIndex !== null) {\n            newRule = Utils.find(\n                rules,\n                (r) =>\n                    r.maximization ==\n                    this.payoffsMaximization[this.currentViewMode.payoffIndex],\n            );\n        } else {\n            newRule = Utils.find(rules, (r) =>\n                r.payoffCoeffs\n                    .map((c) => c > 0)\n                    .every((max, i) => this.payoffsMaximization[i] === max),\n            );\n        }\n\n        this.setObjectiveRule(\n            newRule.name,\n            false,\n            false,\n            updateView,\n            recompute,\n        );\n    }\n\n    setDefaultViewModeForRule(rule, recompute = true, updateView = true) {\n        return this.setViewMode(\n            Utils.find(\n                this.viewModes,\n                (mode) => mode.multiCriteria === rule.multiCriteria,\n            ),\n            recompute,\n            updateView,\n        );\n    }\n\n    getViewModes() {\n        return this.viewModes;\n    }\n\n    showLeagueTable() {\n        this.leagueTableDialog.open();\n    }\n\n    openSensitivityAnalysis() {\n        let self = this;\n        setTimeout(function () {\n            if (!self.isSensitivityAnalysisAvailable()) {\n                return;\n            }\n            self.sensitivityAnalysisDialog.open();\n        }, 200);\n    }\n\n    showTreePreview(dataDTO, closeCallback, autoLayout = true) {\n        var self = this;\n        this.originalDataModelSnapshot = this.dataModel.createStateSnapshot();\n        this.dataModel.loadFromDTO(\n            dataDTO,\n            this.computationsManager.expressionEngine.getJsonReviver(),\n        );\n        this.computationsManager.updateDisplayValues(this.dataModel);\n        this.updateView(false);\n        setTimeout(function () {\n            self.updateView(false);\n            setTimeout(function () {\n                var svgString = Exporter.getSVGString(\n                    self.treeDesigner.svg.node(),\n                );\n                AppUtils.showFullScreenPopup('', svgString, () => {\n                    if (closeCallback) {\n                        self.dataModel._setNewState(\n                            self.originalDataModelSnapshot,\n                        );\n                        self.updateView(false);\n\n                        closeCallback();\n                        setTimeout(function () {\n                            self.updateView(false);\n                        }, 1);\n                    }\n                });\n            }, 300);\n        }, 1);\n    }\n\n    showPolicyPreview(title, policy, closeCallback) {\n        var self = this;\n        this.originalDataModelSnapshot = this.dataModel.createStateSnapshot();\n        this.computationsManager.displayPolicy(policy);\n        this.updateView(false);\n        AppUtils.showFullScreenPopup(title, '');\n        LoadingIndicator.show();\n        setTimeout(function () {\n            self.updateView(false);\n            setTimeout(function () {\n                var svgString = Exporter.getSVGString(\n                    self.treeDesigner.svg.node(),\n                    true,\n                );\n                LoadingIndicator.hide();\n                AppUtils.showFullScreenPopup(title, svgString, () => {\n                    self.dataModel._setNewState(self.originalDataModelSnapshot);\n\n                    // self.computationsManager.updateDisplayValues(self.dataModel);\n                    self.updateView(false);\n                    if (closeCallback) {\n                        closeCallback();\n                    }\n                    setTimeout(function () {\n                        self.updateView(false);\n                    }, 1);\n                });\n            }, 500);\n        }, 1);\n    }\n\n    recompute(\n        updateView = true,\n        debounce = false,\n        forceWhenAutoIsDisabled = true,\n    ) {\n        if (debounce) {\n            if (!this.debouncedRecompute) {\n                this.debouncedRecompute = Utils.debounce(\n                    (updateView) => this.recompute(updateView, false),\n                    200,\n                );\n            }\n            this.debouncedRecompute(updateView);\n            return;\n        }\n\n        return this.checkValidityAndRecomputeObjective(\n            false,\n            true,\n            true,\n            forceWhenAutoIsDisabled,\n        ).then(() => {\n            if (updateView) {\n                this.updateView();\n            }\n        });\n    }\n\n    onRawOptionChanged() {\n        if (this.isAutoRecalculationEnabled()) {\n            return this.checkValidityAndRecomputeObjective(false, false).then(\n                () => {\n                    this.updateView();\n                },\n            );\n        }\n    }\n\n    isAutoRecalculationEnabled() {\n        return !this.treeDesigner.config.raw;\n    }\n\n    checkValidityAndRecomputeObjective(\n        allRules,\n        evalCode = false,\n        evalNumeric = true,\n        forceWhenAutoIsDisabled = false,\n    ) {\n        if (!forceWhenAutoIsDisabled && !this.isAutoRecalculationEnabled()) {\n            return Promise.resolve();\n        }\n\n        return this.computationsManager\n            .checkValidityAndRecomputeObjective(allRules, evalCode, evalNumeric)\n            .then(() => {\n                this.updateValidationMessages();\n                AppUtils.dispatchEvent('SilverDecisionsRecomputedEvent', this);\n            })\n            .catch((e) => {\n                log.error(e);\n            });\n    }\n\n    updateValidationMessages() {\n        var self = this;\n        setTimeout(function () {\n            self.treeDesigner.updateValidationMessages();\n        }, 1);\n    }\n\n    newDiagram() {\n        this.clear();\n        this.updateView();\n    }\n\n    clear() {\n        this.dataModel.clear();\n        this.currentViewMode = this.viewModes[0];\n        this.computationsManager.setCurrentRuleByName(\n            this.computationsManager.getObjectiveRules()[0].name,\n        );\n        this.setDiagramTitle('', true);\n        this.setDiagramDescription('', true);\n        this.treeDesigner.setConfig(\n            Utils.deepExtend(this.getTreeDesignerInitialConfig()),\n        );\n        this.onSelectionCleared();\n        this.sensitivityAnalysisDialog.clear(true, true);\n        this.definitionsDialog.clearValues();\n    }\n\n    openDiagram(diagramData) {\n        var self = this;\n        var errors = [];\n\n        if (Utils.isString(diagramData)) {\n            try {\n                diagramData = JSON.parse(\n                    diagramData,\n                    self.computationsManager.expressionEngine.getJsonReviver(),\n                );\n            } catch (e) {\n                errors.push('error.jsonParse');\n                alert(i18n.t('error.jsonParse'));\n                log.error(e);\n                return Promise.resolve(errors);\n            }\n        }\n\n        var dataModelObject = diagramData.data;\n\n        this.clear();\n        this.definitionsDialog.updateAndWriteValues(\n            diagramData.definitionsDialog,\n        );\n\n        let charts = [];\n        dataModelObject.trees.forEach((root) => {\n            function retainIds(root) {\n                if (root.charts && root.charts.length > 0) {\n                    charts = charts.concat(root.charts);\n                    root.$id = root.charts[0].nodeId;\n                }\n                if (root.childEdges.length == 0) {\n                    return;\n                }\n                for (let i = 0; i < root.childEdges.length; i++) {\n                    retainIds(root.childEdges[i].childNode);\n                }\n            }\n            retainIds(root);\n        });\n\n        if (!diagramData.SilverDecisions) {\n            errors.push('error.notSilverDecisionsFile');\n            alert(i18n.t('error.notSilverDecisionsFile'));\n            return Promise.resolve(errors);\n        }\n\n        if (!Utils.isValidVersionString(diagramData.SilverDecisions)) {\n            errors.push('error.incorrectVersionFormat');\n            alert(i18n.t('error.incorrectVersionFormat'));\n        } else {\n            //Check if version in file is newer than version of application\n            if (\n                Utils.compareVersionNumbers(\n                    diagramData.SilverDecisions,\n                    App.version,\n                ) > 0\n            ) {\n                errors.push('error.fileVersionNewerThanApplicationVersion');\n                alert(i18n.t('error.fileVersionNewerThanApplicationVersion'));\n            }\n\n            if (\n                Utils.compareVersionNumbers(\n                    diagramData.SilverDecisions,\n                    '0.7.0',\n                ) < 0\n            ) {\n                dataModelObject = {\n                    code: diagramData.code,\n                    expressionScope: diagramData.expressionScope,\n                    trees: diagramData.trees,\n                    texts: diagramData.texts,\n                };\n            }\n        }\n\n        try {\n            if (diagramData.lng) {\n                this.config.lng = diagramData.lng;\n            }\n\n            if (diagramData.rule) {\n                if (this.computationsManager.isRuleName(diagramData.rule)) {\n                    this.config.rule = diagramData.rule;\n                } else {\n                    delete this.config.rule;\n                }\n            }\n\n            if (diagramData.viewMode) {\n                this.setViewModeByName(diagramData.viewMode);\n            } else {\n                this.setDefaultViewModeForRule(\n                    this.computationsManager.getObjectiveRuleByName(\n                        this.config.rule,\n                    ),\n                    false,\n                    false,\n                );\n            }\n\n            if (diagramData.format) {\n                this.config.format = diagramData.format;\n            }\n\n            this.setConfig(this.config);\n            this.dataModel.load(dataModelObject);\n\n            if (diagramData.treeDesigner) {\n                this.treeDesigner.setConfig(\n                    Utils.deepExtend(\n                        self.getTreeDesignerInitialConfig(),\n                        diagramData.treeDesigner,\n                    ),\n                );\n            }\n            this.treeDesigner.updateVisibility();\n            this.setDiagramTitle(diagramData.title || '', true);\n            this.setDiagramDescription(diagramData.description || '', true);\n            if (diagramData.sensitivityAnalysis) {\n                this.sensitivityAnalysisDialog.loadSavedParamValues(\n                    diagramData.sensitivityAnalysis,\n                );\n            }\n        } catch (e) {\n            errors.push('error.malformedData');\n            alert(i18n.t('error.malformedData'));\n            this.clear();\n            log.error('malformedData', e);\n            return Promise.resolve(errors);\n        }\n        try {\n            this.updateNumberFormats(false);\n        } catch (e) {\n            log.error('incorrectNumberFormatOptions', e);\n            errors.push('error.incorrectNumberFormatOptions');\n            alert(i18n.t('error.incorrectNumberFormatOptions'));\n            delete this.config.format;\n            this.setConfig(this.config);\n            this.updateNumberFormats(false);\n        }\n        return this.setObjectiveRule(this.config.rule, false, true, false)\n            .catch((e) => {\n                log.error('diagramDrawingFailure', e);\n                errors.push('error.diagramDrawingFailure');\n                alert(i18n.t('error.diagramDrawingFailure'));\n                this.clear();\n                return errors;\n            })\n            .then(() => {\n                this.updateView(false);\n                this.redrawLoadedCharts(charts);\n\n                return errors;\n            })\n            .catch((e) => {\n                log.error('diagramDrawingFailure', e);\n                errors.push('error.diagramDrawingFailure');\n                alert(i18n.t('error.diagramDrawingFailure'));\n                this.clear();\n                this.updateView(false);\n                return errors;\n            });\n    }\n\n    serialize(\n        filterLocation = false,\n        filterComputed = false,\n        filterPrivate = true,\n    ) {\n        var self = this;\n        if (\n            self.config.title !==\n            self.tabs[self.currentTab].firstChild.textContent\n        ) {\n            self.config.title =\n                self.tabs[self.currentTab].firstChild.textContent;\n        }\n        return self\n            .checkValidityAndRecomputeObjective(true, false, false, true)\n            .then(() => {\n                var obj = {\n                    SilverDecisions: App.version,\n                    buildTimestamp: App.buildTimestamp,\n                    savetime: d3.isoFormat(new Date()),\n                    lng: self.config.lng,\n                    viewMode: self.currentViewMode.name,\n                    rule: self.computationsManager.getCurrentRule().name,\n                    title: self.config.title,\n                    description: self.config.description,\n                    format: self.config.format,\n                    treeDesigner: self.treeDesigner.config,\n                    data: self.dataModel.serialize(false),\n                    sensitivityAnalysis:\n                        this.sensitivityAnalysisDialog.jobNameToParamValues,\n                    definitionsDialog: {\n                        valueList: self.definitionsDialog.valueList,\n                    },\n                };\n\n                return Utils.stringify(\n                    obj,\n                    self.dataModel.getJsonReplacer(\n                        filterLocation,\n                        filterComputed,\n                        self.computationsManager.expressionEngine.getJsonReplacer(),\n                        filterPrivate,\n                    ),\n                    filterPrivate ? ['$'] : [],\n                );\n            });\n    }\n\n    saveToFile(\n        filterLocation = false,\n        filterComputed = false,\n        filterPrivate = true,\n    ) {\n        var self = this;\n        this.serialize(filterLocation, filterComputed, filterPrivate).then(\n            (json) => {\n                AppUtils.dispatchEvent('SilverDecisionsSaveEvent', json);\n                if (this.config.jsonFileDownload) {\n                    var blob = new Blob([json], { type: 'application/json' });\n                    Exporter.saveAs(\n                        blob,\n                        Exporter.getExportFileName(\n                            'dNodesIO',\n                            self.config.title,\n                        ),\n                    );\n                }\n            },\n        );\n    }\n\n    updateNumberFormats(updateView = true) {\n        this.initPayoffNumberFormat();\n        this.initProbabilityNumberFormat();\n        if (updateView) {\n            this.updateView();\n        }\n    }\n\n    updatePayoffNumberFormat(updateView = true) {\n        this.initPayoffNumberFormat();\n        if (updateView) {\n            this.updateView();\n        }\n    }\n\n    updateProbabilityNumberFormat(updateView = true) {\n        this.initProbabilityNumberFormat();\n        if (updateView) {\n            this.updateView();\n        }\n    }\n\n    initOnBeforeUnload() {\n        var self = this;\n        window.addEventListener('beforeunload', function (e) {\n            if (\n                !(\n                    self.dataModel.isUndoAvailable() ||\n                    self.dataModel.isRedoAvailable()\n                )\n            ) {\n                return;\n            }\n\n            var dialogText = i18n.t('confirm.beforeunload');\n            e.returnValue = dialogText;\n            return dialogText;\n        });\n    }\n\n    setConfigParam(path, value, withoutStateSaving, callback) {\n        var self = this;\n        var prevValue = Utils.get(this.config, path);\n\n        if (prevValue == value) {\n            return;\n        }\n        if (!withoutStateSaving) {\n            this.dataModel.saveState({\n                data: {\n                    prevValue: prevValue,\n                },\n                onUndo: (data) => {\n                    self.setConfigParam(path, data.prevValue, true, callback);\n                },\n                onRedo: (data) => {\n                    self.setConfigParam(path, value, true, callback);\n                },\n            });\n            self.updateLocalStorage();\n        }\n        Utils.set(this.config, path, value);\n        if (callback) {\n            callback(value);\n        }\n    }\n\n    setDiagramTitle(title, withoutStateSaving) {\n        this.setConfigParam('title', title, withoutStateSaving, (v) =>\n            this.treeDesigner.updateDiagramTitle(v),\n        );\n    }\n\n    setDiagramDescription(description, withoutStateSaving) {\n        this.setConfigParam(\n            'description',\n            description,\n            withoutStateSaving,\n            (v) => this.treeDesigner.updateDiagramDescription(v),\n        );\n    }\n\n    initKeyCodes() {\n        this.container.on('keydown', (d) => {\n            let srcElement = d3.event.target || d3.event.srcElement;\n\n            if (\n                srcElement &&\n                ['INPUT', 'TEXTAREA'].indexOf(\n                    srcElement.nodeName.toUpperCase(),\n                ) > -1\n            ) {\n                //ignore events from input and textarea elements\n                return;\n            }\n\n            var keyCode = d3.event.keyCode;\n            var key = d3.event.key;\n            if (keyCode == 16) {\n                //shift\n                this.treeDesigner.shiftPressed = true;\n                return;\n            }\n\n            if (this.selectedObject && key.length == 1) {\n                this.sidebar.addToInputBuffer(key);\n                if (\n                    !this.sidebar.container\n                        .select('#object-properties')\n                        .classed('visible')\n                ) {\n                    this.sidebar.updateObjectPropertiesView(\n                        this.selectedObject,\n                    );\n                }\n            }\n        });\n        this.container.on('keyup', (d) => {\n            let srcElement = d3.event.target || d3.event.srcElement;\n\n            if (\n                srcElement &&\n                ['INPUT', 'TEXTAREA'].indexOf(\n                    srcElement.nodeName.toUpperCase(),\n                ) > -1\n            ) {\n                //ignore events from input and textarea elements\n                return;\n            }\n\n            var key = d3.event.keyCode;\n            if (key == 16) {\n                // shift\n                this.treeDesigner.shiftPressed = false;\n            }\n\n            if (key == 46 || key == 8) {\n                // delete\n                this.treeDesigner.removeSelectedNodes();\n                this.treeDesigner.removeSelectedTexts();\n                return;\n            }\n            if (!d3.event.ctrlKey) {\n                return;\n            }\n\n            if (d3.event.altKey) {\n                if (this.selectedObject instanceof model.domain.Node) {\n                    let selectedNode = this.selectedObject;\n                    if (selectedNode instanceof model.domain.TerminalNode) {\n                        return;\n                    }\n                    if (key == 68) {\n                        // ctrl + alt + d\n                        this.treeDesigner.addDecisionNode(selectedNode);\n                    } else if (key == 67) {\n                        // ctrl + alt + c\n                        this.treeDesigner.addChanceNode(selectedNode);\n                    } else if (key == 84) {\n                        // ctrl + alt + t\n                        this.treeDesigner.addTerminalNode(selectedNode);\n                    }\n                    return;\n                } else if (this.selectedObject instanceof model.domain.Edge) {\n                    if (key == 68) {\n                        // ctrl + alt + d\n                        this.treeDesigner.injectDecisionNode(\n                            this.selectedObject,\n                        );\n                    } else if (key == 67) {\n                        // ctrl + alt + c\n                        this.treeDesigner.injectChanceNode(this.selectedObject);\n                    }\n                }\n            }\n\n            if (key == 90) {\n                //ctrl + z\n                this.undo();\n                return;\n            }\n            if (key == 89) {\n                //ctrl + y\n                this.redo();\n                return;\n            }\n\n            var selectedNodes = this.treeDesigner.getSelectedNodes();\n            if (key == 86) {\n                //ctrl + v\n                if (selectedNodes.length == 1) {\n                    let selectedNode = selectedNodes[0];\n                    if (selectedNode instanceof model.domain.TerminalNode) {\n                        return;\n                    }\n                    this.treeDesigner.pasteToNode(selectedNode);\n                } else if (selectedNodes.length == 0) {\n                }\n                return;\n            }\n\n            if (!selectedNodes.length) {\n                return;\n            }\n\n            if (key == 88) {\n                //ctrl + x\n                this.treeDesigner.cutSelectedNodes();\n            } else if (key == 67) {\n                //ctrl + c\n                this.treeDesigner.copySelectedNodes();\n            }\n        });\n    }\n\n    updateLocalStorage(tutorialName = null) {\n        var self = this;\n        var signedIn = self.userId !== 'unregistered';\n        if (signedIn && self.interactiveTutorialDiv.hidden) {\n            var savedLocallyText =\n                document.getElementById('saved-locally-text');\n\n            var check = document.getElementById('save-check');\n            var loader = document.getElementById('save-loader');\n            savedLocallyText.textContent = 'Saving...';\n            check.hidden = true;\n            loader.hidden = false;\n        }\n        this.serialize(false, false, true).then((json) => {\n            self.treeStorage.setItem(self.userId + '_' + self.currentTab, json);\n            // If a tutorial name is specified (meaning that the function is called from handleTutorialUrlParam), load the correct tutorial\n            if(tutorialName)\n                self.loadTutorialByName(tutorialName);\n        });\n        if (signedIn && self.interactiveTutorialDiv.hidden) {\n            setTimeout(() => {\n                savedLocallyText.textContent = 'Saved locally';\n                loader.hidden = true;\n                check.hidden = false;\n            }, 1000);\n        }\n    }\n\n    initTutorial(tutorial) {\n        var self = this;\n        self.currentTutorial = tutorial;\n        self.interactiveTutorialDiv.hidden = false;\n        self.updateTutorialParameters();\n\n        if (!self.tutorialOnClicksInitialized) {\n            var prevButton = document.getElementById('tutorial-previous-step');\n            prevButton.onclick = () => {\n                self.executeTutorialStep(false);\n            };\n\n            var nextButton = document.getElementById('tutorial-next-step');\n            nextButton.onclick = () => {\n                self.executeTutorialStep(true);\n            };\n\n            const interactiveTutorialQuitButton = document.getElementById(\n                'interactive-tutorial-quit',\n            );\n            interactiveTutorialQuitButton.onclick = () => self.handleTutorialQuit();\n\n            document.addEventListener('keydown', function (event) {\n                if (!self.interactiveTutorialDiv.hidden) {\n                    var currentStep = parseInt(self.tutorialDisplayStatus[self.currentTab].split(',',)[2]);\n                    const numberOfTutorialFiles = self.getNumberOfTutorialFiles();\n                    switch (event.key) {\n                        case 'ArrowRight':\n                            if (currentStep < numberOfTutorialFiles - 1) {\n                                self.executeTutorialStep(true);\n                            }\n                            break;\n                        case 'ArrowLeft':\n                            if (currentStep > 0) {\n                                self.executeTutorialStep(false);\n                            }\n                            break;\n                    }\n                }\n            });            \n            self.tutorialOnClicksInitialized = true;\n        }\n        document.getElementById('mouse-actions-box').hidden = true;\n        document.getElementById('mouse-actions-widget').hidden = false;\n\n        self.setMarginsForVariablesInTutorial();\n    }\n\n    handleTutorialQuit(){\n        const self = this;\n        document.getElementById('interactive-tutorial').hidden = true;\n        self.resetMarginsAndScale();\n        self.tutorialDisplayStatus[self.currentTab] = 'false,' + self.currentTutorial + ',0';\n        sessionStorage.setItem(\n            'tutorial_display_status',\n            JSON.stringify(self.tutorialDisplayStatus),\n        );\n    }\n\n    setMarginsForVariablesInTutorial(){\n        const variablesParent = document.getElementById(\"sd-definitions-dialog\").children[0].children[0];\n        variablesParent.style.marginLeft = '450px';\n    }\n\n    resetMarginsForVariables(){\n        const variablesParent = document.getElementById(\"sd-definitions-dialog\").children[0].children[0];\n        variablesParent.style.removeProperty('margin-left');\n    }\n\n    resetMarginsAndScale(){\n        const self = this;\n        self.treeDesigner.config.margin = {\n            left: 500,\n            right: 500,\n            top: 250,\n            bottom: 100\n        };\n        self.treeDesigner.config.scale = 1;\n        self.updateView();\n        self.resetMarginsForVariables()\n    }\n    \n    loadTutorialFile() {\n        var self = this;\n        var filenames = []\n        switch(self.currentTutorial){\n            case 0:\n                filenames = theBasicsTutorialFiles;\n                break;\n            case 1:\n                filenames = variablesAndDistributionsTutorialFiles;\n                break;\n            case 2:\n                filenames = chartsForInsightTutorialFiles;\n                break;\n        }\n        var currentStep = parseInt(\n            self.tutorialDisplayStatus[self.currentTab].split(',')[2],\n        );\n        self.openDiagram(JSON.stringify(filenames[currentStep]));\n    }\n\n    getNumberOfTutorialFiles() {\n        var self = this;\n        switch(self.currentTutorial){\n            case 0:\n                return theBasicsTutorialFiles.length;\n            case 1:\n                return variablesAndDistributionsTutorialFiles.length;\n            case 2:\n                return chartsForInsightTutorialFiles.length;\n        }\n    }\n\n    executeTutorialStep(forward) {\n        var self = this;\n        const interactiveTutorialText = self.getTutorialHtml()\n\n        var currentStep = parseInt(\n            self.tutorialDisplayStatus[self.currentTab].split(',')[2],\n        );\n        forward ? currentStep++ : currentStep--;\n        \n        self.tutorialDisplayStatus[self.currentTab] = 'true,' + self.currentTutorial + ',' + currentStep;\n        self.loadTutorialFile();\n        var text = document.getElementById('interactive-tutorial-text');\n        text.innerHTML = interactiveTutorialText[currentStep];\n        self.updateTutorialButtons();\n        switch (self.currentTutorial){\n            case 0:\n                self.executeTheBasicsTutorialActions(currentStep);\n                break;\n            case 1:\n                self.executeVariablesAndDistributionsTutorialActions(currentStep);\n                break;\n            case 2:\n                self.executeChartsForInsightTutorialActions(currentStep);\n                break;\n            default: //Do nothing\n        }\n\n    }\n\n    executeTheBasicsTutorialActions(currentStep){\n        const self = this;\n        const hideMilestonesCheckbox = document.getElementById(\"hide-milestones\");\n        const hideTextboxesCheckbox = document.getElementById(\"hide-textboxes\");\n        switch (currentStep){\n            case 27:\n                self.handleLayoutMenuTutorial(false);\n                break;\n            case 28:\n                hideMilestonesCheckbox.checked = false;\n                hideTextboxesCheckbox.checked = false;\n                self.handleLayoutMenuTutorial(true);\n                break;\n            case 29:\n                hideMilestonesCheckbox.checked = true;\n                hideTextboxesCheckbox.checked = true;\n                self.handleLayoutMenuTutorial(true);\n                break;\n            case 30:\n                self.handleLayoutMenuTutorial(true);\n                break;\n            case 31:\n                self.handleLayoutMenuTutorial(false);\n                break;\n            case 34:\n                const nextTutorialBtn = document.getElementById(\"next-tutorial-button\");\n                if(nextTutorialBtn){\n                    nextTutorialBtn.onclick = () => {\n                        self.openOtherTutorialFromInsideTutorialDiv(1);\n                    }\n                }\n                break;\n            default: //Do nothing\n        }\n    }\n\n    executeVariablesAndDistributionsTutorialActions(currentStep){\n        const self = this;\n        switch (currentStep){\n            case 0: case 1: case 3: case 4: case 6: case 7: case 8: case 9: case 10: case 11: \n            case 12: case 14: case 15: case 16: case 17: case 18: case 19: case 20: case 22: case 24:\n                self.handleApplicationTabMenuTutorial(false);\n                break;\n            case 5: case 13: case 21: case 23: case 25:\n                self.handleApplicationTabMenuTutorial(true);\n                break;\n            case 2:\n                self.handleApplicationTabMenuTutorial(false);\n                const link = document.getElementById('previous-tutorial-link');\n                if(link){\n                    link.onclick = () => {\n                        self.openOtherTutorialFromInsideTutorialDiv(0)\n                    }\n                };\n                break;\n            case 26:\n                self.handleApplicationTabMenuTutorial(true);\n                const prevTutorialBtn = document.getElementById(\"previous-tutorial-button\");\n                const nextTutorialBtn = document.getElementById(\"next-tutorial-button\");\n                if(prevTutorialBtn && nextTutorialBtn){\n                    prevTutorialBtn.onclick = () => {\n                        self.openOtherTutorialFromInsideTutorialDiv(0);\n                    }\n                    nextTutorialBtn.onclick = () => {\n                        self.openOtherTutorialFromInsideTutorialDiv(2);\n                    }\n                }\n                break;\n            default: //Do nothing\n        }\n    }\n\n    executeChartsForInsightTutorialActions(currentStep){\n        const self = this;\n        switch (currentStep){\n            case 0: case 1: case 2: case 3: case 4: case 5: case 7: case 8: case 9: case 10: case 11: \n            case 12: case 13: case 14: case 15: case 16: case 17: case 18: case 19: case 20: case 21:\n                self.handleApplicationTabMenuTutorial(false);\n                break;\n            case 6:\n                self.handleApplicationTabMenuTutorial(true);\n                break;\n            case 22:\n                self.handleApplicationTabMenuTutorial(false);\n                const prevTutorialBtn = document.getElementById(\"previous-tutorial-button\");\n                if(prevTutorialBtn){\n                    prevTutorialBtn.onclick = () => {\n                        self.openOtherTutorialFromInsideTutorialDiv(1);\n                    }\n                }\n                break;\n            default: //Do nothing\n        }\n    }\n\n    openOtherTutorialFromInsideTutorialDiv(tutorial){\n        const self = this;\n        self.handleApplicationTabMenuTutorial(false);\n        self.tutorialDisplayStatus[self.currentTab] = 'true,' + tutorial + ',0';\n        self.tabs[self.currentTab].firstChild.textContent = self.tutorialTitles[tutorial];\n        document.getElementById(\"tutorial-title\").textContent = self.tutorialTitles[tutorial];\n        self.initTutorial(tutorial);\n    }\n\n    handleLayoutMenuTutorial(setOpen){\n        const toggleDiv = document.getElementById('toggle-div');\n        const toolbarToggle = document.getElementById('toolbar-toggle');\n        const toolbarArrow = document.getElementById(\"toolbar-arrow\");\n        const body = document.body;\n        if (setOpen){\n            toggleDiv.classList.add('open');\n            toolbarToggle.classList.add('open');\n            toolbarArrow.classList.add('open');\n            body.classList.add('application-toolbar-open');\n        } else {\n            toggleDiv.classList.remove('open');\n            toolbarToggle.classList.remove('open');\n            toolbarArrow.classList.remove('open');\n            body.classList.remove('application-toolbar-open');\n        }\n    }\n\n    handleApplicationTabMenuTutorial(variableTabOpen){\n        const self = this;\n        const applicationTabMenuGroup = document.getElementsByClassName(\"application-tabmenu-group\")[0];\n        const treeTabButton = applicationTabMenuGroup.children[0];\n        const variablesTabButton = applicationTabMenuGroup.children[1];\n        if (variableTabOpen){\n            treeTabButton.classList.remove('active');\n            variablesTabButton.classList.add('active');\n\n            document.querySelector('.application-edit').style.display = \"none\";\n            document.getElementById(\"mouse-actions-box\").hidden = true;\n            document.getElementById(\"mouse-actions-widget\").hidden = true;\n            document.getElementById(\"toggle-div\").classList.add('hide');\n            self.openDefinitionsDialog();\n        }\n        else {\n            variablesTabButton.classList.remove('active');\n            treeTabButton.classList.add('active');\n\n            document.querySelector('.application-edit').style.display = \"flex\";\n            document.getElementById(\"mouse-actions-widget\").hidden = false;\n            document.getElementById(\"toggle-div\").classList.remove('hide');\n            self.definitionsDialog.close();\n        }\n    }\n    \n    getTutorialHtml() {\n        var self = this;\n        switch(self.currentTutorial){\n            case 0:\n                return theBasicsTutorialHtml;\n            case 1:\n                return variablesAndDistributionsTutorialHtml;\n            case 2:\n                return chartsForInsightTutorialHtml;\n        }\n    }\n\n    updateTutorialParameters() {\n        var self = this;\n        const tutorialText = self.getTutorialHtml();\n\n        var currentStep = parseInt(\n            self.tutorialDisplayStatus[self.currentTab].split(',')[2],\n        );\n        self.tutorialDisplayStatus[self.currentTab] = 'true,' + self.currentTutorial + ',' + currentStep;\n        sessionStorage.setItem(\n            'tutorial_display_status',\n            JSON.stringify(self.tutorialDisplayStatus),\n        );\n        self.loadTutorialFile();\n        var text = document.getElementById('interactive-tutorial-text');\n        text.innerHTML = tutorialText[currentStep];\n        self.updateTutorialButtons();\n    }\n\n    updateTutorialButtons() {\n        var self = this;\n        var currentStep = parseInt(\n            self.tutorialDisplayStatus[self.currentTab].split(',')[2],\n        );\n        var progress = document.getElementById('tutorial-progress');\n        var stepNumber = currentStep + 1;\n        const numberOfTutorialFiles = self.getNumberOfTutorialFiles()\n        progress.innerHTML = '&nbsp;' + stepNumber + ' / ' + numberOfTutorialFiles + '&nbsp;';\n        var prevButton = document.getElementById('tutorial-previous-step');\n        var nextButton = document.getElementById('tutorial-next-step');\n        prevButton.hidden = currentStep === 0;\n        nextButton.hidden = !(currentStep < numberOfTutorialFiles - 1);\n    }\n    \n    initTabs() {\n        var self = this;\n\n        Array.prototype.forEach.call(self.tabs, function (tab) {\n            tab.style.width = tab.offsetWidth + 'px';\n        });\n\n        var aTabs = Array.from(document.getElementsByClassName('a-tabs'));\n        aTabs.forEach((a) => {\n            a.ondblclick = () => {\n                self.startEdit(a);\n            };\n        });\n\n        self.initializeTabs();\n\n        document.getElementById('add-tab').onclick = () => {\n            if (self.addTab()) {\n                self.treeStorage.setItem(\n                    self.userId + '_' + self.currentTab,\n                    JSON.stringify(blank_canvas),\n                );\n                self.setCurrentTab(self.currentTab);\n            }\n        };\n\n        window.onresize = (event) => {\n            const windowExpanded =\n                window.innerWidth > self.windowWidth ? true : false;\n            self.windowWidth = window.innerWidth;\n            self.resizeTabs(windowExpanded);\n        };\n        \n        self.handleDraggingAndDroppingOfTabs();\n    }\n\n    initializeTabs() {\n        var self = this;\n        self.tabs.forEach((tab, index) => {\n            tab.onclick = (event) => {\n                self.setCurrentTab(index);\n            };\n        });\n    }\n\n    addTab() {\n        var self = this;\n\n        if (self.tabs.length >= self.maxNumberOfTabs) {\n            self.upgradeModalHeader.textContent =                 \n                self.maxNumberOfTabs === 3\n                    ? 'You are using 3 out of 3 projects'\n                    : 'You are using 5 out of 5 projects';\n            self.upgradeModalInfo.textContent =\n                self.maxNumberOfTabs === 3\n                    ? 'As a guest user you get 3 projects. Delete a project or upgrade for more flexibility.'\n                    : 'As a basic user you get 5 projects. Delete a project or upgrade for more flexibility.';\n            self.upgradeModal.style.display = 'block';\n            return false;\n        }\n\n        const tabs = document.querySelector('.ul-tabs');\n        self.tabs[self.currentTab].classList.remove('selected');\n\n        const newTab = document.createElement('li');\n        newTab.classList.add('tab', 'selected');\n        newTab.draggable = true;\n\n        const tabText = document.createElement('a');\n        tabText.classList.add('a-tabs');\n        tabText.textContent = 'Project ' + (self.tabs.length + 1);\n        tabText.ondblclick = () => {\n            self.startEdit(tabText);\n        };\n\n        newTab.style.width = self.tabs[self.currentTab].width + 'px';\n        newTab.appendChild(tabText);\n        tabs.insertBefore(newTab, document.getElementById('add-tab'));\n\n        // Update tabs array and re-attach event listeners\n        self.tabs = Array.from(document.getElementsByClassName('tab'));\n        self.resizeTabs(false);\n        self.initializeTabs();\n        self.currentTab = self.tabs.length - 1;\n        self.tutorialDisplayStatus.push('false,0,0');\n        sessionStorage.setItem(\n            'tutorial_display_status',\n            JSON.stringify(self.tutorialDisplayStatus),\n        );\n        return true;\n    }\n\n    loadTreeFromTabIndex(index) {\n        var self = this;\n        self.openDiagram(self.treeStorage.getItem(self.userId + '_' + index));\n    }\n\n    setCurrentTab(index) {\n        var self = this;\n        self.tabs[self.currentTab].classList.remove('selected');\n        self.tabs[index].classList.add('selected');\n        self.currentTab = index;\n        self.loadTreeFromTabIndex(index);\n\n        self.handleDisplayOfTutorial();\n    }\n\n    startEdit(element) {\n        var self = this;\n        // Create an input element\n        var input = document.createElement('input');\n        input.id = 'tab-input';\n        input.type = 'text';\n        input.value = element.textContent.trim();\n\n        // Replace the text with the input field\n        element.innerHTML = '';\n        element.appendChild(input);\n\n        // Focus on the input field\n        input.focus();\n        input.style.backgroundColor = '#F9F9F9';\n        input.style.border = 'none';\n        input.style.outline = 'none';\n        input.style.overflow = 'hidden';\n        input.style.width = '100px';\n\n        // Add an event listener to handle the input change\n        input.addEventListener('blur', function () {\n            // Update the text content when the input loses focus\n            element.textContent = input.value;\n            \n            // Remove the input element\n            self.tabs[self.currentTab].firstChild.textContent = input.value;\n            self.updateLocalStorage();\n            input.remove();\n        });\n    }\n\n    getOffset(el) {\n        var rect = el.getBoundingClientRect(),\n            scrollLeft =\n                window.pageXOffset || document.documentElement.scrollLeft,\n            scrollTop =\n                window.pageYOffset || document.documentElement.scrollTop;\n        return { top: rect.top + scrollTop, left: rect.left + scrollLeft };\n    }\n\n    deleteTargetTreeAndRenameLaterTrees(index) {\n        var self = this;\n        var lastIndex = self.tabs.length - 1;\n        if (index === lastIndex) {\n            self.treeStorage.removeItem(self.userId + '_' + index);\n            return;\n        }\n        for (var i = index + 1; i <= lastIndex; i++) {\n            var tempTree = self.treeStorage.getItem(self.userId + '_' + i);\n            self.treeStorage.setItem(self.userId + '_' + (i - 1), tempTree);\n            self.treeStorage.removeItem(self.userId + '_' + i);\n        }\n    }\n\n    explode() {\n        var self = this;\n        var targetTab = self.tabs[self.currentTab];\n        if (!targetTab) {\n            console.error('Target tab is undefined');\n            return;\n        }\n        var alert = 'Are you sure you want to delete this project?';\n        if (!confirm(alert)) {\n            return;\n        }\n        if (self.tabs.length === 1) {\n            self.newDiagram();\n            return;\n        }\n\n        var tabOffsets = self.getOffset(targetTab);\n        var x = tabOffsets.left;\n        var y = tabOffsets.top + 10;\n        var c = document.createElement('canvas');\n        var ctx = c.getContext('2d');\n        var ratio = window.devicePixelRatio;\n        var particles = [];\n\n        self.tutorialDisplayStatus.splice(self.currentTab, 1);\n        sessionStorage.setItem(\n            'tutorial_display_status',\n            JSON.stringify(self.tutorialDisplayStatus),\n        );\n\n        if (self.currentTab !== self.tabs.length - 1) {\n            var index = self.currentTab + 1;\n        } else {\n            var index = self.currentTab - 1;\n            self.currentTab = index;\n        }\n        self.tabs[index].classList.add('selected');\n        self.loadTreeFromTabIndex(index);\n        self.deleteTargetTreeAndRenameLaterTrees(self.currentTab);\n        targetTab.style.minWidth = '';\n        targetTab.classList.add('tabClosed');\n\n        window.setTimeout(function () {\n            document.body.appendChild(c);\n\n            c.style.position = 'absolute';\n            c.style.left = x - 40 + 'px';\n            c.style.top = y - 150 + 'px';\n            c.style.pointerEvents = 'none';\n            c.style.width = 80 + 'px';\n            c.style.height = 300 + 'px';\n            c.width = 80 * ratio;\n            c.height = 300 * ratio;\n\n            function Particle() {\n                return {\n                    x: c.width / 2,\n                    y: c.height / 2,\n                    radius: self.r(20, 30),\n                    color: self.getExplosionColor(),\n                    rotation: self.r(0, 360, true),\n                    speed: self.r(8, 12),\n                    friction: 0.9,\n                    opacity: self.r(0, 0.5, true),\n                    yVel: 0,\n                    gravity: 0.1,\n                };\n            }\n\n            for (var i = 0; ++i < 25; ) {\n                particles.push(Particle());\n            }\n\n            function render() {\n                ctx.clearRect(0, 0, c.width, c.height);\n\n                particles.forEach(function (p, i) {\n                    self.angleTools.moveOnAngle(p, p.speed);\n\n                    p.opacity -= 0.01;\n                    p.speed *= p.friction;\n                    p.radius *= p.friction;\n\n                    p.yVel += p.gravity;\n                    p.y += p.yVel;\n\n                    if (p.opacity < 0) return;\n                    if (p.radius < 0) return;\n\n                    ctx.beginPath();\n                    ctx.globalAlpha = p.opacity;\n                    ctx.fillStyle = p.color;\n                    ctx.arc(p.x, p.y, p.radius, 0, 2 * Math.PI, false);\n                    ctx.fill();\n                });\n            }\n\n            (function renderLoop() {\n                requestAnimationFrame(renderLoop);\n                render();\n            })();\n\n            setTimeout(function () {\n                document.body.removeChild(c);\n            }, 3000);\n\n            targetTab.remove();\n            self.tabs = Array.from(document.getElementsByClassName('tab'));\n            self.resizeTabs(true);\n            self.initializeTabs();\n            self.handleDisplayOfTutorial();\n        }, 150);\n    }\n\n    r(a, b, c) {\n        return parseFloat(\n            (Math.random() * ((a ? a : 1) - (b ? b : 0)) + (b ? b : 0)).toFixed(\n                c ? c : 0,\n            ),\n        );\n    }\n\n    getNumberOfTreesSaved() {\n        var self = this;\n        var count = 0;\n        for (var key in self.treeStorage) {\n            if (\n                self.treeStorage.hasOwnProperty(key) &&\n                key.startsWith(self.userId)\n            ) {\n                count++;\n            }\n        }\n        return count;\n    }\n\n    checkIfRegisteredUserHasTreesInSessionStorageAndPutThemInLocalStorage() {\n        var self = this;\n        var count = 0;\n        for (var key in sessionStorage) {\n            if (\n                sessionStorage.hasOwnProperty(key) &&\n                key.startsWith('unregistered')\n            ) {\n                var tree = sessionStorage.getItem(key);\n                sessionStorage.removeItem(key);\n                localStorage.setItem(self.userId + '_' + count, tree);\n                count++;\n            }\n        }\n    }\n\n    initCurrentFileOptionButtons() {\n        var self = this;\n\n        const downloadButton = document.getElementById('download-file');\n        downloadButton.onclick = () => {\n            if (self.maxNumberOfTabs > 5) {\n                self.saveToFile();\n            } else {\n                self.upgradeModalHeader.textContent =\n                    'Need to download a file?';\n                self.upgradeModalInfo.textContent =\n                    'In order to download files you need to upgrade to professional.';\n                self.upgradeModal.style.display = 'block';\n            }\n        };\n\n        const saveAsPngButton = document.getElementById('save-as-png');\n        saveAsPngButton.onclick = () => {\n            if (self.maxNumberOfTabs > 5) {\n                var svg = self.treeDesigner.svg;\n                Exporter.saveAsPng(svg, self.config.exports);\n            } else {\n                self.upgradeModalHeader.textContent = 'Need to export to PNG?';\n                self.upgradeModalInfo.textContent =\n                    'In order to export to PNG you need to upgrade to professional.';\n                self.upgradeModal.style.display = 'block';\n            }\n        };\n\n        const saveAsSvgButton = document.getElementById('save-as-svg');\n        saveAsSvgButton.onclick = () => {\n            if (self.maxNumberOfTabs > 5) {\n                var svg = self.treeDesigner.svg;\n                Exporter.saveAsSvg(svg);\n            } else {\n                self.upgradeModalHeader.textContent = 'Need to export to SVG?';\n                self.upgradeModalInfo.textContent =\n                    'In order to export to SVG you need to upgrade to professional.';\n                self.upgradeModal.style.display = 'block';\n            }\n        };\n\n        const deleteButton = document.getElementById('delete-file');\n        deleteButton.onclick = () => {\n            self.explode();\n        };\n        const hideArrowsButton = document.getElementById('hide-arrows-file');\n        if (hideArrowsButton) {\n            hideArrowsButton.onclick = () => {\n                hideArrowsButton.hidden = true;\n                const arrows = document.getElementsByClassName('inform-arrow');\n                Array.from(arrows).forEach((arrow) => {\n                    arrow.hidden = true;\n                });\n            };\n        }\n\n        const signUpButton = document.getElementById('signup-button-navbar');\n        if (signUpButton) {\n            signUpButton.onclick = () => {\n                self.upgradeModalHeader.textContent = 'Plans';\n                self.upgradeModalInfo.textContent =\n                    'Choose which plan you want to sign up for. You can always change your plan later.';\n                self.upgradeModal.style.display = 'block';\n            };\n        }\n    }\n\n    initFileDropdownButtons() {\n        var self = this;\n\n        var openFileButton = document.getElementById('file-dropdown-open-file');\n        openFileButton.onclick = () => {\n            if (self.maxNumberOfTabs > 5) {\n                self.addTab();\n                self.newDiagram();\n                self.handleDisplayOfTutorial();\n                FileLoader.openFile((fileData) => {\n                    const model = fileData.content;\n                    self.tabs[self.currentTab].firstChild.textContent = fileData.filename;\n                    self.openDiagram(model);\n                });\n            } else {\n                self.upgradeModalHeader.textContent = 'Need to open a file?';\n                self.upgradeModalInfo.textContent =\n                    'In order to open a file you need to upgrade to professional.';\n                self.upgradeModal.style.display = 'block';\n            }\n        };\n    }\n    \n    initSettingsButton() {\n        const self = this;\n        const settingsButton = document.getElementById('settings');\n        if (settingsButton){\n            settingsButton.onclick = () => {\n                self.settingsDialog.open();\n            };\n        }\n    }\n\n    initHelpDropdownButtons() {\n        let self = this;\n\n        const openTheBasicsTutorialButton = document.getElementById(\n            'help-dropdown-the-basics',\n        );\n        if (openTheBasicsTutorialButton) {\n            openTheBasicsTutorialButton.onclick = () => {\n                if (self.addTab()) {\n                    self.initTutorial(0);\n                    self.handleDisplayOfTutorial();\n                    document.getElementById('mouse-actions-box').hidden = true;\n                    document.getElementById('mouse-actions-widget').hidden = false;\n                }\n            };\n        }\n\n        const openVariablesAndDistributionsTutorialButton = document.getElementById(\n            'help-dropdown-variables-and-distributions',\n        );\n        if (openVariablesAndDistributionsTutorialButton) {\n            openVariablesAndDistributionsTutorialButton.onclick = () => {\n                if (self.addTab()) {\n                    self.initTutorial(1);\n                    self.handleDisplayOfTutorial();\n                    document.getElementById('mouse-actions-box').hidden = true;\n                    document.getElementById('mouse-actions-widget').hidden = false;\n                }\n            };\n        }\n\n        const openChartsForInsightTutorialButton = document.getElementById(\n            'help-dropdown-charts-for-insight',\n        );\n        if (openChartsForInsightTutorialButton) {\n            openChartsForInsightTutorialButton.onclick = () => {\n                if (self.addTab()) {\n                    self.initTutorial(2);\n                    self.handleDisplayOfTutorial();\n                    document.getElementById('mouse-actions-box').hidden = true;\n                    document.getElementById('mouse-actions-widget').hidden = false;\n                }\n            };\n        }\n\n        const openBasicTree = document.getElementById(\n            'help-dropdown-basic-tree',\n        );\n        openBasicTree.onclick = () => {\n            if(self.addTab()){\n                self.tabs[self.currentTab].firstChild.textContent = basic_tree_structure.title;\n                self.handleDisplayOfTutorial();\n                self.openDiagram(JSON.stringify(basic_tree_structure));\n            }\n        };\n\n        const openDecisionTreeExplained = document.getElementById(\n            'help-dropdown-decisiontree-explained',\n        );\n        openDecisionTreeExplained.onclick = () => {\n            if(self.addTab()){\n                self.tabs[self.currentTab].firstChild.textContent = decisiontree_explained.title;\n                self.handleDisplayOfTutorial();\n                self.openDiagram(JSON.stringify(decisiontree_explained));\n            }\n        };\n\n        const openUncertainties = document.getElementById(\n            'help-dropdown-uncertainties',\n        );\n        openUncertainties.onclick = () => {\n            if(self.addTab()){\n                self.tabs[self.currentTab].firstChild.textContent = value_of_information_with_uncertainty.title;\n                self.handleDisplayOfTutorial();\n                self.openDiagram(JSON.stringify(value_of_information_with_uncertainty));\n            }\n        };\n    }\n\n    initLandingPageButtons() {\n        const self = this;\n\n        const landingPageModal = document.getElementById('landing-page-modal');\n        let showLandingPage = JSON.parse(\n            localStorage.getItem('show_landing_page'),\n        );\n        const urlParams = new URLSearchParams(window.location.search);\n        const summary = urlParams.get('Summary');\n        if (summary) {\n            self.initSummaryPage();\n        } else if (showLandingPage === null || showLandingPage)\n            landingPageModal.style.display = 'block';\n\n        const closeButton = document.getElementById('close-landing-page');\n        closeButton.onclick = function () {\n            self.closeLandingPage();\n        };\n\n        window.addEventListener('click', function (event) {\n            if (event.target === landingPageModal) {\n                self.closeLandingPage();\n            }\n        });\n\n        const tutorialButton1 = document.getElementById('tutorial-button-1');\n        tutorialButton1.onclick = () => {\n            if(self.addTab()){\n                self.initTutorial(0);\n                self.handleDisplayOfTutorial();\n            }\n            self.closeLandingPage()\n        };\n        if(document.getElementById('tutorial-button-2')){\n            const tutorialButton2 = document.getElementById('tutorial-button-2');\n            tutorialButton2.onclick = () => {\n                if(self.addTab()){\n                    self.initTutorial(1);\n                    self.handleDisplayOfTutorial();\n                }\n                self.closeLandingPage()\n            };\n        }\n        if(document.getElementById('tutorial-button-3')){\n            const tutorialButton3 = document.getElementById('tutorial-button-3');\n            tutorialButton3.onclick = () => {\n                if(self.addTab()){\n                    self.initTutorial(2);\n                    self.handleDisplayOfTutorial();\n                }\n                self.closeLandingPage()\n            };\n        }\n\n        var supportPageLink = document.getElementById('visit-support-page');\n        supportPageLink.onclick = () => {\n            window.open('https://www.dnodes.io/support/');\n        };\n\n        const openLandingPage = document.getElementById('open-landing-page');\n        openLandingPage.onclick = () => {\n            document.getElementById('landing-page-modal').style.display =\n                'block';\n            showLandingPage = JSON.parse(\n                localStorage.getItem('show_landing_page'),\n            );\n            document.getElementById('dont-show-again-checkbox').checked =\n                !showLandingPage;\n        };\n    }\n\n    initSummaryPage() {\n        const self = this;\n\n        const summaryPage = document.getElementById('summary-page-modal');\n        const showLandingPage = localStorage.getItem('show_landing_page');\n        const closeButton = document.getElementById('close-summary-page');\n        const text = document.getElementById('summary-page-modal-text');\n\n        summaryPage.style.display = 'block';\n        const urlString = window.location.search;\n        const urlParams = new URLSearchParams(urlString);\n        const quantity = parseInt(urlParams.get('quantity'));\n        if (quantity > 1) {\n            const paragraph = self.makeSummaryTextWithQuantity();\n            text.appendChild(paragraph);\n        }\n        \n        const free = urlParams.get('free');\n        \n        if (free === 'true') {\n            text.innerHTML =\n            'You have successfully created a free account. You can now create up to 5 projects. <br><br> To create more projects and unlock more functionality, you can upgrade to a professional account.';\n        }\n        else {\n            window.dataLayer = window.dataLayer || [];\n            window.dataLayer.push({ 'event': 'professionalAccountRegistration' });\n        }\n\n        if (closeButton) {\n            closeButton.onclick = function () {\n                self.closeSummaryPage();\n                if (showLandingPage === null || showLandingPage === 'true')\n                    document.getElementById(\n                        'landing-page-modal',\n                    ).style.display = 'block';\n            };\n        }\n        window.addEventListener('click', function () {\n            if (event.target === summaryPage) {\n                self.closeSummaryPage();\n                if (showLandingPage === null || showLandingPage === 'true')\n                    document.getElementById(\n                        'landing-page-modal',\n                    ).style.display = 'block';\n            }\n        });\n    }\n\n    initUpgradeModalButtons() {\n        var self = this;\n        var upgradeModalGuestButton = document.getElementById('guest-button');\n        var upgradeModalBasicButton = document.getElementById(\n            'register-free-account-button',\n        );\n        var upgradeModalProfessionalButton = document.getElementById(\n            'upgrade-to-professional-button',\n        );\n\n        upgradeModalBasicButton.onclick = () => {\n            window.dataLayer = window.dataLayer || [];\n            window.dataLayer.push({\n                'event': 'freeAccountClick'\n            });\n            window.location.href =\n                window.location.origin + '/Identity/Account/RegisterFree';\n        }\n        upgradeModalProfessionalButton.onclick = () => {\n            window.dataLayer = window.dataLayer || [];\n            window.dataLayer.push({\n                'event': 'professionalAccountClick'\n            });\n            window.location.href =\n                self.userId === 'unregistered'\n                    ? window.location.origin +\n                        '/Identity/Account/RegisterForProfessional'\n                    : window.location.origin +\n                        '/Identity/Account/UpgradeToProfessional';\n        }\n\n        const upgradeModalGuestLabel = document.getElementById(\n            'current-plan-label-guest',\n        );\n        const upgradeModalBasicLabel = document.getElementById(\n            'current-plan-label-basic',\n        );\n        const upgradeModalProfessionalLabel = document.getElementById(\n            'current-plan-label-professional',\n        );\n        upgradeModalGuestLabel.hidden = true;\n        upgradeModalBasicLabel.hidden = true;\n        upgradeModalProfessionalLabel.hidden = true;\n\n        if (self.maxNumberOfTabs === 3) {\n            upgradeModalGuestLabel.hidden = false;\n        } else if (self.maxNumberOfTabs === 5) {\n            upgradeModalBasicLabel.hidden = false;\n            upgradeModalGuestButton.hidden = true;\n            upgradeModalBasicButton.textContent = 'Current plan';\n            upgradeModalBasicButton.disabled = true;\n        } else {\n            upgradeModalProfessionalLabel.hidden = false;\n        }\n    }\n\n    handleDisplayOfTutorial() {\n        var self = this;\n        const tutorialStatusCurrentTab =\n            self.tutorialDisplayStatus[self.currentTab].split(',');\n        const displayTutorial = tutorialStatusCurrentTab[0];\n        const variableViewClosed = !document\n            .getElementById('toggle-div')\n            .classList.contains('hide');\n        if (displayTutorial === 'true') {\n            self.currentTutorial = parseInt(tutorialStatusCurrentTab[1]);\n            self.tabs[self.currentTab].firstChild.textContent = self.tutorialTitles[self.currentTutorial];\n            document.getElementById(\"tutorial-title\").textContent = self.tutorialTitles[self.currentTutorial];\n            self.updateTutorialParameters();\n            self.setMarginsForVariablesInTutorial();\n            if (variableViewClosed) {\n                self.interactiveTutorialDiv.hidden = false;\n            }\n        }\n        else {\n            self.resetMarginsForVariables();\n            self.interactiveTutorialDiv.hidden = true;\n        }\n    }\n\n    checkIfMacOS() {\n        let platform;\n        if (navigator && navigator.userAgentData && navigator.userAgentData.platform) {\n            platform = navigator.userAgentData.platform;\n        } else if (navigator && navigator.platform) {\n            platform = navigator.platform;\n        }\n        if (platform.includes('Mac') || (navigator.userAgent.includes('Mac'))) {\n            const helpKeyboardActions = document.getElementById(\"help-dropdown-keyboard-actions\");\n            helpKeyboardActions.hidden = true;\n        }\n    }\n\n    resizeTabs(windowExpandedOrTabClosed) {\n        var self = this;\n        const firstTab = self.tabs[0];\n        const currentTabWidth = firstTab.offsetWidth;\n        if (\n            currentTabWidth === self.defaultTabSize &&\n            windowExpandedOrTabClosed\n        )\n            return;\n        const numOfTabs = self.tabs.length;\n\n        const horizontalPaddingAndBorder =\n            firstTab.style.padding * 2 + firstTab.style.border * 2;\n        const parentWidth = document.querySelector('.tabs-wrapper').offsetWidth;\n        const navLeftWrapper = document.querySelector('.nav-left-wrapper');\n        const navLeftWrapperStyle = window.getComputedStyle(navLeftWrapper);\n        const navLeftWrapperGap = parseFloat(navLeftWrapperStyle.gap) || 0;\n        const navBarBrand = document.getElementById('nav-bar-brand');\n        const paddingRight =\n            navLeftWrapper.offsetWidth -\n            parentWidth -\n            navBarBrand.offsetWidth -\n            parseFloat(window.getComputedStyle(navBarBrand).marginLeft) -\n            document.getElementById('file-dropdown').offsetWidth -\n            navLeftWrapperGap * 2;\n        const addTabWidth = document.getElementById('add-tab').offsetWidth;\n        const spaceForTabs = parentWidth + paddingRight - addTabWidth;\n\n        const newTabWidth = Math.min(\n            spaceForTabs / numOfTabs - horizontalPaddingAndBorder,\n            self.defaultTabSize,\n        );\n\n        self.tabs.forEach((tab) => {\n            tab.style.width = newTabWidth + 'px';\n        });\n    }\n\n    closeLandingPage() {\n        const hideArrowsButton = document.getElementById('hide-arrows-file');\n        hideArrowsButton.hidden = false;\n        const arrows = document.getElementsByClassName('inform-arrow');\n        Array.from(arrows).forEach((arrow) => {\n            arrow.hidden = false;\n        });\n        document.getElementById('landing-page-modal').style.display = 'none';\n        const checkbox = document.getElementById('dont-show-again-checkbox');\n        const showLandingPage = checkbox.checked ? 'false' : 'true';\n        localStorage.setItem('show_landing_page', showLandingPage);\n    }\n\n    closeSummaryPage() {\n        const url = window.location.origin + '/Tree';\n        history.replaceState(null, '', url);\n        document.getElementById('summary-page-modal').style.display = 'none';\n    }\n\n    makeSummaryTextWithQuantity() {\n        const paragraph = document.createElement('p');\n        const sentence = 'To administer your licenses, you can go ';\n        const link = document.createElement('a');\n        const subscriptionsUrl =\n            window.location.origin + '/Identity/Account/Manage/Subscriptions';\n        link.setAttribute('href', subscriptionsUrl);\n        link.textContent = 'here';\n        const period = '.';\n        paragraph.innerHTML = `<br>${sentence}${link.outerHTML}${period}`;\n        return paragraph;\n    }\n\n    handleDraggingAndDroppingOfTabs(){\n        var self = this;\n\n        let draggedItem = null;\n        let draggedItemIndex = null\n\n        document.addEventListener('dragstart', handleDragStart);\n        document.addEventListener('dragover', handleDragOver);\n        document.addEventListener('drop', handleDrop);\n        document.addEventListener('dragleave', handleDragLeave)\n        let dropline = createDropline();\n        \n        function handleDragStart(event) {\n            const targetItem = event.target.closest('.tab');\n            if (!targetItem) return;\n            \n            draggedItem = targetItem;\n            draggedItemIndex = [...draggedItem.parentNode.children].indexOf(draggedItem);\n            event.dataTransfer.effectAllowed = 'move';\n            event.dataTransfer.setData('text/html', draggedItem.outerHTML);\n        }\n        \n        function handleDragOver(event) {\n            event.preventDefault();\n            event.dataTransfer.dropEffect = 'move';\n            draggedItem.style.opacity = '0.5';\n\n            const targetItem = event.target.closest('.tab');\n            if (targetItem){\n                if (event.clientX > targetItem.getBoundingClientRect().left + (targetItem.offsetWidth / 2)) {\n                    targetItem.parentNode.insertBefore(dropline, targetItem.nextSibling);\n                } else {\n                    targetItem.parentNode.insertBefore(dropline, targetItem);\n                }\n            }\n        }\n\n        function handleDrop(event) {\n            event.preventDefault();\n            dropline.remove();\n\n            draggedItem.style.opacity = '';\n            const targetItem = event.target.closest('.tab');\n            if (!targetItem || targetItem === draggedItem) return;\n            if (event.clientX > targetItem.getBoundingClientRect().left + (targetItem.offsetWidth / 2)) {\n                targetItem.parentNode.insertBefore(draggedItem, targetItem.nextSibling);\n            } else {\n                targetItem.parentNode.insertBefore(draggedItem, targetItem);\n            }\n            let newIndex = [...draggedItem.parentNode.children].indexOf(draggedItem);\n            self.renameTreesAfterTabIsMoved(draggedItemIndex, newIndex);\n            self.updateTutorialDisplayStatusAfterTabIsMoved(draggedItemIndex, newIndex);\n            self.tabs = Array.from(document.getElementsByClassName('tab'));\n            self.initializeTabs();\n            self.updateCurrentTabAfterTabIsMoved();\n\n            draggedItem = null;\n            draggedItemIndex = null;\n        }\n\n        function handleDragLeave(event){\n            event.preventDefault();\n            dropline.remove();\n            draggedItem.style.opacity = '';\n        }\n        \n        function createDropline() {\n            const dropline = document.createElement('div');\n            dropline.style.borderLeft= '2px solid #4E6E7E';\n            dropline.style.height='45px';\n            return dropline;\n        }\n    }\n\n    renameTreesAfterTabIsMoved(oldIndex, newIndex) {\n        const self = this;\n        if (oldIndex === newIndex)\n            return;\n        let movedTabTree = self.treeStorage.getItem(self.userId + '_' + oldIndex);\n        self.treeStorage.removeItem(self.userId + '_' + oldIndex); \n        if(newIndex > oldIndex){\n            for (let i = oldIndex+1; i <= newIndex; i++) {\n                let tempTree = self.treeStorage.getItem(self.userId + '_' + i);\n                self.treeStorage.removeItem(self.userId + '_' + i);\n                self.treeStorage.setItem(self.userId + '_' + (i - 1), tempTree);\n            }\n        }\n        else{\n            for (let i = oldIndex-1; i >= newIndex; i--) {\n                let tempTree = self.treeStorage.getItem(self.userId + '_' + i);\n                self.treeStorage.removeItem(self.userId + '_' + i);\n                self.treeStorage.setItem(self.userId + '_' + (i + 1), tempTree);\n            }\n        }\n        self.treeStorage.setItem(self.userId + '_' + newIndex, movedTabTree);\n    }\n\n    updateTutorialDisplayStatusAfterTabIsMoved(oldIndex, newIndex){\n        const self = this;\n        let element = self.tutorialDisplayStatus.splice(oldIndex, 1)[0];\n        self.tutorialDisplayStatus.splice(newIndex, 0, element);\n        sessionStorage.setItem(\"tutorial_display_status\", JSON.stringify(self.tutorialDisplayStatus));\n    }\n\n    updateCurrentTabAfterTabIsMoved(){\n        const self = this;\n        self.tabs.forEach((tab, index) => {\n            if(tab.classList.contains(\"selected\")){\n                self.currentTab = index;\n            }\n        });\n    }\n\n    initBroadcastChannel(){\n        const channel = new BroadcastChannel('tab');\n        let isOriginal = true;\n\n        channel.postMessage('another_tab');\n        channel.addEventListener('message', (msg) => {\n            if (msg.data === 'another_tab' && isOriginal) {\n                channel.postMessage('already_open');\n            }\n            if (msg.data === 'already_open') {\n                isOriginal = false;\n                alert('dNodes.io is open in at least one other browser tab. You can only construct decision trees in one browser tab at a time. Please close this tab to continue.');\n                location.reload();\n            }\n        });\n    }\n\n    redirectIfUsedOnMobileDevice() {\n        var mobilePattern = /Mobile|iP(hone|od|ad)|Android|BlackBerry|IEMobile/;\n        var tabletPattern = /Tablet|iPad|PlayBook|Silk/i;\n    \n        var userAgent = navigator.userAgent;\n        var isMobile = mobilePattern.test(userAgent);\n        var isTablet = tabletPattern.test(userAgent);\n    \n        if(isMobile || isTablet){\n            window.location.href = window.location.origin + \"/MobileDeviceRedirect\";\n        }\n    }\n\n    handleTutorialUrlParam(){\n        const self = this;\n        const urlParams = new URLSearchParams(window.location.search);\n        const tutorial = urlParams.get('tutorial');\n        if(tutorial){\n            document.getElementById('landing-page-modal').style.display = 'none';\n            // Initial tree must be saved in local storage before tutorial tree is opened\n            self.updateLocalStorage(tutorial);\n        }\n    }\n\n    loadTutorialByName(tutorial){\n        const self = this;\n        if(self.addTab()){\n            switch(tutorial){\n                case \"the-basics\":\n                    self.initTutorial(0);\n                    self.handleDisplayOfTutorial();\n                    break;\n                case \"variables-and-distributions\":\n                    self.initTutorial(1);\n                    self.handleDisplayOfTutorial();\n                    break;\n                case \"charts-for-insight\":\n                    self.initTutorial(2);\n                    self.handleDisplayOfTutorial();\n                    break;\n            }\n        }\n    }\n    \n}\n","// https://www.w3schools.com/howto/howto_js_autocomplete.asp\n\nexport function autocomplete(inp, arr) {\n    /*the autocomplete function takes two arguments,\n    the text field element and an array of possible autocompleted values:*/\n    var currentFocus;\n    /*execute a function when someone writes in the text field:*/\n    inp.addEventListener('input', function () {\n        var a,\n            b,\n            i,\n            val = this.value;\n        /*close any already open lists of autocompleted values*/\n        closeAllLists();\n        if (!val) {\n            return false;\n        }\n        currentFocus = -1;\n        /*create a DIV element that will contain the items (values):*/\n        a = document.createElement('DIV');\n        a.setAttribute('id', this.id + 'autocomplete-list');\n        a.setAttribute('class', 'autocomplete-items');\n        /*append the DIV element as a child of the autocomplete container:*/\n        this.parentNode.appendChild(a);\n        arr.sort(function (a, b) {\n            return a.toLowerCase().localeCompare(b.toLowerCase());\n        });\n        /*for each item in the array...*/\n        for (i = 0; i < arr.length; i++) {\n            /*check if the item starts with the same letters as the text field value:*/\n            if (\n                arr[i].substr(0, val.length).toUpperCase() ==\n                    val.toUpperCase() ||\n                val === ' '\n            ) {\n                /*create a DIV element for each matching element:*/\n                b = document.createElement('DIV');\n                /*make the matching letters bold:*/\n                b.innerHTML =\n                    '<strong>' + arr[i].substr(0, val.length) + '</strong>';\n                b.innerHTML += arr[i].substr(val.length);\n                /*insert a input field that will hold the current array item's value:*/\n                b.innerHTML += \"<input type='hidden' value='\" + arr[i] + \"'>\";\n                /*execute a function when someone clicks on the item value (DIV element):*/\n                b.addEventListener('click', function () {\n                    /*insert the value for the autocomplete text field:*/\n                    inp.value = this.getElementsByTagName('input')[0].value;\n                    /*close the list of autocompleted values,\n                (or any other open lists of autocompleted values:*/\n                    closeAllLists();\n                });\n                a.appendChild(b);\n            }\n        }\n        if (val === ' ') {\n            this.value = '';\n        }\n    });\n    /*execute a function presses a key on the keyboard:*/\n    inp.addEventListener('keydown', function (e) {\n        var x = document.getElementById(this.id + 'autocomplete-list');\n        if (x) x = x.getElementsByTagName('div');\n        if (e.keyCode == 40) {\n            /*If the arrow DOWN key is pressed,\n            increase the currentFocus variable:*/\n            currentFocus++;\n            /*and and make the current item more visible:*/\n            addActive(x);\n        } else if (e.keyCode == 38) {\n            //up\n            /*If the arrow UP key is pressed,\n            decrease the currentFocus variable:*/\n            currentFocus--;\n            /*and and make the current item more visible:*/\n            addActive(x);\n        } else if (e.keyCode == 13) {\n            /*If the ENTER key is pressed, prevent the form from being submitted,*/\n            e.preventDefault();\n            if (currentFocus > -1) {\n                /*and simulate a click on the \"active\" item:*/\n                if (x) x[currentFocus].click();\n            }\n        }\n    });\n    function addActive(x) {\n        /*a function to classify an item as \"active\":*/\n        if (!x) return false;\n        /*start by removing the \"active\" class on all items:*/\n        removeActive(x);\n        if (currentFocus >= x.length) currentFocus = 0;\n        if (currentFocus < 0) currentFocus = x.length - 1;\n        /*add class \"autocomplete-active\":*/\n        x[currentFocus].classList.add('autocomplete-active');\n    }\n    function removeActive(x) {\n        /*a function to remove the \"active\" class from all autocomplete items:*/\n        for (var i = 0; i < x.length; i++) {\n            x[i].classList.remove('autocomplete-active');\n        }\n    }\n    function closeAllLists(elmnt) {\n        /*close all autocomplete lists in the document,\n        except the one passed as an argument:*/\n        var x = document.getElementsByClassName('autocomplete-items');\n        for (var i = 0; i < x.length; i++) {\n            if (elmnt != x[i] && elmnt != inp) {\n                x[i].parentNode.removeChild(x[i]);\n            }\n        }\n\n        if (\n            elmnt &&\n            elmnt.parentNode.classList.contains('autocomplete-items')\n        ) {\n            inp.dispatchEvent(new Event('change'));\n        }\n    }\n    /*execute a function when someone clicks in the document:*/\n    document.addEventListener('click', function (e) {\n        closeAllLists(e.target);\n    });\n}\n","import {Utils} from \"sd-utils\";\nimport {AppUtils} from \"./app-utils\";\nvar $ = require('jquery');\nvar global$ = Utils.getGlobalObject().jQuery;\nUtils.getGlobalObject().jQuery = $;\nrequire('jquery-ui/ui/data');\nrequire('jquery-ui/ui/widget');\nrequire('jquery-ui/ui/widgets/mouse');\nrequire('jquery-ui/ui/widgets/button');\nrequire('jquery-ui/ui/widgets/menu');\nrequire('jquery-ui/ui/unique-id');\nrequire('jquery-ui/ui/position');\nrequire('jquery-ui/ui/keycode');\nrequire('jquery-ui/ui/safe-active-element');\nrequire('jquery-ui/ui/widgets/autocomplete');\nUtils.getGlobalObject().jQuery = global$;\n\nimport * as d3 from './d3'\n\n$( function() {\n    $.widget( \"sd.combobox\", {\n        _create: function() {\n            this.wrapper = $( \"<span>\" )\n                .addClass( \"sd-combobox\" )\n                .insertAfter( this.element );\n\n            this.element.hide();\n            this._createAutocomplete();\n            this._createShowAllButton();\n        },\n\n        _createAutocomplete: function() {\n            var selected = this.element.children( \":selected\" ),\n                value = selected.val() ? selected.text() : \"\";\n\n            this.input = $( \"<input>\" )\n                .appendTo( this.wrapper )\n                .val( value )\n                .attr( \"title\", \"\" )\n                .attr( \"type\", \"text\" )\n                .addClass( \"sd-combobox-input ui-widget ui-widget-content ui-state-default ui-corner-left\" )\n                .autocomplete({\n                    delay: 0,\n                    minLength: 0,\n                    source: $.proxy( this, \"_source\" ),\n                    classes: {\n                        \"ui-autocomplete\": \"sd-combobox-autocomplete\"\n                    }\n                });\n            $( \"<span class='bar'>\" ).appendTo( this.wrapper )\n\n            var input = this.input;\n            this._on( this.input, {\n                autocompleteselect: function( event, ui ) {\n                    ui.item.option.selected = true;\n                    this._trigger( \"select\", event, {\n                        item: ui.item.option\n                    });\n\n                },\n\n                autocompletechange: function(){\n                    let inputD3 = d3.select($(input).get(0));\n                    AppUtils.dispatchHtmlEvent(inputD3.node(), \"change\");\n                }\n            });\n        },\n\n        _createShowAllButton: function() {\n            var input = this.input,\n                wasOpen = false;\n\n            $( \"<button>\" )\n                .attr( \"tabIndex\", -1 )\n                .attr( \"type\", \"button\" )\n                .html('<i class=\"material-icons\">arrow_drop_down</i>')\n                .appendTo( this.wrapper )\n                .addClass( \"sd-combobox-toggle ui-corner-right\" )\n                .on( \"mousedown\", function() {\n                    wasOpen = input.autocomplete( \"widget\" ).is( \":visible\" );\n                })\n                .on( \"click\", function() {\n                    input.trigger( \"focus\" );\n                    // Close if already visible\n                    if ( wasOpen ) {\n                        return;\n                    }\n\n                    // Pass empty string as value to search for, displaying all results\n                    input.autocomplete( \"search\", \"\" );\n                });\n        },\n\n        _source: function( request, response ) {\n            var matcher = new RegExp( $.ui.autocomplete.escapeRegex(request.term), \"i\" );\n            response( this.element.children( \"option\" ).map(function() {\n                var text = $( this ).text();\n                if ( this.value && ( !request.term || matcher.test(text) ) )\n                    return {\n                        label: text,\n                        value: text,\n                        option: this\n                    };\n            }) );\n        },\n\n        _destroy: function() {\n            this.wrapper.remove();\n            this.element.show();\n        },\n\n        input_element: function(){\n            return this.input;\n        }\n    });\n} );\n\nexport class Autocomplete{\n\n\n    constructor(container){\n        this.container= container;\n        this.combobox = $( this.container.node() ).combobox();\n    }\n\n    getInput(){\n        return d3.select($(this.combobox).combobox('input_element').get(0))\n    }\n\n}\n","export * from 'd3-dispatch';\nexport * from 'd3-scale';\nexport * from 'd3-selection';\nexport * from 'd3-shape'\nexport * from 'd3-drag';\nexport * from 'd3-brush'\nexport * from 'd3-array'\nexport * from 'd3-hierarchy'\nexport * from 'd3-time-format'\n","import {Dialog} from './dialog'\n\nexport class AboutDialog extends Dialog{\n\n    constructor(app){\n        super(app.container.select('#sd-about-dialog'), app);\n    }\n\n}\n","import * as d3 from '../d3';\nimport { Dialog } from './dialog';\nimport { Utils } from 'sd-utils';\nimport { AppUtils } from '../app-utils';\nimport { Templates } from '../templates';\nimport { domain as model } from 'sd-model';\nimport { i18n } from '../i18n/i18n';\n\n// dnodes.io-colors\n// More styling for the variable table is found in ../styles/modal.scss\nconst ChartPositive = '#B4D290';\nconst ChartNegative = '#D36060';\n\nexport class DefinitionsDialog extends Dialog {\n    changeCallback;\n    valueList;\n    numberOfRows;\n    maxValue;\n\n    constructor(app) {\n        super(app.container.select('#sd-definitions-dialog'), app);\n        var self = this;\n        this.numberOfRows = 0;\n        this.validationError = { error: false, text: '' };\n        this.definitionsScopeLabel = this.container.select(\n            '.sd-definitions-dialog-scope-label',\n        );\n        this.maxValue = 0;\n        this.valueList = [];\n\n        let numberOfInitialRows = 5;\n        this.createInitialRows(numberOfInitialRows);\n\n        var addRowButton = document.getElementById('add-row-button');\n        addRowButton.addEventListener('click', function () {\n            self.addRow();\n        });\n\n        document.addEventListener(\n            'SilverDecisionsRecomputedEvent',\n            function (data) {\n                if (data.detail === app && self.isVisible()) {\n                    self.update();\n                }\n            },\n        );\n\n        var openTreeButton = document.getElementsByClassName('js-open-tree')[0];\n        openTreeButton.addEventListener('click', function () {\n            setTimeout(() => {\n                self.app.treeDesigner.updatePlottingRegionSize();\n            }, 10);\n            setTimeout(() => {\n                self.app.treeDesigner.updatePlottingRegionSize();\n            }, 100);\n        });\n    }\n\n    createInitialRows(numberOfInitialRows) {\n        for (let i = 0; i < numberOfInitialRows; i++) {\n            this.addRow();\n        }\n    }\n\n    open(definitionsSourceObject, changeCallback) {\n        super.open();\n        this.changeCallback = changeCallback;\n        this.definitionsSourceObject = definitionsSourceObject;\n        this.update();\n        this.updateDistributions();\n    }\n\n    addRow() {\n        this.valueList.push({\n            name: null,\n            value: '',\n            low: null,\n            high: null,\n            distribution: 'constant',\n            error: '',\n        });\n        var i = this.numberOfRows;\n        document.getElementById('data-table-body').insertAdjacentHTML(\n            'beforeend',\n            `<tr class='variable-table-row' id='table-row-${i}'> \n                <td class='variable-table-data name'> \n                    <input id=\"variable-name-${i}\" placeholder='VariableName' /> \n                </td> \n                <td class='variable-table-data value'> \n                    <input type='text' id='variable-value-${i}' placeholder='Value' /> \n                </td> \n                <td class='variable-table-data low'> \n                    <input type='text' id='variable-extreme-low-${i}' /> \n                </td> \n                <td class='variable-table-data high'> \n                    <input type='text' id='variable-extreme-high-${i}' />\n                </td> \n                <td class='variable-table-data chart' id='table-chart-${i}'></td> \n                <td class=\"variable-table-data edit\" id=\"edit-${i}\">\n                        <div class=\"kebab-menu\" id=\"kebab-menu-${i}\">\n                            <span class=\"material-icons-outlined\">\n                                drive_file_rename_outline\n                            </span>\n                        </div>\n                        <div class=\"kebab-dropdown\" id=\"kebab-dropdown-${i}\">\n                            <p id=\"dropdown-kebab-moveup-${i}\">\n                                <span class=\"material-icons-outlined\">\n                                    north\n                                </span>\n                            </p>\n                            <p id=\"dropdown-kebab-movedown-${i}\">\n                                <span class=\"material-icons-outlined\">\n                                    south\n                                </span>\n                            </p>\n                            <p id=\"dropdown-kebab-remove-${i}\">\n                                <span class=\"material-icons-outlined\">\n                                    delete\n                                </span>\n                            </p>\n                        </div>\n                    </td>\n            </tr>`,\n        );\n        var valueField = document.querySelector(`#variable-value-${i}`);\n        var nameField = document.querySelector(`#variable-name-${i}`);\n        var lowField = document.querySelector(`#variable-extreme-low-${i}`);\n        var highField = document.querySelector(`#variable-extreme-high-${i}`);\n\n        this.addEventListenerForValue(valueField);\n        this.addEventListenerForName(nameField);\n        this.addEventListenerForHighLow(lowField);\n        this.addEventListenerForHighLow(highField);\n\n        let self = this;\n        const kebabMenus = document.getElementById(\n            `kebab-dropdown-${i}`,\n        ).childNodes;\n        for (var i = 0; i < kebabMenus.length; i++) {\n            self.addEventListenerForKebabMenus(kebabMenus[i]);\n        }\n        this.numberOfRows += 1;\n    }\n\n    getString(list) {\n        let stringResult = '';\n        for (var i = 0; i < list.length; i++) {\n            if (list[i].name && list[i].value) {\n                stringResult += list[i].name + '=' + list[i].value + '\\n';\n            } else if (\n                list[i].name &&\n                (list[i].high || list[i].high == 0) &&\n                (list[i].low || list[i].low == 0)\n            ) {\n                const val = (list[i].high + list[i].low) * 0.5;\n                stringResult += list[i].name + '=' + val + '\\n';\n            }\n        }\n        return stringResult;\n    }\n\n    getVariableNames() {\n        let names = this.valueList.map((row) => row.name);\n        return names.filter((name) => name != null && name != '');\n    }\n\n    updateAndWriteValues(definitionsDialog) {\n        definitionsDialog.valueList.forEach((newRow, i) => {\n            this.valueList[i] = newRow;\n        });\n        this.numberOfRows = 5;\n        for (var i = 0; i < definitionsDialog.valueList.length - 5; i++) {\n            this.addRow();\n            this.valueList.pop();\n        }\n        this.printValueList();\n    }\n\n    clearValues() {\n        while (this.valueList.length > 0) {\n            this.removeRow(this.valueList.length - 1);\n        }\n        for (let i = 0; i < 5; i++) {\n            this.addRow();\n        }\n    }\n\n    clearDistribution(i) {\n        var wrapper = d3.select('#table-chart-' + i);\n        wrapper.select('svg').remove();\n    }\n\n    printValueList() {\n        var self = this;\n        self.valueList.map((row, i) => {\n            document.getElementById(`variable-name-${i}`).value = row.name;\n            document.getElementById(`variable-value-${i}`).value = row.value\n                ? self.formatNumber(row.value)\n                : '';\n            document.getElementById(`variable-extreme-low-${i}`).value = row.low\n                ? self.formatNumber(row.low)\n                : '';\n            document.getElementById(`variable-extreme-high-${i}`).value =\n                row.high ? self.formatNumber(row.high) : '';\n        });\n        for (var i = 0; i < self.valueList.length; i++) {\n            self.updatePercentage(i);\n        }\n        self.updateDistributions();\n    }\n\n    update(force = false) {\n        if (!force && !this.isVisible()) {\n            return;\n        }\n\n        let scopeType = 'global';\n        let labelSuffix = '';\n        if (this.definitionsSourceObject instanceof model.Node) {\n            scopeType = 'node';\n            let name = this.definitionsSourceObject.name;\n            if (name) {\n                labelSuffix += ' (' + name + ')';\n            }\n        }\n    }\n\n    printError(text, i) {\n        const row = document.getElementById('table-row-' + i);\n        row.classList.add('error');\n        const errorText = document.getElementById('table-error-text');\n        errorText.style.display = 'block';\n        errorText.innerHTML = text;\n    }\n\n    removeError() {\n        var markedRow = document.querySelector('tr.error');\n        if (markedRow) markedRow.classList.remove('error');\n        const errorText = document.getElementById('table-error-text');\n        errorText.style.display = 'none';\n    }\n\n    isValidName(name, i) {\n        if (name == '') {\n            if (!this.isEmptyRow(this.valueList[i], false)) {\n                this.printError(\n                    'A variable with values must have a name. Changes not made.',\n                    i,\n                );\n                return false;\n            }\n        } else {\n            if (!this.isLetter(name.charAt(0))) {\n                this.printError(\n                    'Variable name must start with a letter. Changes not made.',\n                    i,\n                );\n                return false;\n            }\n        }\n        if (this.hasWhiteSpace(name)){\n            this.printError(\n                'A variable name cannot contain spaces. Changes not made.',\n                i,\n            );\n            return false;\n        }\n\n        if (this.isDuplicateName(name, i)) {\n            this.printError(\n                'Two variables cannot have the same name. Changes not made.',\n                i,\n            );\n            return false;\n        }\n        return true;\n    }\n\n    hasWhiteSpace(s) {\n        return /\\s/g.test(s);\n      }\n\n    isValidValue(value, i) {\n        if (value == '') return true;\n        var row = this.valueList[i];\n        if (isNaN(value) || !Number.isInteger(parseFloat(value))) {\n            this.printError(\n                \"'Value' must be an integer if set. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.high != null && row.high < parseFloat(value)) {\n            this.printError(\n                \"'Base value' must be lower than or equal to 'high'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.low != null && row.low > parseFloat(value)) {\n            this.printError(\n                \"'Base value' must be higher than or equal to 'low'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        return true;\n    }\n\n    isValidHigh(high, i) {\n        if (high == '') return true;\n        var row = this.valueList[i];\n        if (isNaN(high) || !Number.isInteger(parseFloat(high))) {\n            this.printError(\n                \"'High' must be an integer if set. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.value != '' && parseFloat(high) < parseFloat(row.value)) {\n            this.printError(\n                \"'High' must be higher than or equal to 'Base case'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.low != null && parseFloat(high) < row.low) {\n            this.printError(\n                \"'High' must be higher than or equal to 'Low'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        return true;\n    }\n\n    isValidLow(low, i) {\n        if (low == '') return true;\n        var row = this.valueList[i];\n        if (isNaN(low) || !Number.isInteger(parseFloat(low))) {\n            this.printError(\n                \"'Low' must be an integer if set. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.value != '' && parseFloat(low) > parseFloat(row.value)) {\n            this.printError(\n                \"'Low' must be lower than or equal to 'Base case'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        if (row.high != null && row.high < parseFloat(low)) {\n            this.printError(\n                \"'Low' must be lower than or equal to 'High'. Changes not made.\",\n                i,\n            );\n            return false;\n        }\n        return true;\n    }\n\n    isDuplicateName(name, i) {\n        return this.valueList.some((r, j) => name == r.name && i != j);\n    }\n\n    isEmptyRow(row, checkName = true) {\n        if (checkName)\n            return (\n                !row.name && !row.value && row.high == null && row.low == null\n            );\n        return !row.value && row.high == null && row.low == null;\n    }\n\n    isLetter(c) {\n        return c.toLowerCase() != c.toUpperCase();\n    }\n\n    removeRow(i) {\n        let treeEdges = this.app.dataModel.edges;\n        treeEdges.map((edge) => {\n            if (edge.payoff[0] == this.valueList[i].name) {\n                edge.setPayoff('');\n            }\n        });\n        this.updateDistributions();\n        if (this.changeCallback)\n            this.changeCallback(this.getString(this.valueList));\n        this.valueList.splice(i, 1);\n        const lastRow = document.getElementById(\n            `table-row-${this.numberOfRows - 1}`,\n        );\n        lastRow.remove();\n        this.numberOfRows -= 1;\n        this.printValueList();\n    }\n\n    printVariables(scope) {\n        var html = Templates.get('evaluatedVariables', {\n            scopeVariables: Utils.getVariablesAsList(scope),\n        });\n        console.log(html);\n\n        this.variableValuesContainer.html(html);\n    }\n\n    getValue(value, name) {\n        if (isNaN(value)) {\n            return this.definitionsSourceObject.expressionScope[name];\n        }\n        return parseFloat(value);\n    }\n\n    printLineChart(valueItem, i) {\n        //Remove old svg's\n        var wrapper = d3.select('#table-chart-' + i);\n        wrapper.select('svg').remove();\n\n        const chartWidth = 600;\n        const chartHeight = 48;\n\n        const svg = wrapper\n            .append('svg')\n            .attr('height', chartHeight)\n            .attr('width', chartWidth);\n        this.drawDistribution(valueItem, chartWidth, chartHeight, svg);\n    }\n\n    updateDistributions() {\n        if (\n            this.definitionsSourceObject &&\n            !this.definitionsSourceObject.$codeError\n        ) {\n            for (var i = 0; i < this.valueList.length; i++) {\n                if (this.canPrintDistribution(this.valueList[i])) {\n                    this.printLineChart(this.valueList[i], i);\n                } else {\n                    var wrapper = d3.select('#table-chart-' + i);\n                    wrapper.select('svg').remove();\n                }\n            }\n        }\n    }\n\n    getMaxAndMinValue() {\n        var max = 1;\n        var min = -1;\n        for (var i = 0; i < this.valueList.length; i++) {\n            const isnum = /^-?\\d+$/.test(this.valueList[i].value);\n            // console.log(\"is num?\", this.valueList[i].value, isnum)\n\n            if (!isnum) {\n                max =\n                    this.definitionsSourceObject.expressionScope[\n                        this.valueList[i].name\n                    ] > max\n                        ? this.definitionsSourceObject.expressionScope[\n                              this.valueList[i].name\n                          ]\n                        : max;\n                min =\n                    this.definitionsSourceObject.expressionScope[\n                        this.valueList[i].name\n                    ] < min\n                        ? this.definitionsSourceObject.expressionScope[\n                              this.valueList[i].name\n                          ]\n                        : min;\n            } else {\n                let value = parseFloat(this.valueList[i].value);\n                max = value > max ? value : max;\n                min = value < min ? value : min;\n            }\n            if (this.valueList[i].high) {\n                max = Math.max(this.valueList[i].high, max);\n                min = Math.min(this.valueList[i].high, min);\n            }\n            if (this.valueList[i].low) {\n                max = Math.max(this.valueList[i].low, max);\n                min = Math.min(this.valueList[i].low, min);\n            }\n        }\n        return { max: max, min: min };\n    }\n\n    drawDistribution(valueItem, chartWidth, chartHeight, svg) {\n        const maxmin = this.getMaxAndMinValue();\n        const value = this.getValue(valueItem.value, valueItem.name);\n        var points;\n        var isPositive = true;\n        var fillOpacity = 1;\n        var lineFunc = d3.line();\n\n        var scaleX = d3\n            .scaleLinear()\n            .domain([maxmin.min * 1.1, maxmin.max * 1.1])\n            .range([0, chartWidth]);\n\n        // add zero on x axis\n        if (maxmin.min != -1) {\n            var zeroX = scaleX(0);\n            svg.append('path')\n                .attr(\n                    'd',\n                    lineFunc([\n                        [zeroX, 0],\n                        [zeroX, chartHeight + 2],\n                    ]),\n                )\n                .attr('stroke', '#c0c0c0');\n        }\n\n        if (valueItem.distribution === 'constant') {\n            isPositive = value > 0;\n            const x = scaleX(value);\n            points = [\n                [x, chartHeight * 0.2],\n                [x, chartHeight],\n            ];\n        } else {\n            const graphWidth = (valueItem.high - valueItem.low) / maxmin.max;\n            // set height on graph depending on width\n            const height =\n                graphWidth > 0.5\n                    ? chartHeight * 0.6\n                    : graphWidth > 0.2\n                    ? chartHeight * 0.4\n                    : chartHeight * 0.2;\n\n            const left = scaleX(valueItem.low);\n            const right = scaleX(valueItem.high);\n\n            if (valueItem.distribution === 'uniform') {\n                isPositive = (valueItem.high + valueItem.low) / 2 > 0;\n                fillOpacity = isPositive\n                    ? (valueItem.high + valueItem.low) / 2 / maxmin.max\n                    : (valueItem.high + valueItem.low) / 2 / maxmin.min;\n                points = [\n                    [left, chartHeight],\n                    [left, height],\n                    [right, height],\n                    [right, chartHeight],\n                ];\n            } else {\n                isPositive = value > 0;\n                fillOpacity = isPositive\n                    ? value / maxmin.max\n                    : value / maxmin.min;\n                points = [\n                    [left, chartHeight],\n                    [scaleX(value), height],\n                    [right, chartHeight],\n                ];\n            }\n        }\n        svg.append('path')\n            .attr('d', lineFunc(points))\n            .attr('stroke', isPositive ? ChartPositive : ChartNegative)\n            .attr('fill', isPositive ? ChartPositive : ChartNegative);\n        // .attr('fill-opacity', Math.max(0.3, fillOpacity));\n    }\n\n    setDistributionType(i) {\n        let row = this.valueList[i];\n        if (this.rowHasAllValues(row)) {\n            this.valueList[i].distribution = 'triangular';\n        } else if (\n            row.name &&\n            (row.high || row.high == 0) &&\n            (row.low || row.low == 0)\n        ) {\n            this.valueList[i].distribution = 'uniform';\n        } else if (row.name && row.value) {\n            this.valueList[i].distribution = 'constant';\n        }\n    }\n\n    addEventListenerForValue(valueField) {\n        var self = this;\n        valueField.addEventListener('change', function () {\n            var i = this.id.split('-').pop();\n            let newValue = self.unFormatNumber(this.value);\n            self.removeError();\n            if (!self.isValidValue(newValue, i)) {\n                this.value = self.formatNumber(self.valueList[i].value);\n                return;\n            }\n            self.valueList[i].value = newValue;\n            this.value = self.formatNumber(newValue);\n            self.updatePercentage(i);\n            if (self.changeCallback) {\n                self.app.recompute();\n                self.setDistributionType(i);\n                self.updateDistributions();\n                self.changeCallback(self.getString(self.valueList));\n            }\n        });\n        valueField.addEventListener('focus', function () {\n            if (!this.value) return;\n            this.value = self.unFormatNumber(this.value);\n        });\n        valueField.addEventListener('blur', function () {\n            this.value = self.formatNumber(this.value);\n        });\n    }\n\n    addEventListenerForName(nameField) {\n        var self = this;    \n        nameField.addEventListener('input', function () {\n            var i = this.id.split('-').pop();\n            self.hasWhiteSpace(this.value) ? \n                self.printError(\n                    'A variable name cannot contain spaces.',\n                    i,\n                )\n                : self.removeError()\n        })\n        nameField.addEventListener('change', function () {\n            var i = this.id.split('-').pop();\n            self.removeError();\n            if (!self.isValidName(this.value, i)) {\n                this.value = self.valueList[i].name;\n                return;\n            }\n            if (this.value != '') {\n                let treeEdges = self.app.dataModel.edges;\n                treeEdges.map((edge) => {\n                    if (edge.payoff[0] == self.valueList[i].name) {\n                        edge.setPayoff(this.value);\n                    }\n                });\n            }\n            self.valueList[i].name = this.value;\n            if (self.changeCallback) {\n                self.changeCallback(self.getString(self.valueList));\n                self.setDistributionType(i);\n                self.updateDistributions();\n            }\n        });\n    }\n\n    addEventListenerForHighLow(highLowField) {\n        var self = this;\n        highLowField.addEventListener('change', function () {\n            var i = this.id.split('-').pop();\n            let newValue = self.unFormatNumber(this.value.split(' ')[0]);\n            self.removeError();\n            if (this.id.includes('high')) {\n                if (!self.isValidHigh(newValue, i)) {\n                    this.value = self.valueList[i].high\n                        ? self.formatNumber(self.valueList[i].high)\n                        : null;\n                    return;\n                }\n                self.valueList[i].high =\n                    newValue == '' ? null : parseFloat(newValue);\n            } else {\n                if (!self.isValidLow(newValue, i)) {\n                    this.value = self.valueList[i].low\n                        ? self.formatNumber(self.valueList[i].low)\n                        : null;\n                    return;\n                }\n                self.valueList[i].low =\n                    newValue == '' ? null : parseFloat(newValue);\n            }\n            this.value = self.formatNumber(newValue);\n            self.updatePercentage(i);\n            self.setDistributionType(i);\n            self.updateDistributions();\n            self.changeCallback(self.getString(self.valueList));\n        });\n        highLowField.addEventListener('focus', function () {\n            if (!this.value) return;\n            this.value = self.unFormatNumber(this.value.split(' ')[0]);\n        });\n        highLowField.addEventListener('keyup', function () {\n            //if (!this.value) return;\n            //let newValue = self.unFormatNumber(this.value.split(' ')[0]);\n            //this.value = self.formatNumber(newValue);\n        });\n        highLowField.addEventListener('blur', function () {\n            this.value = self.formatNumber(this.value);\n            var i = this.id.split('-').pop();\n            self.updatePercentage(i);\n        });\n    }\n\n    addEventListenerForKebabMenus(kebabMenus) {\n        var self = this;\n        kebabMenus.addEventListener('click', function () {\n            self.removeError();\n            var parent = this.parentElement;\n            parent.style.display = 'none';\n            setTimeout(function () {\n                parent.removeAttribute('style');\n            }, 500);\n            var list = this.id.split('-');\n            var i = parseInt(list.pop());\n            var action = list.pop();\n\n            Array.prototype.move = function (from, to) {\n                this.splice(to, 0, this.splice(from, 1)[0]);\n            };\n\n            if (action == 'remove') {\n                self.removeRow(i);\n            } else if (action == 'moveup') {\n                if (i != 0) {\n                    self.valueList.move(i, i - 1);\n                    self.printValueList();\n                }\n            } else if (action == 'movedown') {\n                if (i < self.numberOfRows - 1) {\n                    self.valueList.move(i, i + 1);\n                    self.printValueList();\n                }\n            } else if (action == 'insert') {\n                self.addRow();\n                self.valueList.move(self.numberOfRows - 1, i);\n                self.printValueList();\n            }\n        });\n    }\n\n    unFormatNumber(inp) {\n        return inp.replace(/,/g, '');\n    }\n\n    formatNumber(inp) {\n        return inp.toString().replace(/\\B(?=(\\d{3})+(?!\\d))/g, ',');\n    }\n\n    updatePercentage(i) {\n        var row = this.valueList[i];\n        var baseValue = row.value;\n        var lowDisplayed = document.getElementById(`variable-extreme-low-${i}`);\n        var highDisplayed = document.getElementById(\n            `variable-extreme-high-${i}`,\n        );\n        lowDisplayed.value = lowDisplayed.value.split(' ')[0];\n        highDisplayed.value = highDisplayed.value.split(' ')[0];\n\n        if (baseValue && baseValue != 0) {\n            if (row.low) {\n                var lowPercent = (100 * row.low) / baseValue - 100;\n                lowDisplayed.value += ` (${lowPercent.toFixed(1)}%)`;\n            }\n            if (row.high) {\n                var highPercent = (100 * row.high) / baseValue - 100;\n                highDisplayed.value += ` (${highPercent.toFixed(1)}%)`;\n            }\n        }\n    }\n\n    canPrintDistribution(valueItem) {\n        if (\n            valueItem.distribution == 'constant' &&\n            valueItem.value &&\n            valueItem.name\n        )\n            return true;\n        if (\n            valueItem.distribution == 'uniform' &&\n            valueItem.high != null &&\n            valueItem.low != null &&\n            valueItem.name &&\n            valueItem.high > valueItem.low\n        )\n            return true;\n        if (\n            valueItem.distribution == 'triangular' &&\n            this.rowHasAllValues(valueItem) &&\n            this.valuesAreInCorrectOrder(valueItem)\n        )\n            return true;\n        return false;\n    }\n\n    rowHasAllValues(row) {\n        return row.value && row.name && row.low != null && row.high != null;\n    }\n\n    valuesAreInCorrectOrder(valueItem) {\n        let val = valueItem.value;\n        if (isNaN(valueItem.value)) {\n            val = this.definitionsSourceObject.expressionScope[val];\n        }\n        return (\n            valueItem.low <= valueItem.value &&\n            valueItem.value <= valueItem.high\n        );\n    }\n}\n","\nexport class Dialog{\n\n    app;\n\n    container;\n\n    constructor(container,app){\n        this.app = app;\n        this.container=container;\n        this.container.select('.sd-close-modal').on('click', ()=>this.close());\n        this.container.select('.sd-extend-modal').on('click', ()=>this.extend());\n        this.container.select('.sd-shrink-modal').on('click', ()=>this.shrink());\n    }\n\n    open(){\n        this.onOpen();\n        this.container.classed('open', true);\n    }\n    close(){\n        this.container.classed('open', false);\n        this.onClosed();\n    }\n\n    setFullScreen(fullScreen=true){\n        let self = this;\n        this.container.classed('sd-full-screen', fullScreen);\n        setTimeout(function(){ self.onResized() }, 10)\n    }\n\n    extend(){\n        this.setFullScreen();\n    }\n\n    shrink(){\n        this.setFullScreen(false);\n    }\n\n    isVisible(){\n        return this.container.classed('open');\n    }\n\n    onClosed(){\n\n    }\n\n    onOpen(){\n\n    }\n\n    onResized(){\n\n    }\n}\n","import { Dialog } from './dialog';\n\nexport class HelpDialog extends Dialog {\n    constructor(app) {\n        super(app.container.select('#sd-help-dialog'), app);\n    }\n}\n","import {Dialog} from \"./dialog\";\nimport {JobParametersBuilder} from \"../jobs/job-parameters-builder\";\nimport {Utils, log} from \"sd-utils\";\nimport {Templates} from \"../templates\";\nimport {i18n} from \"../i18n/i18n\";\nimport {AppUtils} from \"../app-utils\";\nimport {Tooltip} from \"sd-tree-designer\";\nimport {LoadingIndicator} from \"../loading-indicator\";\nimport {Exporter} from \"../exporter\";\nimport {SensitivityAnalysisJobResultTable} from \"../jobs/sensitivity-analysis-result-table\";\nimport {ProbabilisticSensitivityAnalysisJobResultTable} from \"../jobs/probabilistic-sensitivity-analysis-result-table\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\nimport {TornadoDiagramPlot} from \"../jobs/tornado-diagram-plot\";\nimport {SpiderPlot} from \"../jobs/spider-plot\";\n\nexport class SensitivityAnalysisDialog extends Dialog {\n    computationsManager;\n    jobConfigurationContainer;\n\n    jobConfigurations = [];\n    jobInstanceManager;\n    jobNameToParamValues = {};\n\n    constructor(app) {\n        super(app.container.select('.sd-sensitivity-analysis-dialog'), app);\n        this.computationsManager = this.app.computationsManager;\n        // this.initJobConfigurations();\n\n        this.jobConfigurationContainer = this.container.select(\".sd-sensitivity-analysis-job-configuration\");\n        this.parameterBuilderContainer = this.jobConfigurationContainer.select(\".sd-job-parameters-builder\");\n        this.jobParametersBuilder = new JobParametersBuilder(this.parameterBuilderContainer, 'job', () => this.onJobParametersChanged());\n        this.progressBarContainer = this.container.select(\".sd-job-progress-bar-container\");\n        this.progressBar = this.progressBarContainer.select(\".sd-progress-bar\");\n        this.jobResultsContainer = this.container.select(\".sd-sensitivity-analysis-job-results\");\n        this.jobResultPlotContainer = this.jobResultsContainer.select(\".sd-job-result-plot-container\");\n\n        this.debouncedCheckWarnings = Utils.debounce(()=>this.checkWarnings(), 200);\n\n        this.initButtons();\n        let self = this;\n        document.addEventListener('SilverDecisionsRecomputedEvent', function (data) {\n            if (data.detail === app && self.isVisible()) {\n                self.onOpen();\n            }\n        });\n    }\n\n    onOpen() {\n\n        this.initJobConfigurations();\n        if (!this.jobSelect) {\n            this.initJobSelect();\n        }\n\n        let payoffConf = Utils.cloneDeep(this.app.config.format.payoff1);\n        payoffConf.style = 'decimal';\n        payoffConf.useGrouping = false;\n        this.payoffNumberFormat = new Intl.NumberFormat('en', payoffConf);\n        // this.payoffNumberFormat = {\n        //     format: v => this.app.computationsManager.expressionEngine.constructor.toFloat(v, payoffConf.maximumFractionDigits)\n        // }\n\n        this.clear();\n    }\n\n    onClosed() {\n        this.clear();\n        if (!this.jobInstanceManager) {\n            return;\n        }\n        this.jobInstanceManager.terminate();\n    }\n\n\n\n    onJobSelected(jobConfig) {\n\n        this.clearWarnings();\n        this.selectedJobConfig = jobConfig;\n        if (!jobConfig) {\n            return;\n        }\n        this.jobSelect.node().value = jobConfig.jobName;\n        let jobName = this.selectedJobConfig.jobName;\n        this.job = this.computationsManager.getJobByName(jobName);\n\n        var jobParamsValues = this.jobNameToParamValues[jobName] || {};\n\n        this.setJobParamsValues(jobParamsValues)\n    }\n\n    refreshSelectedJobConfig() {\n        if (this.selectedJobConfig) {\n            this.selectedJobConfig = Utils.find(this.jobConfigurations, (c)=>c.jobName === this.selectedJobConfig.jobName);\n        }\n    }\n\n    setJobParamsValues(jobParamsValues, deleteId = true) {\n        if(!this.job){\n            return;\n        }\n        this.refreshSelectedJobConfig();\n\n        if(deleteId){\n            delete jobParamsValues.id;\n        }\n        this.jobParameters = this.job.createJobParameters(jobParamsValues);\n\n        this.jobNameToParamValues[this.job.name] = this.jobParameters.values;\n\n        this.jobParametersBuilder.setJobParameters(this.job.name, this.jobParameters, this.selectedJobConfig.customParamsConfig);\n    }\n\n    onJobParametersChanged() {\n        this.debouncedCheckWarnings();\n\n    }\n\n    getGlobalVariableNames() {\n        return this.app.dataModel.getGlobalVariableNames(true);\n    }\n\n    initJobConfigurations() {\n        let self = this;\n        this.jobConfigurations.length = 0;\n        let ExpressionEngine = this.app.expressionEngine.constructor;\n        let customVariablesValidator = values => {\n            var isValidArray = [];\n\n            var names = [];\n            values.forEach((v, i)=>{\n                let isVariableInGlobalScope = self.app.dataModel.expressionScope.hasOwnProperty(v.name);\n                var valid = names.indexOf(v.name)<0 && isVariableInGlobalScope;\n                names.push(v.name);\n                isValidArray.push(valid);\n            });\n\n            return isValidArray;\n        };\n\n        let largeScenariosNumberWarning = {\n            name: 'largeScenariosNumber',\n            data: {\n                number: 10000,\n                numberFormatted: \"10,000\"\n            },\n            check: function (jobParameters) { // called with this set to warning config object\n                let combinations = jobParameters.values.variables.map(v => v.length).reduce((a, b) => a * (b || 1), 1);\n                return combinations > this.data.number\n            }\n        };\n        this.jobConfigurations.push({\n            jobName: 'sensitivity-analysis',\n            customParamsConfig: {\n                'id': {\n                    // value: undefined, //leave default,\n                    hidden: true\n                },\n                'failOnInvalidTree': {\n                    value: true,\n                    hidden: true\n                },\n                'ruleName': {\n                    value: this.computationsManager.getCurrentRule().name,\n                    hidden: true\n                },\n                variables: {\n                    name: {\n                        options: this.getGlobalVariableNames()\n                    },\n                    _derivedValues:[\n                        {\n                            name: \"step\",\n                            value: (variable) => {\n                                if (variable.max === undefined || variable.max === null) {\n                                    return \"\";\n                                }\n                                if (variable.min === undefined || variable.min === null) {\n                                    return \"\";\n                                }\n                                if (variable.length === undefined || variable.length === null || variable.length < 2) {\n                                    return \"\";\n                                }\n                                if (variable.min > variable.max) {\n                                    return \"\"\n                                }\n\n                                try {\n                                    return ExpressionEngine.toFloat(ExpressionEngine.divide(ExpressionEngine.subtract(variable.max, variable.min), variable.length-1))\n                                }catch(e){\n                                    return \"\";\n                                }\n                            }\n                        }\n\n                    ],\n                    customValidator: customVariablesValidator\n\n                }\n            },\n            warnings: [\n                largeScenariosNumberWarning,\n                {\n                    name: 'largeParametersNumber',\n                    data: {\n                        number: 2,\n                    },\n                    check: function (jobParameters) { // called with this set to warning config object\n                        return jobParameters.values.variables.length > this.data.number\n                    }\n                }\n            ]\n        });\n\n\n        this.jobConfigurations.push({\n            jobName: 'tornado-diagram',\n            customParamsConfig: {\n                'id': {\n                    // value: undefined, //leave default,\n                    hidden: true\n                },\n                'failOnInvalidTree': {\n                    value: true,\n                    hidden: true\n                },\n                'ruleName': {\n                    value: this.computationsManager.getCurrentRule().name,\n                    hidden: true\n                },\n                variables: {\n                    name: {\n                        options: this.getGlobalVariableNames()\n                    },\n                    _derivedValues:[\n                        {\n                            name: \"defaultValue\",\n                            value: (variable)=>{\n                                if(!variable.name) {\n                                    return \"\";\n                                }\n\n                                try{\n                                    return ExpressionEngine.toFloat(this.app.dataModel.expressionScope[variable.name])\n                                }catch(e){\n                                    return \"\";\n                                }\n                            }\n                        },\n                        {\n                            name: \"step\",\n                            value: (variable) => {\n                                if (variable.max === undefined || variable.max === null) {\n                                    return \"\";\n                                }\n                                if (variable.min === undefined || variable.min === null) {\n                                    return \"\";\n                                }\n                                if (variable.length === undefined || variable.length === null || variable.length < 2) {\n                                    return \"\";\n                                }\n                                if (variable.min > variable.max) {\n                                    return \"\"\n                                }\n\n                                try{\n                                    return ExpressionEngine.toFloat(ExpressionEngine.divide(ExpressionEngine.subtract(variable.max, variable.min), variable.length-1))\n                                }catch(e){\n                                    return \"\";\n                                }\n                            }\n                        }\n\n                    ],\n                    customValidator: (values)=>{\n                        let isValidNameArray = customVariablesValidator(values);\n\n                        return values.map((v, i)=>{\n                            if(!isValidNameArray[i]){\n                                return false;\n                            }\n\n                            if (!v.name || v.min === undefined || v.min === null || v.max === undefined || v.max === null) {\n                                return false;\n                            }\n\n                            let defVal = self.app.dataModel.expressionScope[v.name];\n                            return v.min < defVal && v.max >  defVal;\n                        });\n                    }\n\n                }\n            },\n            warnings: [{\n                name: 'largeScenariosNumber',\n                data: {\n                    number: 10000,\n                    numberFormatted: \"10,000\"\n                },\n                check: function (jobParameters) { // called with this set to warning config object\n                    let combinations = jobParameters.values.variables.map(v => v.length).reduce((a, b) => a + b, 0);\n                    return combinations > this.data.number\n                }\n            }]\n        });\n\n        this.jobConfigurations.push({\n            jobName: 'probabilistic-sensitivity-analysis',\n            customParamsConfig: {\n                'id': {\n                    hidden: true\n                },\n                'failOnInvalidTree': {\n                    value: true,\n                    hidden: true\n                },\n                'ruleName': {\n                    value: this.computationsManager.getCurrentRule().name,\n                    hidden: true\n                },\n                variables: {\n                    name: {\n                        options: this.getGlobalVariableNames()\n                    },\n                    formula:{\n                        options: ExpressionEngine.randomMenuList,\n                        optionsAutocomplete: true\n                    },\n                    customValidator: customVariablesValidator\n                }\n            },\n            warnings: [largeScenariosNumberWarning]\n        });\n\n        this.jobConfigurations.push({\n            jobName: 'spider-plot',\n            customParamsConfig: {\n                'id': {\n                    // value: undefined, //leave default,\n                    hidden: true\n                },\n                'failOnInvalidTree': {\n                    value: true,\n                    hidden: true\n                },\n                'ruleName': {\n                    value: this.computationsManager.getCurrentRule().name,\n                    hidden: true\n                },\n                variables: {\n                    name: {\n                        options: this.getGlobalVariableNames()\n                    },\n                    _derivedValues:[\n                        {\n                            name: \"defaultValue\",\n                            value: (variable)=>{\n                                if(!variable.name) {\n                                    return \"\";\n                                }\n\n                                try{\n                                    return ExpressionEngine.toFloat(this.app.dataModel.expressionScope[variable.name])\n                                }catch(e){\n                                    return \"\";\n                                }\n                            }\n                        }\n\n                    ],\n                    customValidator: customVariablesValidator\n                }\n            },\n            warnings: [{\n                name: 'largeScenariosNumber',\n                data: {\n                    number: 10000,\n                    numberFormatted: \"10,000\"\n                },\n                check: function (jobParameters) { // called with this set to warning config object\n                    let combinations = jobParameters.values.length * jobParameters.values.variables.length;\n                    return combinations > this.data.number\n                }\n            }]\n        });\n\n    }\n\n\n    checkWarnings() {\n        this.clearWarnings();\n        if (!this.selectedJobConfig.warnings) {\n            return;\n        }\n\n        this.selectedJobConfig.warnings.forEach(warnConf=> {\n            if (warnConf.check.call(warnConf, this.jobParameters)) {\n                this.addWarning(warnConf);\n            }\n        })\n    }\n\n    clearWarnings() {\n        this.container.select(\".sd-sensitivity-analysis-warnings\").selectAll(\"*\").remove();\n    }\n\n    addWarning(warnConf) {\n        let msg = i18n.t(\"job.\" + this.job.name + \".warnings.\" + warnConf.name, warnConf.data);\n\n        var msgHTML = Templates.get(\"warningMessage\", {\n            message: msg\n        });\n        this.container.select(\".sd-sensitivity-analysis-warnings\").appendSelector(\"div.sd-sensitivity-analysis-warning\").html(msgHTML);\n    }\n\n    initJobSelect() {\n        var self = this;\n        this.jobSelect = this.container.select(\".sd-job-select-input-group\").html(Templates.get(\"selectInputGroup\", {\n            id: Utils.guid(),\n            label: null,\n            name: \"sd-job-select\",\n            options: this.jobConfigurations.map(c=>({\n                label: i18n.t(\"job.\" + c.jobName + \".name\"),\n                value: c.jobName\n            }))\n        })).select(\"select\").on('change input', function (d) {\n            self.onJobSelected(Utils.find(self.jobConfigurations, c=>c.jobName === this.value))\n        });\n    }\n\n    initResultTable(result) {\n        let config = {\n            onRowSelected: (rows, indexes, e)=> this.onResultRowSelected(rows, indexes, e),\n            className: \"sd-\" + this.job.name\n        };\n        if (this.resultTable) {\n            this.resultTable.clear();\n            this.resultTable.setClassName(\"sd-\" + this.job.name);\n            this.resultTable.hide();\n        }\n\n        if (this.job.name == \"sensitivity-analysis\") {\n            this.resultTable = new SensitivityAnalysisJobResultTable(this.jobResultsContainer.select(\".sd-job-result-table-container\"), config);\n            this.resultTable.setData(result, this.jobParameters, this.job);\n            this.resultTable.show();\n        } else if (this.job.name == \"probabilistic-sensitivity-analysis\") {\n            this.resultTable = new ProbabilisticSensitivityAnalysisJobResultTable(this.jobResultsContainer.select(\".sd-job-result-table-container\"), config, (v) => this.payoffNumberFormat.format(v), (v) => this.app.probabilityNumberFormat.format(v));\n            this.resultTable.setData(result, this.jobParameters, this.job);\n            this.resultTable.show();\n\n        }\n\n\n    }\n\n    disableActionButtonsAndShowLoadingIndicator(disable = true) {\n        if (disable) {\n            LoadingIndicator.show();\n        } else {\n            LoadingIndicator.hide();\n        }\n        this.container.select('.sd-sensitivity-analysis-action-buttons').selectAll('button').attr('disabled', disable ? 'disabled' : undefined)\n    }\n\n    initButtons() {\n        this.runJobButton = this.container.select(\".sd-run-job-button\").on('click', ()=> {\n            if (!this.jobParametersBuilder.validate()) {\n                return;\n            }\n            this.disableActionButtonsAndShowLoadingIndicator();\n            this.checkWarnings();\n\n            this.computationsManager.runJobWithInstanceManager(this.job.name, this.jobParameters.values, {\n                onJobStarted: this.onJobStarted,\n                onJobCompleted: this.onJobCompleted,\n                onJobFailed: this.onJobFailed,\n                onJobStopped: this.onJobStopped,\n                onJobTerminated: this.onJobTerminated,\n                onProgress: this.onProgress,\n                callbacksThisArg: this\n            }).then(jobInstanceManager=> {\n                this.jobInstanceManager = jobInstanceManager;\n            }).catch(e=> {\n                log.error(e);\n            }).then(()=> {\n                this.disableActionButtonsAndShowLoadingIndicator(false);\n            })\n\n        });\n\n        this.resumeJobButton = this.container.select(\".sd-resume-job-button\").on('click', ()=> {\n            if (!this.jobInstanceManager) {\n                return;\n            }\n            this.disableActionButtonsAndShowLoadingIndicator();\n            this.jobInstanceManager.resume();\n        });\n\n        this.stopJobButton = this.container.select(\".sd-stop-job-button\").on('click', ()=> {\n            if (!this.jobInstanceManager) {\n                return;\n            }\n            this.disableActionButtonsAndShowLoadingIndicator();\n            this.jobInstanceManager.stop();\n        });\n\n        this.terminateJobButton = this.container.select(\".sd-terminate-job-button\").on('click', ()=> {\n            if (!this.jobInstanceManager) {\n                return;\n            }\n            this.terminateJob();\n        });\n\n        this.backButton = this.container.select(\".sd-back-button \").on('click', ()=> {\n            if (this.jobInstanceManager) {\n                this.jobInstanceManager.terminate();\n            }\n\n        });\n\n        this.downloadCsvButtons = this.container.select(\".sd-download-csv-button \").on('click', ()=> {\n            this.downloadCSV();\n        });\n\n        this.clearButton = this.container.select(\".sd-clear-button \").on('click', ()=> {\n            this.clear(true);\n        });\n    }\n\n    loadSavedParamValues(jobNameToParamValues){\n        this.jobNameToParamValues = jobNameToParamValues;\n        this.selectedJobConfig = null;\n        this.jobParameters = null;\n    }\n\n\n    clear(clearParams = false, clearAllParams = false) {\n        this.clearResults();\n        this.clearWarnings();\n        this.setProgress(0);\n        this.markAsError(false);\n\n        if (!this.selectedJobConfig) {\n            this.onJobSelected(this.jobConfigurations[0]);\n        }\n\n        if(clearAllParams){\n            Utils.forOwn(this.jobNameToParamValues, (value, key)=> this.jobNameToParamValues[key] = {})\n        }\n\n        let globalVariableNames = this.getGlobalVariableNames();\n        Utils.forOwn(this.jobNameToParamValues, (value, key)=> {\n            let paramValues = value;\n            if(clearAllParams){\n                paramValues = {}\n            }else if(paramValues.variables){\n                paramValues.variables = paramValues.variables.filter(v=>globalVariableNames.indexOf(v.name)!==-1);\n                if(!paramValues.variables.length){\n                    paramValues.variables.push({})\n                }\n            }\n\n            this.jobNameToParamValues[key] = paramValues;\n        });\n\n        if (this.job) {\n            if (clearParams) {\n                this.jobNameToParamValues[this.job.name] = {};\n                this.setJobParamsValues({});\n            } else {\n                this.jobParameters.values.ruleName = this.computationsManager.getCurrentRule().name;\n                this.setJobParamsValues(this.jobParameters.values);\n            }\n        }\n\n\n        AppUtils.show(this.jobConfigurationContainer);\n        AppUtils.show(this.runJobButton);\n        AppUtils.show(this.clearButton);\n\n        AppUtils.hide(this.resumeJobButton);\n        AppUtils.hide(this.progressBarContainer);\n        AppUtils.hide(this.stopJobButton);\n        AppUtils.hide(this.downloadCsvButtons);\n        AppUtils.hide(this.terminateJobButton);\n        AppUtils.hide(this.jobResultsContainer);\n        AppUtils.hide(this.backButton);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n    }\n\n    clearResults() {\n        if (this.resultTable) {\n            this.resultTable.clear();\n            this.resultTable.hide();\n\n        }\n        if(this.resultPlots){\n            this.resultPlots.forEach(p=>p.destroy())\n            this.jobResultPlotContainer.selectAll(\"*\").remove();\n        }\n    }\n\n    onJobStarted() {\n        AppUtils.hide(this.jobConfigurationContainer);\n        AppUtils.hide(this.runJobButton);\n        AppUtils.hide(this.resumeJobButton);\n        AppUtils.hide(this.backButton);\n        AppUtils.hide(this.clearButton);\n        AppUtils.hide(this.downloadCsvButtons);\n\n        AppUtils.show(this.progressBarContainer);\n        AppUtils.show(this.stopJobButton);\n        AppUtils.show(this.terminateJobButton);\n\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.onProgress(this.jobInstanceManager ? this.jobInstanceManager.progress : null);\n\n    }\n\n\n    onJobCompleted(result) {\n        AppUtils.show(this.jobResultsContainer);\n        AppUtils.show(this.backButton);\n        AppUtils.show(this.downloadCsvButtons);\n\n        AppUtils.hide(this.progressBarContainer);\n        AppUtils.hide(this.stopJobButton);\n        AppUtils.hide(this.terminateJobButton);\n        AppUtils.hide(this.clearButton);\n\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.displayResult(result)\n    }\n\n    displayResult(result) {\n        log.debug(result);\n        this.result = result;\n        this.initResultTable(result);\n\n        this.initResultPlots(result);\n\n\n\n    }\n\n    initResultPlots(result) {\n\n\n        if (this.job.name === \"tornado-diagram\") {\n            this.initTornadoResultPlots(result);\n        } else if (this.job.name === \"spider-plot\") {\n            this.initSpiderResultPlots(result);\n        }\n\n\n\n    }\n\n    initTornadoResultPlots(result) {\n        let self = this;\n        this.resultPlots = [];\n\n        result.policies.forEach((policy, index) => {\n\n            let container = this.jobResultPlotContainer.selectOrAppend(\"div.sd-result-plot-container-\"+index);\n            let config = {\n                policyIndex: index,\n                maxWidth: self.app.config.leagueTable.plot.maxWidth,\n            };\n\n            let resultPlot = new TornadoDiagramPlot(container.node(), result, config);\n            this.resultPlots.push(resultPlot);\n\n            setTimeout(function () {\n                resultPlot.init()\n            }, 100)\n        });\n\n    }\n\n    initSpiderResultPlots(result) {\n        let self = this;\n        this.resultPlots = [];\n\n        result.policies.forEach((policy, index) => {\n\n            let container = this.jobResultPlotContainer.selectOrAppend(\"div.sd-result-plot-container-\"+index);\n            let config = {\n                policyIndex: index,\n                maxWidth: self.app.config.leagueTable.plot.maxWidth,\n            };\n\n            let resultPlot = new SpiderPlot(container.node(), result, config);\n            this.resultPlots.push(resultPlot);\n\n            setTimeout(function () {\n                resultPlot.init()\n            }, 100)\n        });\n\n    }\n\n    onResized() {\n        if (this.resultPlots) {\n            this.resultPlots.forEach(p=>p.init());\n\n        }\n    }\n\n    terminateJob() {\n        this.disableActionButtonsAndShowLoadingIndicator();\n        this.jobInstanceManager.terminate();\n    }\n\n    onJobFailed(errors) {\n        AppUtils.hide(this.stopJobButton);\n        AppUtils.hide(this.backButton);\n        AppUtils.hide(this.downloadCsvButtons);\n        AppUtils.hide(this.clearButton);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.markAsError();\n        var self = this;\n        setTimeout(function () {\n            var errorMessage = \"\";\n            errors.forEach((e, i)=> {\n                if (i) {\n                    errorMessage += \"\\n\\n\";\n                }\n\n                let msgKeyBase = \"job.\" + self.job.name + \".errors.\";\n                let msgKey = msgKeyBase + e.message;\n                let msg = i18n.t(msgKey, e.data);\n                if (msg === msgKey) {\n                    msg = i18n.t(\"job.errors.generic\", e);\n                }\n\n                errorMessage += msg;\n                if (e.data && e.data.variables) {\n                    Utils.forOwn(e.data.variables, (value, key)=> {\n                        errorMessage += \"\\n\";\n                        errorMessage += key + \" = \" + value;\n                    })\n                }\n            });\n\n            alert(errorMessage);\n            self.terminateJob();\n        }, 10);\n\n    }\n\n    markAsError(error = true) {\n        this.container.classed('sd-job-error', error);\n    }\n\n    onJobStopped() {\n        AppUtils.hide(this.stopJobButton);\n        AppUtils.show(this.resumeJobButton);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n\n    }\n\n    onJobTerminated() {\n        this.clear();\n    }\n\n    onProgress(progress) {\n        this.setProgress(progress)\n    }\n\n    setProgress(progress) {\n        var percents = 0;\n        var value = \"0%\";\n        if (progress) {\n            value = progress.current + \" / \" + progress.total;\n            percents = progress.current * 100 / progress.total;\n        }\n\n        this.progressBar.style(\"width\", percents + \"%\");\n        this.progressBar.html(value)\n    }\n\n\n    onResultRowSelected(rows, indexes, event) {\n\n        if (!rows.length) {\n            return;\n        }\n\n        let policyIndexes = rows.map(r=>r.policyIndex).filter((value, index, self)=>self.indexOf(value) === index);\n\n        if (policyIndexes.length > 1) {\n            Tooltip.show(i18n.t('jobResultTable.tooltip.multiplePoliciesInCell', {number: policyIndexes.length}), 5, 28, event, 2000);\n            return;\n        }\n\n\n        let policy = this.result.policies[policyIndexes[0]];\n        let title = Policy.toPolicyString(policy, false);\n\n        if(rows.length==1){\n\n            let row = rows[0];\n            if(row.variables){\n                title = '';\n                this.result.variableNames.forEach((v, i)=>{\n                    if(i){\n                        title += \"; \"\n                    }\n                    title += v + \" = \" + row.variables[i];\n                });\n            }\n        }\n\n        this.app.showPolicyPreview(title, policy, ()=> {\n            this.resultTable.clearSelection();\n        });\n\n    }\n\n    downloadCSV() {\n        Exporter.saveAsCSV(this.getRows())\n    }\n\n    getRows() {\n        var params = Utils.cloneDeep(this.jobParameters.values);\n        params.extendedPolicyDescription = false;\n        return this.job.jobResultToCsvRows(this.result, this.job.createJobParameters(params));\n    }\n\n\n}\n","import * as d3 from '../d3'\nimport {Dialog} from './dialog'\nimport {i18n} from \"../i18n/i18n\";\nimport {Templates} from \"../templates\";\nimport {Utils} from \"sd-utils\";\nimport {AppUtils} from \"../app-utils\";\nimport {InputField} from \"../form/input-field\";\nimport {PathValueAccessor} from \"../form/path-value-accessor\";\n\nexport class SettingsDialog extends Dialog{\n\n    formGroups=[];\n\n    static fontWeightOptions = ['normal', 'bold', 'lighter', 'bolder'];\n    static fontStyleOptions = ['normal', 'italic', 'oblique'];\n\n    constructor(app){\n        super(app.container.select('#sd-settings-dialog'), app);\n\n        var group = new FormGroup('general', ()=> {\n            app.treeDesigner.updateCustomStyles();\n            app.updateNumberFormats();\n        });\n        group\n            .addField('fontFamily', 'text', app.treeDesigner, 'config.fontFamily')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.fontSize')\n            .addSelectField('fontWeight', app.treeDesigner, 'config.fontWeight', SettingsDialog.fontWeightOptions)\n            .addSelectField('fontStyle', app.treeDesigner, 'config.fontStyle', SettingsDialog.fontStyleOptions)\n            .addField('numberFormatLocale', 'text', app, 'config.format.locales', {validate: (v)=>{try{new Intl.NumberFormat(v); return true;}catch (e){return false}}});\n        this.formGroups.push(group);\n\n\n        var payoffGroup = new FormGroup('payoff1', ()=>app.updatePayoffNumberFormat());\n        payoffGroup\n            .addSelectField('style', app, 'config.format.payoff1.style', ['currency', 'decimal'])\n            .addSelectField('currencyDisplay', app, 'config.format.payoff1.currencyDisplay', ['symbol', 'code', 'name'])\n            .addField('currency', 'text', app, 'config.format.payoff1.currency', {validate: (v)=>{try{new Intl.NumberFormat([], {currency:v}); return true;}catch (e){return false}}})\n            .addField('minimumFractionDigits', 'number', app, 'config.format.payoff1.minimumFractionDigits' , {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:v, maximumFractionDigits:app.config.format.payoff1.maximumFractionDigits}); return true;}catch (e){return false}}})\n            .addField('maximumFractionDigits', 'number', app, 'config.format.payoff1.maximumFractionDigits', {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:app.config.format.payoff1.minimumFractionDigits, maximumFractionDigits:v}); return true;}catch (e){return false}}})\n            .addField('useGrouping', 'checkbox', app, 'config.format.payoff1.useGrouping')\n\n        this.formGroups.push(payoffGroup);\n\n        var payoff2Group = new FormGroup('payoff2', ()=>app.updatePayoffNumberFormat());\n        payoff2Group\n            .addSelectField('style', app, 'config.format.payoff2.style', ['currency', 'decimal'])\n            .addSelectField('currencyDisplay', app, 'config.format.payoff2.currencyDisplay', ['symbol', 'code', 'name'])\n            .addField('currency', 'text', app, 'config.format.payoff2.currency', {validate: (v)=>{try{new Intl.NumberFormat([], {currency:v}); return true;}catch (e){return false}}})\n            .addField('minimumFractionDigits', 'number', app, 'config.format.payoff2.minimumFractionDigits' , {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:v, maximumFractionDigits:app.config.format.payoff2.maximumFractionDigits}); return true;}catch (e){return false}}})\n            .addField('maximumFractionDigits', 'number', app, 'config.format.payoff2.maximumFractionDigits', {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:app.config.format.payoff2.minimumFractionDigits, maximumFractionDigits:v}); return true;}catch (e){return false}}})\n            .addField('useGrouping', 'checkbox', app, 'config.format.payoff2.useGrouping')\n\n        this.formGroups.push(payoff2Group);\n\n\n        group = new FormGroup('probability', ()=>{\n            app.updateProbabilityNumberFormat();\n            app.treeDesigner.updateCustomStyles().redraw();\n        });\n        group\n            .addSelectField('style', app, 'config.format.probability.style', ['decimal', 'percent'])\n            .addField('minimumFractionDigits', 'number', app, 'config.format.probability.minimumFractionDigits', {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:v, maximumFractionDigits:app.config.format.probability.maximumFractionDigits}); return true;}catch (e){return false}}})\n            .addField('maximumFractionDigits', 'number', app, 'config.format.probability.maximumFractionDigits', {validate: (v)=>{try{new Intl.NumberFormat([], {minimumFractionDigits:app.config.format.probability.minimumFractionDigits, maximumFractionDigits:v}); return true;}catch (e){return false}}})\n            .addField('fontSize', 'text', app.treeDesigner, 'config.probability.fontSize')\n            .addField('color', 'color', app.treeDesigner, 'config.probability.color');\n        this.formGroups.push(group);\n\n\n        var nodeGroup = new FormGroup('node', ()=>app.treeDesigner.updateCustomStyles().redraw());\n        nodeGroup\n            .addField('strokeWidth', 'text', app.treeDesigner, 'config.node.strokeWidth');\n\n        nodeGroup.addGroup('optimal')\n            .addField('strokeWidth', 'text', app.treeDesigner, 'config.node.optimal.strokeWidth')\n            .addField('stroke', 'color', app.treeDesigner, 'config.node.optimal.stroke');\n\n        nodeGroup.addGroup('label')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.node.label.fontSize')\n            .addField('color', 'color', app.treeDesigner, 'config.node.label.color');\n\n        nodeGroup.addGroup('payoff')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.node.payoff.fontSize')\n            .addField('color', 'color', app.treeDesigner, 'config.node.payoff.color')\n            .addField('negativeColor', 'color', app.treeDesigner, 'config.node.payoff.negativeColor');\n\n        this.formGroups.push(nodeGroup);\n\n        nodeGroup.addGroup('decision')\n            .addField('fill', 'color', app.treeDesigner, 'config.node.decision.fill')\n            .addField('stroke', 'color', app.treeDesigner, 'config.node.decision.stroke')\n            .addField('selected.fill', 'color', app.treeDesigner, 'config.node.decision.selected.fill');\n\n\n        nodeGroup.addGroup('chance')\n            .addField('fill', 'color', app.treeDesigner, 'config.node.chance.fill')\n            .addField('stroke', 'color', app.treeDesigner, 'config.node.chance.stroke')\n            .addField('selected.fill', 'color', app.treeDesigner, 'config.node.chance.selected.fill');\n\n        nodeGroup.addGroup('terminal')\n            .addField('fill', 'color', app.treeDesigner, 'config.node.terminal.fill')\n            .addField('stroke', 'color', app.treeDesigner, 'config.node.terminal.stroke')\n            .addField('selected.fill', 'color', app.treeDesigner, 'config.node.terminal.selected.fill')\n            .addGroup('payoff')\n                .addField('fontSize', 'text', app.treeDesigner, 'config.node.terminal.payoff.fontSize')\n                .addField('color', 'color', app.treeDesigner, 'config.node.terminal.payoff.color')\n                .addField('negativeColor', 'color', app.treeDesigner, 'config.node.terminal.payoff.negativeColor');\n\n\n\n        var edgeGroup = new FormGroup('edge', ()=>app.treeDesigner.updateCustomStyles().redraw())\n            .addField('stroke', 'color', app.treeDesigner, 'config.edge.stroke')\n            .addField('strokeWidth', 'text', app.treeDesigner, 'config.edge.strokeWidth');\n\n        edgeGroup.addGroup('optimal')\n            .addField('strokeWidth', 'text', app.treeDesigner, 'config.edge.optimal.strokeWidth')\n            .addField('stroke', 'color', app.treeDesigner, 'config.edge.optimal.stroke');\n\n        edgeGroup.addGroup('selected')\n            .addField('strokeWidth', 'text', app.treeDesigner, 'config.edge.selected.strokeWidth')\n            .addField('stroke', 'color', app.treeDesigner, 'config.edge.selected.stroke');\n\n        edgeGroup.addGroup('label')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.edge.label.fontSize')\n            .addField('color', 'color', app.treeDesigner, 'config.edge.label.color');\n\n        edgeGroup.addGroup('payoff')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.edge.payoff.fontSize')\n            .addField('color', 'color', app.treeDesigner, 'config.edge.payoff.color')\n            .addField('negativeColor', 'color', app.treeDesigner, 'config.edge.payoff.negativeColor');\n        this.formGroups.push(edgeGroup);\n\n\n        var titleGroup = new FormGroup('diagramTitle', ()=>app.treeDesigner.updateCustomStyles().redraw());\n        titleGroup\n            .addField('fontSize', 'text', app.treeDesigner, 'config.title.fontSize')\n            .addSelectField('fontWeight', app.treeDesigner, 'config.title.fontWeight', SettingsDialog.fontWeightOptions)\n            .addSelectField('fontStyle', app.treeDesigner, 'config.title.fontStyle', SettingsDialog.fontStyleOptions)\n            .addField('color', 'color', app.treeDesigner, 'config.title.color')\n\n        .addGroup('margin')\n            .addField('top', 'number', app.treeDesigner, 'config.title.margin.top')\n            .addField('bottom', 'number', app.treeDesigner, 'config.title.margin.bottom');\n\n        titleGroup\n            .addGroup('description')\n            .addField('show', 'checkbox', app.treeDesigner, 'config.description.show')\n            .addField('fontSize', 'text', app.treeDesigner, 'config.description.fontSize')\n            .addSelectField('fontWeight', app.treeDesigner, 'config.description.fontWeight', SettingsDialog.fontWeightOptions)\n            .addSelectField('fontStyle', app.treeDesigner, 'config.description.fontStyle', SettingsDialog.fontStyleOptions)\n            .addField('color', 'color', app.treeDesigner, 'config.description.color')\n            .addField('marginTop', 'number', app.treeDesigner, 'config.description.margin.top');\n\n        this.formGroups.push(titleGroup);\n\n\n\n        var leagueTableGroup = new FormGroup('leagueTable');\n        leagueTableGroup\n            .addGroup('plot')\n            .addField('maxWidth', 'text', app, 'config.leagueTable.plot.maxWidth')\n            .addField('highlightedColor', 'color', app, 'config.leagueTable.plot.groups.highlighted.color')\n            .addField('highlightedDefaultColor', 'color', app, 'config.leagueTable.plot.groups.highlighted-default.color')\n            .addField('extendedDominatedColor', 'color', app, 'config.leagueTable.plot.groups.extended-dominated.color')\n            .addField('dominatedColor', 'color', app, 'config.leagueTable.plot.groups.dominated.color')\n            .addField('defaultColor', 'color', app, 'config.leagueTable.plot.groups.default.color');\n\n        this.formGroups.push(leagueTableGroup);\n\n\n\n        var otherGroup = new FormGroup('other', ()=>app.treeDesigner.redraw());\n        otherGroup\n            .addField('disableAnimations', 'checkbox', app.treeDesigner, 'config.disableAnimations')\n            .addField('forceFullEdgeRedraw', 'checkbox', app.treeDesigner, 'config.forceFullEdgeRedraw')\n            .addField('hideLabels', 'checkbox', app.treeDesigner, 'config.hideLabels')\n            .addField('hidePayoffs', 'checkbox', app.treeDesigner, 'config.hidePayoffs')\n            .addField('hideProbabilities', 'checkbox', app.treeDesigner, 'config.hideProbabilities')\n            .addField({\n                name: 'raw',\n                type: 'checkbox',\n                config: app.treeDesigner,\n                path: 'config.raw',\n                valueUpdateCallback: ()=>app.onRawOptionChanged()\n            });\n\n        this.formGroups.push(otherGroup);\n\n        this.initView();\n\n    }\n\n    initFormGroups(container, data){\n        var self = this;\n        var temp = {};\n        var formGroups = container.selectAll('div.sd-form-group').filter(function(d) { return this.parentNode==container.node(); }).data(data);\n        var formGroupsEnter = formGroups.enter().appendSelector('div.sd-form-group').attr('id', d=>d.id).html(d=>Templates.get('settingsDialogFormGroup', d));\n        formGroupsEnter.select('.toggle-button').on('click', (d) => {\n            var g = container.select('#'+d.id);\n            g.classed('sd-extended', !g.classed('sd-extended'));\n        });\n\n        var formGroupsMerge = formGroupsEnter.merge(formGroups);\n        var inputGroups = formGroupsMerge.select('  .sd-form-group-content > .sd-form-group-inputs').selectAll('div.input-group').data(d=>d.fields);\n\n\n        var inputGroupsEnter = inputGroups.enter().appendSelector('div.input-group').html(d=>d.type=='select'? Templates.get('selectInputGroup', d):Templates.get('inputGroup', d));\n\n\n        inputGroupsEnter.merge(inputGroups).select('input, select').on('change input', function(d,i){\n            var value = this.value;\n            if(d.type=='checkbox'){\n                value = this.checked\n            }\n            if(d.validator && !d.validator.validate(value)){\n                d3.select(this).classed('invalid', true);\n                if(d3.event.type=='change'){\n                    this.value = d.valueAccessor.get();\n                }\n                return;\n            }\n            d3.select(this).classed('invalid', false);\n\n            d.valueAccessor.set(value);\n            if(d.valueUpdateCallback){\n                d.valueUpdateCallback();\n            }\n            AppUtils.updateInputClass(d3.select(this));\n\n\n        }).each(function(d, i){\n            var value = d.valueAccessor.get();\n            if(d.type=='checkbox'){\n                this.checked = value\n            }else{\n                this.value = value;\n            }\n            temp[i]={};\n            temp[i].pristineVal = value;\n            if(d.validator && !d.validator.validate(value)){\n                d3.select(this).classed('invalid', true);\n            }else{\n                d3.select(this).classed('invalid', false);\n            }\n            AppUtils.updateInputClass(d3.select(this));\n\n        });\n\n        formGroupsMerge.each(function(d){\n            self.initFormGroups(d3.select(this).select('.sd-form-group-content > .sd-form-group-child-groups'), d.groups);\n        });\n    }\n\n    initView() {\n        var temp = {};\n        this.initFormGroups(this.container.select('form#sd-settings-form'), this.formGroups);\n\n    }\n\n    onOpen(){\n        this.initView();\n    }\n\n}\n\nexport class FormGroup{\n    id;\n    name;\n    fields=[];\n    groups=[];\n    valueUpdateCallback;\n\n    constructor(name, valueUpdateCallback){\n        this.id = 'sd-form-group-'+name.replace(/\\./g, '-');\n        this.name = name;\n        this.valueUpdateCallback = valueUpdateCallback;\n    }\n\n    addSelectField(name, config, path, options) {\n        this.addField(name, 'select', config, path, null, options);\n        return this;\n    }\n\n    addField(fieldConfig){\n        if(arguments.length>1){\n            return this._addField(...arguments);\n        }\n\n        return this._addField(fieldConfig['name'], fieldConfig['type'], fieldConfig['config'], fieldConfig['path'], fieldConfig['validator'],\n                                fieldConfig['options'], fieldConfig['valueUpdateCallback'])\n    }\n\n    _addField(name, type, config, path, validator, options, valueUpdateCallback){\n        var fieldId = this.name+\"-\"+name;\n        var label = i18n.t(\"settingsDialog.\"+this.name+\".\"+name);\n        var configInputField = new ConfigInputField(fieldId,fieldId, type,label, config, path, validator, options);\n        if(valueUpdateCallback){\n            configInputField.valueUpdateCallback =  ()=>{\n                this.valueUpdateCallback();\n                valueUpdateCallback();\n            };\n        }else{\n            configInputField.valueUpdateCallback =  this.valueUpdateCallback;\n        }\n\n        this.fields.push(configInputField);\n        return this;\n    }\n\n    addGroup(name){\n        var groupName = this.name+'.'+name;\n        var group = new FormGroup(groupName, this.valueUpdateCallback);\n        this.groups.push(group);\n        return group;\n    }\n}\n\n\nclass ConfigInputField extends InputField{\n    constructor(id, name, type, label, sourceObject, path, validator, options){\n        super(id, name, type, label, new PathValueAccessor(sourceObject, path), validator, options);\n    }\n}\n\n","import {dataURLtoBlob} from \"blueimp-canvas-to-blob\";\nimport {saveAs} from \"file-saver\";\nimport * as d3 from \"./d3\";\nimport {i18n} from \"./i18n/i18n\";\nimport {Utils, log} from \"sd-utils\";\nimport {LoadingIndicator} from \"./loading-indicator\";\n\nexport class Exporter {\n    static saveAs = saveAs;\n    static dataURLtoBlob = dataURLtoBlob;\n    static exportedStyles = [/^font/, /^color/, /^opacity$/];\n    static svgProperties = [/^stroke/, /^fill/, /^text/];\n\n// Below is the function that handlea the actual exporting:\n// getSVGString (svgNode ) and svgString2Image( svgString, width, height, format, callback )\n    static getSvgCloneWithInlineStyles(svgNode) {\n        var svgClone = svgNode.cloneNode(true);\n        appendInlineStyles(svgNode, svgClone);\n\n        function appendInlineStyles(source, target, parentCs) {\n            if (!source) {\n                log.error('Exporter.appendInlineStyles - undefined source!');\n                return false;\n            }\n            var children = source.children;\n            var targetChildren = target.children;\n            if (!source.children) {\n                children = source.childNodes;\n                targetChildren = target.childNodes;\n            }\n\n            if (source.tagName === 'text') {\n                /*\n                 var bBox = source.getBBox();\n                 console.log(source, bBox);\n                 target.setAttribute('y', bBox.y)*/\n            }\n\n\n            var cssStyleText = '';\n            var cs = getComputedStyle(source);\n            if (!cs) {\n                return true;\n            }\n            if (cs.display === 'none') {\n                return false;\n            }\n\n\n            for (let i = 0; i < cs.length; i++) {\n                var styleName = cs.item(i);\n                if (Utils.startsWith(styleName, '-')) {\n                    continue;\n                }\n\n                var propertyValue = cs.getPropertyValue(styleName);\n                if (parentCs) {\n                    if (propertyValue === parentCs.getPropertyValue(styleName)) {\n                        continue;\n                    }\n                }\n\n                if (Exporter.exportedStyles.some(s=>s.test(styleName))) {\n                    cssStyleText += '; ' + styleName + ': ' + propertyValue;\n                } else if (Exporter.svgProperties.some(s=>s.test(styleName))) {\n                    target.setAttribute(styleName, propertyValue);\n                }\n\n            }\n            if (cssStyleText.length) {\n                target.setAttribute(\"style\", cssStyleText);\n            } else {\n                target.removeAttribute(\"style\")\n            }\n\n\n            var toRemove = [];\n            for (let i = 0; i < children.length; i++) {\n                var node = children[i];\n                if (!appendInlineStyles(node, targetChildren[i], cs)) {\n                    toRemove.push(targetChildren[i]);\n                }\n            }\n            toRemove.forEach(n=> {\n                target.removeChild(n)\n            });\n            return true;\n        }\n\n        /*var textElements = svgNode.getElementsByTagName('text')\n         _.each(textElements, function (el) {\n\n\n         var textBBox = el.getBBox();\n         console.log(el,textBBox, el.getBoundingClientRect());\n         _.each(el.getElementsByTagName('tspan'), tspan=>{\n         var tspanBBox = tspan.getBBox();\n         console.log(tspan,tspanBBox, tspan.getBoundingClientRect());\n         })\n\n         // el.style['font-family'] = el.style['font-family'] && el.style['font-family'].split(' ').splice(-1);\n         });*/\n\n\n        svgClone.setAttribute('xlink', 'http://www.w3.org/1999/xlink');\n        return svgClone;\n    }\n\n\n    static getSVGString(svgNode, removeIds=false) {\n        // svgNode = svgNode.cloneNode(true);\n        var svgClone = Exporter.getSvgCloneWithInlineStyles(svgNode);\n\n        var svgString = Exporter.serializeSvgNode(svgClone);\n        // svgString = svgString.replace(/(\\w+)?:?xlink=/g, 'xmlns:xlink=') // Fix root xlink without namespace\n        // svgString = svgString.replace(/NS\\d+:href/g, 'xlink:href') // Safari NS namespace fix\n        svgString = Exporter.sanitizeSVG(svgString, removeIds);\n\n        return svgString;\n    }\n\n    static serializeSvgNode(svgNode) {\n        var serializer = new XMLSerializer();\n        return serializer.serializeToString(svgNode);\n    }\n\n    static validateSvgNode(svgNode) {\n        var svgString = Exporter.serializeSvgNode(svgNode);\n        var oParser = new DOMParser();\n        var doc = oParser.parseFromString(svgString, 'image/svg+xml');\n        return doc.documentElement.nodeName.indexOf('parsererror') === -1;\n    }\n\n    static svgString2Image(svgString, width, height, format, callback) {\n        var format = format ? format : 'png';\n        var imgsrc = 'data:image/svg+xml,' + (encodeURIComponent(svgString)); // Convert SVG string to dataurl\n\n        // var canvas = document.createElement(\"canvas\");\n        var canvas = document.createElement(\"canvas\");\n        var context = canvas.getContext(\"2d\");\n\n        canvas.width = width;\n        canvas.height = height;\n\n        var image = new Image;\n        image.width = width;\n        image.height = height;\n        var target = new Image;\n        target.width = width;\n        target.height = height;\n\n\n        image.onload = function () {\n            // context.clearRect(0, 0, width, height);\n            context.drawImage(image, 0, 0, width, height);\n            canvas.toBlob(function (blob) {\n                var filesize = Math.round(blob.length / 1024) + ' KB';\n                if (callback) callback(blob, filesize);\n            });\n\n        };\n\n        image.src = imgsrc;\n    }\n\n    //decisiontree@yyyy.mm.dd_hh.mm.ss\n    static getExportFileName(ext, name='decisiontree') {\n        if (ext) {\n            name += '.' + ext\n        }\n        return name;\n    }\n\n    static saveAsPng(svg, options) {\n\n        var clientSide = options.png.mode === 'client';\n        var fallback = options.png.mode === 'fallback';\n        var serverSide = options.png.mode === 'server';\n        if (Utils.detectIE()) {\n            if (clientSide) {\n                alert(i18n.t('error.pngExportNotSupportedIE'));\n                return;\n            }\n\n            if (fallback) {\n                fallback = false;\n                serverSide = true;\n            }\n        }\n        LoadingIndicator.show();\n\n        try {\n            var svgString = Exporter.getSVGString(svg.node());\n            var svgWidth = svg.attr('width');\n            var svgHeight = svg.attr('height');\n\n            var pngWidth = 4 * svgWidth;\n            var pngHeight = 4 * svgHeight;\n            if (clientSide || fallback) {\n                Exporter.svgString2Image(svgString, pngWidth, pngHeight, 'png', save); // passes Blob and filesize String to the callback\n\n                function save(dataBlob, filesize) {\n                    try {\n                        Exporter.saveAs(dataBlob, Exporter.getExportFileName('png'));\n                        LoadingIndicator.hide();\n                    } catch (e) {\n                        log.warn('client side png rendering failed!');\n                        if (fallback) {\n                            log.info('performing server side fallback.');\n                            Exporter.exportPngServerSide(svgString, options.serverUrl, pngWidth, pngHeight);\n                        } else {\n                            throw e;\n                        }\n                    }\n\n                }\n            } else if (serverSide) {\n                Exporter.exportPngServerSide(svgString, options.serverUrl, pngWidth, pngHeight);\n            }\n\n\n        } catch (e) {\n            alert(i18n.t('error.pngExportNotSupported'));\n            LoadingIndicator.hide();\n            log.error('pngExportNotSupported', e);\n        }\n    }\n\n\n    static saveAsSvg(svg) {\n        try {\n            var svgString = Exporter.getSVGString(svg.node());\n\n            var blob = new Blob([svgString], {type: \"image/svg+xml\"});\n            Exporter.saveAs(blob, Exporter.getExportFileName('svg'));\n        } catch (e) {\n            alert(i18n.t('error.svgExportNotSupported'));\n            log.error('svgExportNotSupported', e);\n        }\n    }\n\n    static exportPdfClientSide(svgString, width, height) {\n        var doc = new jsPDF('l', 'pt', [width, height]);\n        var dummy = document.createElement('svg');\n        dummy.innerHTML = svgString;\n        svg2pdf(dummy.firstChild, doc, {\n            xOffset: 0,\n            yOffset: 0,\n            scale: 1\n        });\n        doc.save(Exporter.getExportFileName('pdf'));\n        LoadingIndicator.hide();\n\n    }\n\n    static postAndSave(url, data, filename, successCallback, failCallback) {\n        var xhr = new XMLHttpRequest();\n        xhr.open('post', url, true);\n        xhr.setRequestHeader(\"Content-type\", \"application/json\");\n        xhr.responseType = 'arraybuffer';\n        xhr.onload = function () {\n            var status = xhr.status;\n            log.debug(status);\n            var type = xhr.getResponseHeader('Content-Type');\n            if (status == 200) {\n                var blob = new Blob([this.response], {type: type});\n                Exporter.saveAs(blob, filename);\n                if (successCallback) {\n                    successCallback();\n                }\n            } else {\n                if (failCallback) {\n                    failCallback();\n                }\n            }\n        };\n        xhr.onreadystatechange = function (oEvent) {\n            if (xhr.readyState === 4) {\n                if (xhr.status !== 200) {\n                    failCallback();\n                }\n            }\n        };\n\n\n        xhr.send(JSON.stringify(data));\n    }\n\n    static exportPdfServerSide(svgString, url) {\n        var filename = Exporter.getExportFileName('pdf');\n        var data = {svg: svgString, type: 'pdf', noDownload: true};\n        Exporter.postAndSave(url, data, filename, LoadingIndicator.hide, ()=> {\n            LoadingIndicator.hide();\n            alert(i18n.t('error.serverSideExportRequestFailure'));\n            throw new Error('Server side export failure');\n        });\n\n        // Utils.postByForm(url, {\n        //     filename: filename,\n        //     type: 'pdf',\n        //     // width: options.width || 0, // IE8 fails to post undefined correctly, so use 0\n        //     // scale: options.scale,\n        //     svg: svgString\n        // });\n\n    }\n\n    static exportPngServerSide(svgString, url, pngWidth, pngHeight) {\n        var filename = Exporter.getExportFileName('png');\n        var data = {svg: svgString, type: 'png', noDownload: true, width: pngWidth};\n        Exporter.postAndSave(url, data, filename, LoadingIndicator.hide, ()=> {\n            LoadingIndicator.hide();\n            alert(i18n.t('error.serverSideExportRequestFailure'));\n            throw new Error('Server side export failure');\n        });\n\n        /*Utils.postByForm(url, {\n         filename: filename,\n         type: 'pdf',\n         // width: options.width || 0, // IE8 fails to post undefined correctly, so use 0\n         // scale: options.scale,\n         svg: svgString\n         });*/\n\n    }\n\n    static saveAsPdf(svg, options) {\n        var clientSidePdfExportAvailable = Exporter.isClientSidePdfExportAvailable();\n        if (options.pdf.mode === 'client') {\n            if (!clientSidePdfExportAvailable) {\n                alert(i18n.t('error.jsPDFisNotIncluded'));\n                return;\n            }\n        }\n        LoadingIndicator.show();\n        var margin = 20;\n        var svgElement = svg.node();\n        var width = svgElement.width.baseVal.value + 2 * margin,\n            height = svgElement.height.baseVal.value + 2 * margin;\n        try {\n            var svgString = Exporter.getSVGString(svgElement);\n\n            var fallback = options.pdf.mode === 'fallback';\n            if (options.pdf.mode === 'client' || fallback) {\n                try {\n                    Exporter.exportPdfClientSide(svgString, width, height);\n                } catch (e) {\n                    log.error('client side pdf rendering failed!');\n                    if (fallback) {\n                        log.info('performing server side fallback.');\n                        Exporter.exportPdfServerSide(svgString, options.serverUrl);\n                    } else {\n                        throw e;\n                    }\n                }\n            } else if (options.pdf.mode === 'server') {\n                Exporter.exportPdfServerSide(svgString, options.serverUrl);\n            }\n        } catch (e) {\n            log.error('pdfExportNotSupported', e);\n            LoadingIndicator.hide();\n            alert(i18n.t('error.pdfExportNotSupported'));\n\n        }\n\n    }\n\n    static isClientSidePdfExportAvailable() {\n        return typeof jsPDF !== 'undefined' && typeof svg2pdf !== 'undefined'\n    }\n\n\n    static sanitizeSVG(svg, removeIds=false) {\n        let sanitized = svg\n            .replace(/zIndex=\"[^\"]+\"/g, '')\n            .replace(/isShadow=\"[^\"]+\"/g, '')\n            .replace(/symbolName=\"[^\"]+\"/g, '')\n            .replace(/jQuery[0-9]+=\"[^\"]+\"/g, '')\n            .replace(/url\\((\"|&quot;)(\\S+)(\"|&quot;)\\)/g, 'url($2)')\n            .replace(/url\\([^#]+#/g, 'url(#')\n            .replace(/<svg /, '<svg xmlns:xlink=\"http://www.w3.org/1999/xlink\" ')\n            .replace(/ (NS[0-9]+\\:)?href=/g, ' xlink:href=')\n            .replace(/\\n/, ' ')\n            .replace(/<\\/svg>.*?$/, '</svg>')\n            .replace(/(fill|stroke)=\"rgba\\(([ 0-9]+,[ 0-9]+,[ 0-9]+),([ 0-9\\.]+)\\)\"/g, '$1=\"rgb($2)\" $1-opacity=\"$3\"')\n            .replace(/&nbsp;/g, '\\u00A0')\n            .replace(/&shy;/g, '\\u00AD');\n\n        if(removeIds){\n            return sanitized.replace(/id=\"[^\"]+\"/g, '')\n        }\n\n        return sanitized;\n\n    }\n\n    static saveAsCSV(rows, name='decisiontree') {\n        var csvRows = [];\n        rows.forEach(row => {\n            csvRows.push(row.map(r=>Exporter.escapeCsvField(r)).join(','))\n        });\n        var csvString = csvRows.join(\"\\r\\n\");\n\n        var blob = new Blob([csvString], {type: \"text/csv\"});\n        Exporter.saveAs(blob, Exporter.getExportFileName('csv', name));\n\n    }\n\n    static escapeCsvField(field){\n        if(Utils.isString(field)){\n            return '\"'+field.replace(/\"/g, '\"\"')+'\"'\n        }\n        return field;\n    }\n}\n","import { i18n } from './i18n/i18n';\n\nexport class FileLoader {\n    static openFile(callback) {\n        var input = document.getElementById('sd-file-input');\n        input.onchange = loadFile;\n\n        input.click();\n\n        function loadFile() {\n            var file, fr;\n\n            if (typeof window.FileReader !== 'function') {\n                alert(i18n.t('error.fileApiNotSupported'));\n                return;\n            }\n            input = document.getElementById('sd-file-input');\n            if (!input.files) {\n                alert(i18n.t('error.inputFilesProperty'));\n                return;\n            }\n\n            if (!input.files[0]) {\n                return;\n            }\n\n            file = input.files[0]; \n            const filename = removeFileExtension(file.name);\n            fr = new FileReader();\n            fr.onload = function(e) {\n                callback({ filename, content: e.target.result });\n                input.value = null;\n            }\n            fr.readAsText(file);\n            \n            function removeFileExtension(filename) {\n                return filename.replace(/\\.[^/.]+$/, \"\");\n            }\n\n        }\n    }\n}\n","export class InputField{\n    name;\n    type;\n    validator;\n    valueAccessor;\n\n    id;\n    label;\n    valueUpdateCallback;\n\n    constructor(id, name, type, label, valueAccessor, validator, options, parser, styleClass){\n        this.name = name;\n        this.type = type;\n        this.valueAccessor = valueAccessor;\n        this.validator = validator;\n        this.id=id;\n        this.label = label;\n        this.options = options;\n        this.parser = parser;\n        this.styleClass = styleClass;\n    }\n\n    getValue(){\n        return this.valueAccessor.get();\n    }\n\n    setValue(val){\n        return this.valueAccessor.set(val);\n    }\n\n    parse(val){\n        if(this.parser){\n            return this.parser(val)\n        }\n        return val;\n    }\n}\n","import {Utils} from \"sd-utils\";\n\nexport class PathValueAccessor {\n    sourceObject;\n    path;\n    constructor(sourceObject, path){\n        this.sourceObject=sourceObject;\n        this.path = path;\n    }\n\n    get(){\n        return Utils.get(this.sourceObject, this.path);\n    }\n\n    set(v){\n        return Utils.set(this.sourceObject, this.path, v);\n    }\n}\n","import charts_for_insight_tutorial_1 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_1.json';\nimport charts_for_insight_tutorial_2 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_2.json';\nimport charts_for_insight_tutorial_3 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_3.json';\nimport charts_for_insight_tutorial_4 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_4.json';\nimport charts_for_insight_tutorial_5 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_5.json';\nimport charts_for_insight_tutorial_6 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_6.json';\nimport charts_for_insight_tutorial_7 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_7.json';\nimport charts_for_insight_tutorial_8 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_8.json';\nimport charts_for_insight_tutorial_9 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_9.json';\nimport charts_for_insight_tutorial_10 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_10.json';\nimport charts_for_insight_tutorial_11 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_11.json';\nimport charts_for_insight_tutorial_12 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_12.json';\nimport charts_for_insight_tutorial_13 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_13.json';\nimport charts_for_insight_tutorial_14 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_14.json';\nimport charts_for_insight_tutorial_15 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_15.json';\nimport charts_for_insight_tutorial_16 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_16.json';\nimport charts_for_insight_tutorial_17 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_17.json';\nimport charts_for_insight_tutorial_18 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_18.json';\nimport charts_for_insight_tutorial_19 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_19.json';\nimport charts_for_insight_tutorial_20 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_20.json';\nimport charts_for_insight_tutorial_21 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_21.json';\nimport charts_for_insight_tutorial_22 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_22.json';\nimport charts_for_insight_tutorial_23 from './tutorial-trees/charts-for-insight-tutorial-trees/charts_for_insight_23.json';\n\nconst chartsForInsightTutorialFiles = [\n    charts_for_insight_tutorial_1,\n    charts_for_insight_tutorial_2,\n    charts_for_insight_tutorial_3,\n    charts_for_insight_tutorial_4,\n    charts_for_insight_tutorial_5,\n    charts_for_insight_tutorial_6,\n    charts_for_insight_tutorial_7,\n    charts_for_insight_tutorial_8,\n    charts_for_insight_tutorial_9,\n    charts_for_insight_tutorial_10,\n    charts_for_insight_tutorial_11,\n    charts_for_insight_tutorial_12,\n    charts_for_insight_tutorial_13,\n    charts_for_insight_tutorial_14,\n    charts_for_insight_tutorial_15,\n    charts_for_insight_tutorial_16,\n    charts_for_insight_tutorial_17,\n    charts_for_insight_tutorial_18,\n    charts_for_insight_tutorial_19,\n    charts_for_insight_tutorial_20,\n    charts_for_insight_tutorial_21,\n    charts_for_insight_tutorial_22,\n    charts_for_insight_tutorial_23,\n];\n\nexport default chartsForInsightTutorialFiles;","import the_basics_tutorial_1 from './tutorial-trees/the-basics-tutorial-trees/the_basics_1.json';\nimport the_basics_tutorial_2 from './tutorial-trees/the-basics-tutorial-trees/the_basics_2.json';\nimport the_basics_tutorial_3 from './tutorial-trees/the-basics-tutorial-trees/the_basics_3.json';\nimport the_basics_tutorial_4 from './tutorial-trees/the-basics-tutorial-trees/the_basics_4.json';\nimport the_basics_tutorial_5 from './tutorial-trees/the-basics-tutorial-trees/the_basics_5.json';\nimport the_basics_tutorial_6 from './tutorial-trees/the-basics-tutorial-trees/the_basics_6.json';\nimport the_basics_tutorial_7 from './tutorial-trees/the-basics-tutorial-trees/the_basics_7.json';\nimport the_basics_tutorial_8 from './tutorial-trees/the-basics-tutorial-trees/the_basics_8.json';\nimport the_basics_tutorial_9 from './tutorial-trees/the-basics-tutorial-trees/the_basics_9.json';\nimport the_basics_tutorial_10 from './tutorial-trees/the-basics-tutorial-trees/the_basics_10.json';\nimport the_basics_tutorial_11 from './tutorial-trees/the-basics-tutorial-trees/the_basics_11.json';\nimport the_basics_tutorial_12 from './tutorial-trees/the-basics-tutorial-trees/the_basics_12.json';\nimport the_basics_tutorial_13 from './tutorial-trees/the-basics-tutorial-trees/the_basics_13.json';\nimport the_basics_tutorial_14 from './tutorial-trees/the-basics-tutorial-trees/the_basics_14.json';\nimport the_basics_tutorial_15 from './tutorial-trees/the-basics-tutorial-trees/the_basics_15.json';\nimport the_basics_tutorial_16 from './tutorial-trees/the-basics-tutorial-trees/the_basics_16.json';\nimport the_basics_tutorial_17 from './tutorial-trees/the-basics-tutorial-trees/the_basics_17.json';\nimport the_basics_tutorial_18 from './tutorial-trees/the-basics-tutorial-trees/the_basics_18.json';\nimport the_basics_tutorial_19 from './tutorial-trees/the-basics-tutorial-trees/the_basics_19.json';\nimport the_basics_tutorial_20 from './tutorial-trees/the-basics-tutorial-trees/the_basics_20.json';\nimport the_basics_tutorial_21 from './tutorial-trees/the-basics-tutorial-trees/the_basics_21.json';\nimport the_basics_tutorial_22 from './tutorial-trees/the-basics-tutorial-trees/the_basics_22.json';\nimport the_basics_tutorial_23 from './tutorial-trees/the-basics-tutorial-trees/the_basics_23.json';\nimport the_basics_tutorial_24 from './tutorial-trees/the-basics-tutorial-trees/the_basics_24.json';\nimport the_basics_tutorial_25 from './tutorial-trees/the-basics-tutorial-trees/the_basics_25.json';\nimport the_basics_tutorial_26 from './tutorial-trees/the-basics-tutorial-trees/the_basics_26.json';\nimport the_basics_tutorial_27 from './tutorial-trees/the-basics-tutorial-trees/the_basics_27.json';\nimport the_basics_tutorial_28 from './tutorial-trees/the-basics-tutorial-trees/the_basics_28.json';\nimport the_basics_tutorial_29 from './tutorial-trees/the-basics-tutorial-trees/the_basics_29.json';\nimport the_basics_tutorial_30 from './tutorial-trees/the-basics-tutorial-trees/the_basics_30.json';\nimport the_basics_tutorial_31 from './tutorial-trees/the-basics-tutorial-trees/the_basics_31.json';\nimport the_basics_tutorial_32 from './tutorial-trees/the-basics-tutorial-trees/the_basics_32.json';\nimport the_basics_tutorial_33 from './tutorial-trees/the-basics-tutorial-trees/the_basics_33.json';\nimport the_basics_tutorial_34 from './tutorial-trees/the-basics-tutorial-trees/the_basics_34.json';\nimport the_basics_tutorial_35 from './tutorial-trees/the-basics-tutorial-trees/the_basics_35.json';\n\nconst theBasicsTutorialFiles = [\n    the_basics_tutorial_1,\n    the_basics_tutorial_2,\n    the_basics_tutorial_3,\n    the_basics_tutorial_4,\n    the_basics_tutorial_5,\n    the_basics_tutorial_6,\n    the_basics_tutorial_7,\n    the_basics_tutorial_8,\n    the_basics_tutorial_9,\n    the_basics_tutorial_10,\n    the_basics_tutorial_11,\n    the_basics_tutorial_12,\n    the_basics_tutorial_13,\n    the_basics_tutorial_14,\n    the_basics_tutorial_15,\n    the_basics_tutorial_16,\n    the_basics_tutorial_17,\n    the_basics_tutorial_18,\n    the_basics_tutorial_19,\n    the_basics_tutorial_20,\n    the_basics_tutorial_21,\n    the_basics_tutorial_22,\n    the_basics_tutorial_23,\n    the_basics_tutorial_24,\n    the_basics_tutorial_25,\n    the_basics_tutorial_26,\n    the_basics_tutorial_27,\n    the_basics_tutorial_28,\n    the_basics_tutorial_29,\n    the_basics_tutorial_30,\n    the_basics_tutorial_31,\n    the_basics_tutorial_32,\n    the_basics_tutorial_33,\n    the_basics_tutorial_34,\n    the_basics_tutorial_35,\n];\n\nexport default theBasicsTutorialFiles;","import variables_and_distributions_tutorial_1 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_1.json';\nimport variables_and_distributions_tutorial_2 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_2.json';\nimport variables_and_distributions_tutorial_3 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_3.json';\nimport variables_and_distributions_tutorial_4 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_4.json';\nimport variables_and_distributions_tutorial_5 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_5.json';\nimport variables_and_distributions_tutorial_6 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_6.json';\nimport variables_and_distributions_tutorial_7 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_7.json';\nimport variables_and_distributions_tutorial_8 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_8.json';\nimport variables_and_distributions_tutorial_9 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_9.json';\nimport variables_and_distributions_tutorial_10 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_10.json';\nimport variables_and_distributions_tutorial_11 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_11.json';\nimport variables_and_distributions_tutorial_12 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_12.json';\nimport variables_and_distributions_tutorial_13 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_13.json';\nimport variables_and_distributions_tutorial_14 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_14.json';\nimport variables_and_distributions_tutorial_15 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_15.json';\nimport variables_and_distributions_tutorial_16 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_16.json';\nimport variables_and_distributions_tutorial_17 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_17.json';\nimport variables_and_distributions_tutorial_18 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_18.json';\nimport variables_and_distributions_tutorial_19 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_19.json';\nimport variables_and_distributions_tutorial_20 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_20.json';\nimport variables_and_distributions_tutorial_21 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_21.json';\nimport variables_and_distributions_tutorial_22 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_22.json';\nimport variables_and_distributions_tutorial_23 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_23.json';\nimport variables_and_distributions_tutorial_24 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_24.json';\nimport variables_and_distributions_tutorial_25 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_25.json';\nimport variables_and_distributions_tutorial_26 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_26.json';\nimport variables_and_distributions_tutorial_27 from './tutorial-trees/variables-and-distributions-tutorial-trees/variables_and_distributions_27.json';\n\nconst variablesAndDistributionsTutorialFiles = [\n    variables_and_distributions_tutorial_1,\n    variables_and_distributions_tutorial_2,\n    variables_and_distributions_tutorial_3,\n    variables_and_distributions_tutorial_4,\n    variables_and_distributions_tutorial_5,\n    variables_and_distributions_tutorial_6,\n    variables_and_distributions_tutorial_7,\n    variables_and_distributions_tutorial_8,\n    variables_and_distributions_tutorial_9,\n    variables_and_distributions_tutorial_10,\n    variables_and_distributions_tutorial_11,\n    variables_and_distributions_tutorial_12,\n    variables_and_distributions_tutorial_13,\n    variables_and_distributions_tutorial_14,\n    variables_and_distributions_tutorial_15,\n    variables_and_distributions_tutorial_16,\n    variables_and_distributions_tutorial_17,\n    variables_and_distributions_tutorial_18,\n    variables_and_distributions_tutorial_19,\n    variables_and_distributions_tutorial_20,\n    variables_and_distributions_tutorial_21,\n    variables_and_distributions_tutorial_22,\n    variables_and_distributions_tutorial_23,\n    variables_and_distributions_tutorial_24,\n    variables_and_distributions_tutorial_25,\n    variables_and_distributions_tutorial_26,\n    variables_and_distributions_tutorial_27,\n];\n\nexport default variablesAndDistributionsTutorialFiles;","module.exports={\n    \"toolbar\": {\n        \"newDiagram\": \"Neues Diagramm\",\n        \"openDiagram\": \"Diagramm öffnen\",\n        \"saveDiagram\": \"Aktuelles Diagramm speichern\",\n        \"export\":{\n            \"label\": \"Exportieren nach\",\n            \"png\": \"Png\",\n            \"svg\": \"Svg\",\n            \"pdf\": \"Pdf\"\n        },\n        \"layout\":{\n            \"label\": \"Layout\",\n            \"manual\": \"Manual\",\n            \"tree\": \"Baum\",\n            \"cluster\": \"Cluster\"\n        },\n        \"viewMode\": {\n            \"label\": \"Aussicht\",\n            \"options\": {\n                \"criterion1\":\"Kriterium 1\",\n                \"criterion2\":\"Kriterium 2\",\n                \"twoCriteria\":\"Zwei Kriterien\"\n            }\n        },\n        \"objectiveRule\":{\n            \"label\": \"Regel\",\n            \"options\": {\n                \"expected-value-maximization\":\"max\",\n                \"expected-value-minimization\":\"min\",\n                \"maxi-min\":\"maxi-min\",\n                \"maxi-max\":\"maxi-max\",\n                \"mini-min\":\"mini-min\",\n                \"mini-max\":\"mini-max\",\n                \"min-max\":\"min-max\",\n                \"max-min\":\"max-min\",\n                \"min-min\": \"min-min\",\n                \"max-max\": \"max-max\"\n            }\n        },\n        \"undo\": \"Rückgängig machen\",\n        \"redo\": \"Wiederholen\",\n        \"settings\": \"Einstellungen\",\n        \"about\": \"Über\",\n        \"sensitivityAnalysis\": \"Sensitivitätsanalyse\",\n        \"recompute\": \"Neu Berechnen\"\n    },\n    \"node\":{\n        \"name\": \"Beschreibung\"\n    },\n    \"edge\":{\n        \"name\": \"Beschreibung\",\n        \"payoff\": \"Auszahlung\",\n        \"probability\": \"Wahrscheinlichkeit\"\n    },\n    \"text\":{\n        \"value\": \"Text\"\n    },\n    \"leagueTableDialog\":{\n        \"title\": \"Rangliste\",\n        \"buttons\": {\n            \"downloadCsv\": \"CSV Herunterladen\"\n        }\n    },\n    \"leagueTable\": {\n        \"headers\":{\n            \"policyNo\": \"Regel #\",\n            \"policy\": \"Regel\",\n            \"comment\": \"Kommentar\"\n        },\n        \"comment\":{\n            \"dominatedBy\": \"Dominiert (durch#{{policy}})\",\n            \"extendedDominatedBy\": \"Erweitert-dominiert (durch #{{policy1}} und #{{policy2}})\",\n            \"incratio\": \"Inkrementelles Verhältnis={{incratio}}\"\n        },\n        \"plot\":{\n            \"groups\":{\n                \"highlighted\": \"Markiert\",\n                \"highlighted-default\": \"Empfohlen (für Standard-WTP)\",\n                \"extended-dominated\" : \"Erweitert-dominiert\",\n                \"dominated\": \"Dominiert\",\n                \"default\": \"Andere\"\n            },\n            \"tooltip\":{\n                \"gradientArrow1\": \"Richtung von{{name}} Optimierung\",\n                \"gradientArrow2\": \"Richtung von {{name}} Optimierung\",\n                \"dominatedRegion\": \"Dominierte Region\"\n            },\n            \"legend\":{\n                \"dominatedRegion\": \"Graumarkiert Bereich stellt dominierte Region dar\",\n                \"gradientArrows\": \"Pfeile zeigen Verbesserungsrichtung an\"\n            }\n        }\n    },\n    \"sensitivityAnalysisDialog\":{\n        \"title\": \"Sensitivitätsanalyse\",\n        \"buttons\": {\n            \"runJob\": \"Lauf\",\n            \"stopJob\": \"Stop\",\n            \"terminateJob\": \"Beenden\",\n            \"resumeJob\": \"Fortsetzen\",\n            \"downloadCsv\": \"CSV Herunterladen\",\n            \"back\": \"Zurück\",\n            \"clear\": \"Löschen\"\n        }\n    },\n    \"jobParametersBuilder\": {\n        \"buttons\": {\n            \"removeParameterValue\": \"Entfernen\",\n            \"addParameterValue\": \"Hinzufügen\"\n        }\n    },\n    \"jobResultTable\":{\n        \"tooltip\": {\n            \"multiplePoliciesInCell\": \"{{number}} Grundregeln\"\n        },\n        \"pivot\": {\n            \"aggregators\":{\n                \"maximum\": \"Maximum\",\n                \"minimum\": \"Minimum\"\n            },\n            \"renderers\":{\n                \"heatmap\": \"Wärmekarte\"\n            }\n        },\n        \"policyPreview\": \"Grundregel Vorschau\"\n    },\n    \"job\":{\n        \"sensitivity-analysis\":{\n            \"name\": \"N-Wege-Sensitivitätsanalyse\",\n            \"param\":{\n                \"ruleName\": \"Regelname\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Erweiterte Grundregeln Beschreibung\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Länge\"\n                    },\n                    \"step\": {\n                        \"label\": \"Schritt\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Fehler bei der Sensitivitätsanalyse für folgende Parameter:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Anzahl der definierten Szenarien größer als {{numberFormatted}}. Sensitivitätsanalyse könnte nicht dürchgefuhrt werden oder wird sehr langsam.\",\n                \"largeParametersNumber\": \"Anzahl der Parameter größer als {{number}}. Die Anzeige der Resultate der Sensitivitätsanalyse könnte fehlschlagen oder sehr langsam sein.\"\n            }\n        },\n        \"tornado-diagram\":{\n            \"name\": \"Tornado-diagramm\",\n            \"param\":{\n                \"ruleName\": \"Regelname\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Erweiterte Grundregeln Beschreibung\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Länge\"\n                    },\n                    \"step\": {\n                        \"label\": \"Schritt\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Standardwert\"\n                    }\n\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Fehler bei der Sensitivitätsanalyse für folgende Parameter:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Anzahl der definierten Szenarien größer als {{numberFormatted}}. Sensitivitätsanalyse könnte nicht dürchgefuhrt werden oder wird sehr langsam.\",\n                \"largeParametersNumber\": \"Anzahl der Parameter größer als {{number}}. Die Anzeige der Resultate der Sensitivitätsanalyse könnte fehlschlagen oder sehr langsam sein.\"\n            },\n            \"plot\":{\n                \"legend\":{\n                    \"low\": \"Verringerung\",\n                    \"high\": \"Erhöhung\"\n                },\n                \"xAxisTitle\": \"Auszahlen\"\n            }\n        },\n        \"probabilistic-sensitivity-analysis\":{\n            \"name\": \"Probabilistische Sensitivitätsanalyse\",\n            \"param\":{\n                \"ruleName\": \"Regelname\",\n                \"numberOfRuns\": {\n                    \"label\": \"Anzahl der Läufe\"\n                },\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Erweiterte Grundregel Beschreibung\"\n                },\n                \"variables\": {\n                    \"label\": \"Variablen\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"formula\": {\n                        \"label\": \"Formel\",\n                        \"help\": \"Wählen Sie die Formelvorlage aus dem Menü aus oder schreiben Sie benutzerdefinierten Code\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Berechnungsfehler der Sensitivitätsanalyse für folgende Parameter:\",\n                \"param-computation\": \"Fehler beim Berechnen von Parameterwerten:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Anzahl der definierten Szenarien größer als {{numberFormatted}}. Sensitivitätsanalyse könnte nicht dürchgefuhrt werden oder wird sehr langsam.\"\n            }\n        },\n        \"spider-plot\": {\n            \"name\": \"Netzdiagramm\",\n            \"param\": {\n                \"ruleName\": \"Regelname\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Erweiterte Grundregel Beschreibung\"\n                },\n                \"percentageChangeRange\": {\n                    \"label\": \"+/- prozentuale Veränderung zum Berücksichtigen\"\n                },\n                \"length\": {\n                    \"label\": \"Anzahl der zu testenden Werte\",\n                    \"help\": \"Anzahl der zu testenden Werte (an einer Seite des Bereichs)\"\n                },\n                \"variables\": {\n                    \"label\": \"Variablen\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Standardwert\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Berechnungsfehler der Sensitivitätsanalyse für folgende Parameter:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Anzahl der definierten Szenarien größer als {{numberFormatted}}. Sensitivitätsanalyse könnte nicht dürchgefuhrt werden oder wird sehr langsam.\"\n            },\n            \"plot\": {\n                \"legend\": {},\n                \"xAxisTitle\": \"Prozentuale Veränderung\",\n                \"yAxisTitle\": \"Auszahlen\"\n            }\n        },\n        \"league-table\":{\n            \"name\": \"Rangliste\"\n        },\n        \"errors\":{\n            \"generic\": \"Fehler bei der Sensitivitätsanalyse: {{message}}\",\n            \"params\": \"Inkorrekte {{jobName}} Parametern\"\n        }\n    },\n    \"settingsDialog\":{\n        \"title\": \"Einstellungen\",\n        \"general\":{\n            \"title\": \"Allgemein\",\n            \"fontSize\": \"Schriftgröße\",\n            \"fontFamily\": \"Schriftfamilie\",\n            \"fontWeight\": \"Schriftgewicht\",\n            \"fontStyle\": \"Schriftstil\",\n            \"numberFormatLocale\": \"Zahlenformat Gebietsschema\"\n        },\n        \"payoff1\":{\n            \"title\": \"Auszahlung Zahlenformat\",\n            \"currency\": \"Währung\",\n            \"currencyDisplay\": \"Währungsanzeige\",\n            \"style\": \"Stil\",\n            \"minimumFractionDigits\": \"Minimale Bruchzahlen\",\n            \"maximumFractionDigits\": \"Maximale Bruchzahlen\",\n            \"useGrouping\": \"Gruppierung Separatoren verwenden\"\n        },\n        \"payoff2\":{\n            \"title\": \"Auszahlung 2 Zahlenformat\",\n            \"currency\": \"Währung\",\n            \"currencyDisplay\": \"Währungsanzeige\",\n            \"style\": \"Stil\",\n            \"minimumFractionDigits\": \"Minimale Bruchzahlen\",\n            \"maximumFractionDigits\": \"Maximale Bruchzahlen\",\n            \"useGrouping\": \"Gruppierung Separatoren verwenden\"\n        },\n        \"probability\":{\n            \"title\": \"Wahrscheinlichkeit Zahlenformat\",\n            \"style\": \"Stil\",\n            \"minimumFractionDigits\": \"Minimale Bruchzahlen\",\n            \"maximumFractionDigits\": \"Maximale Bruchzahlen\",\n            \"fontSize\": \"Schriftgröße\",\n            \"color\": \"Farbe\"\n        },\n        \"node\":{\n            \"title\": \"Knoten\",\n            \"strokeWidth\": \"Strichbreite\",\n            \"optimal\":{\n                \"title\": \"Optimal\",\n                \"stroke\": \"Farbe\",\n                \"strokeWidth\": \"Strichbreite\"\n            },\n            \"label\": {\n                \"title\": \"Beschreibung\",\n                \"fontSize\": \"Beschreibung Schriftgröße\",\n                \"color\": \"Beschreibungsfarbe\"\n            },\n            \"payoff\": {\n                \"title\": \"Auszahlung\",\n                \"fontSize\": \"Schriftgröße\",\n                \"color\": \"Farbe\",\n                \"negativeColor\": \"Negative Farbe\"\n            },\n            \"decision\": {\n                \"title\": \"Entscheidungsknoten\",\n                \"fill\": \"Füllfarbe\",\n                \"stroke\": \"Strichfarbe\",\n                \"selected\": {\n                    \"fill\": \"Ausgewählte Füllfarbe\"\n                }\n            },\n            \"chance\": {\n                \"title\": \"Zufall Knoten\",\n                \"fill\": \"Füllfarbe\",\n                \"stroke\": \"Strichfarbe\",\n                \"selected\": {\n                    \"fill\": \"Ausgewählte Füllfarbe\"\n                }\n            },\n            \"terminal\":{\n                \"title\": \"Endknoten\",\n                \"fill\": \"Füllfarbe\",\n                \"stroke\": \"Strichfarbe\",\n                \"selected\": {\n                    \"fill\": \"Ausgewählte Füllfarbe\"\n                },\n                \"payoff\": {\n                    \"title\": \"Auszahlung\",\n                    \"fontSize\": \"Schriftgröße\",\n                    \"color\": \"Farbe\",\n                    \"negativeColor\": \"Negative Farbe\"\n                }\n            }\n        },\n        \"edge\":{\n            \"title\": \" Zweig\",\n            \"stroke\": \"Farbe\",\n            \"strokeWidth\": \"Strichbreite\",\n            \"optimal\":{\n                \"title\": \"Optimal\",\n                \"stroke\": \"Farbe\",\n                \"strokeWidth\": \"Strichbreite\"\n            },\n            \"selected\":{\n                \"title\": \"Ausgewählt\",\n                \"stroke\": \"Farbe\",\n                \"strokeWidth\": \"Strichbreite\"\n            },\n            \"label\": {\n                \"title\": \"Beschreibung\",\n                \"fontSize\": \"Schriftgröße\",\n                \"color\": \"Farbe\"\n            },\n            \"payoff\":{\n                \"title\": \"Auszahlung\",\n                \"fontSize\": \"Schriftgröße\",\n                \"color\": \"Farbe\",\n                \"negativeColor\": \"Negative Farbe\"\n            }\n        },\n        \"diagramTitle\":{\n            \"title\": \"Diagrammtitel\",\n            \"fontSize\": \"Schriftgröße\",\n            \"fontWeight\": \"Schriftgewicht\",\n            \"fontStyle\": \"Schriftstil\",\n            \"color\": \"Farbe\",\n            \"margin\":{\n                \"title\": \"Rand\",\n                \"top\": \"Oben\",\n                \"bottom\": \"Unten\"\n            },\n            \"description\":{\n                \"title\": \"Untertitel (Diagrammbeschreibung)\",\n                \"show\": \"Anzeigen\",\n                \"fontSize\": \"Schriftgröße\",\n                \"fontWeight\": \"Schriftgewicht\",\n                \"fontStyle\": \"Schriftstil\",\n                \"color\": \"Farbe\",\n                \"marginTop\": \"Rand Oben\"\n            }\n        },\n        \"leagueTable\": {\n            \"title\": \"Rangliste\",\n            \"plot\": {\n                \"title\": \"Plot\",\n                \"maxWidth\": \"Max Breite\",\n                \"highlightedColor\": \"Farbe der markierten Regel\",\n                \"highlightedDefaultColor\": \"Empfohlene Regel(für Standard-WTP) Farbe\",\n                \"extendedDominatedColor\": \"Farbe der erweitert-dominierten Regel\",\n                \"dominatedColor\": \"Farbe der dominierten Regel\",\n                \"defaultColor\": \"Farbe der anderen Regeln\"\n            }\n        },\n        \"other\":{\n            \"title\": \"Weitere\",\n            \"disableAnimations\": \"Animationen Deaktivieren\",\n            \"forceFullEdgeRedraw\": \"Erzwingt vollständige Neuzeichnung der Zweige\",\n            \"hideLabels\": \"Verstecke Beschreibung\",\n            \"hidePayoffs\": \"Verstecke Auszahlungen\",\n            \"hideProbabilities\": \"Verstecke Wahrscheinlichkeiten\",\n            \"raw\": \"Rau\"\n        }\n    },\n    \"aboutDialog\":{\n        \"title\": \"Über\"\n    },\n    \"help\":{\n        \"header\": \"Hilfe\",\n        \"mouse\": {\n            \"header\":\"Mausaktionen:\",\n            \"list\":{\n                \"1\": \"Linke Maustaste: Knoten/Zweig Auswahl\",\n                \"2\": \"Rechte Maustaste: Kontextmenü (Hinzufügen / Manipulieren von Knoten)\",\n                \"3\": \"Linke Maus Doppelklick: Kontextmenü\"\n            }\n        },\n        \"keyboard\": {\n            \"header\":\"Tastatur:\",\n            \"list\":{\n                \"1\": \"Del: ausgewählte Knoten Löschen\",\n                \"2\": \"Ctrl-C/X: ausgewählte Knoten Kopieren/Ausschneiden\",\n                \"3\": \"Ctrl-V: kopierte Knoten als Teilbaum ausgewähltes Knotens einfügen\",\n                \"4\": \"Ctrl-Y/Z: Rückgängig/Wiederholen\",\n                \"5\": \"Ctrl-Alt-D/C/T: Neue Entscheidungs/Zufall/Endsknoten als Unterknoten von <strong>ausgewähltem Knoten</strong>\",\n                \"6\": \"Ctrl-Alt-D/C: Neue Entscheidungs/Zufall Knoten in <strong>ausgewählten Zweig </strong> Injizieren\"\n            }\n        },\n        \"docs\": \"Die Dokumentation von SilverDecisions ist unter <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/Documentation\\\" target=\\\"_blank\\\">here</a> verfügbar\"\n    },\n    \"definitionsDialog\":{\n        \"title\": \"Variablendefinitionen\",\n        \"scope\": {\n            \"global\": \"Globaler Anwendungsbereich\",\n            \"node\": \"Gewählten Knoten und Teilbaum Anwendungsbereich\"\n        },\n        \"buttons\":{\n            \"recalculate\": \"Neu berechnen\"\n        },\n        \"evaluatedVariables\": \"Ausgewertete Variablen\"\n    },\n    \"sidebarDefinitions\":{\n        \"scope\":{\n            \"label\": \"Variabel Anwendungsbereich:\",\n            \"global\": \"Globaler\",\n            \"node\": \"Gewählten Knoten und Teilbaum\"\n        },\n        \"header\": \"Variablen\",\n        \"code\": \"Code\",\n        \"buttons\":{\n            \"openDialog\" : \"Dialog Öffnen\",\n            \"recalculate\": \"Neu berechnen\"\n        },\n        \"evaluatedVariables\": \"Ausgewertete Variablen\"\n    },\n    \"multipleCriteria\":{\n        \"header\": \"Mehrere Kriterien\",\n        \"defaultMaximizedCriterionName\": \"Effekt\",\n        \"defaultMinimizedCriterionName\": \"Kosten\",\n        \"nameOfCriterion1\": \"Name des Kriteriums 1\",\n        \"nameOfCriterion2\": \"Name des Kriteriums 2\",\n        \"defaultCriterion1Weight\": \"Default 1. Kriterium Gewicht\",\n        \"weightLowerBound\": \"Gewicht untere Grenze\",\n        \"weightUpperBound\": \"Gewicht obere Grenze\",\n        \"buttons\":{\n            \"showLeagueTable\" : \"Rangliste anzeigen\",\n            \"flip\": \"Flip\"\n        }\n    },\n    \"layoutOptions\":{\n        \"header\": \"Layout\",\n        \"marginHorizontal\": \"Horizontaler Rand\",\n        \"marginVertical\": \"Vertikaler Rand\",\n        \"nodeSize\": \"Knotengröße\",\n        \"edgeSlantWidthMax\": \"Kantenschräge (max)\",\n        \"gridWidth\": \"Breite\",\n        \"gridHeight\": \"Höhe\"\n    },\n    \"diagramDetails\":{\n        \"header\": \"Einzelheiten\",\n        \"title\" : \"Titel\",\n        \"description\" : \"Beschreibung\"\n    },\n    \"objectProperties\":{\n        \"header\":{\n            \"node\":{\n                \"decision\":\"Entscheidungsknoten\",\n                \"chance\":\"Zufall Knoten\",\n                \"terminal\":\"Endknoten\"\n            },\n            \"edge\": \"Zweig\",\n            \"text\": \"Schwimmender Text\"\n        },\n        \"childrenProperties\":{\n            \"node\":{\n                \"header\": \"Verbindungen\",\n                \"child\": {\n                    \"header\": \"Zweig #{{number}}\"\n                }\n            }\n        }\n    },\n    \"confirm\":{\n        \"newDiagram\": \"Möchten Sie das aktuelle Diagramm wirklich löschen? Alle nicht gespeicherten Daten werden verloren.\",\n        \"openDiagram\": \"Sind Sie sicher? Alle nicht gespeicherten Diagrammdaten werden verloren.\",\n        \"beforeunload\": \"Sind Sie sicher, dass Sie SilverDecisions schließen möchten? Alle nicht gespeicherten Diagrammdaten werden verloren.\"\n    },\n    \"error\":{\n        \"jsonParse\": \"Fehler beim Analysieren der Datei!\",\n        \"fileApiNotSupported\":\"Die Datei-API wird in diesem Browser noch nicht unterstützt.\",\n        \"inputFilesProperty\":\"Ihr Browser scheint die `files`-Eigenschaft der Dateieingaben nicht zu unterstützen.\",\n        \"notSilverDecisionsFile\":\"Keine SilverDecisions-Datei!\",\n        \"incorrectVersionFormat\": \"Falsches Format der Versionszeichenfolge!\",\n        \"fileVersionNewerThanApplicationVersion\": \"Version der Datei ist neuer als Version des Softwares. Einige Funktionen möglicherweise fehlen.\",\n        \"objectiveComputationFailure\": \"Fehler beim Berechnen von Objektiven!\",\n        \"diagramDrawingFailure\": \"Fehler beim Zeichnen des Diagramms!\",\n        \"malformedData\":\"Fehler beim Lesen der Baumdaten!\",\n        \"pngExportNotSupported\": \"Der Export nach PNG wird in Ihrem Browser nicht unterstützt.\",\n        \"pngExportNotSupportedIE\": \"Der Export nach PNG wird in Internet Explorer nicht unterstützt.\",\n        \"svgExportNotSupported\": \"Der Export nach SVG wird in Ihrem Browser nicht unterstützt.\",\n        \"pdfExportNotSupported\": \"Der Export nach PDF wird in Ihrem Browser nicht unterstützt.\",\n        \"incorrectPayoffNumberFormatOptions\": \"Falsche Auszahlungsformat Optionen\",\n        \"incorrectProbabilityNumberFormatOptions\": \"Falsche Wahrscheinlichkeitsformat Optionen\",\n        \"incorrectNumberFormatOptions\": \"Falsche Zahlenformat, die Standardeinstellungen angewendet.\",\n        \"jsPDFisNotIncluded\": \"jsPDF ist nicht enthalten!\",\n        \"serverSideExportRequestFailure\": \"Export Server Anfrage fehlgeschlagen!\"\n    }\n}\n","module.exports={\n    \"toolbar\": {\n        \"newDiagram\": \"New diagram\",\n        \"openDiagram\": \"Open existing diagram\",\n        \"saveDiagram\": \"Save current diagram\",\n        \"export\": {\n            \"label\": \"Export to\",\n            \"png\": \"Png\",\n            \"svg\": \"Svg\",\n            \"pdf\": \"Pdf\"\n        },\n        \"layout\": {\n            \"label\": \"Layout\",\n            \"manual\": \"Manual\",\n            \"tree\": \"Tree\",\n            \"cluster\": \"Cluster\"\n        },\n        \"viewMode\": {\n            \"label\": \"View\",\n            \"options\": {\n                \"criterion1\": \"Criterion 1\",\n                \"criterion2\": \"Criterion 2\",\n                \"twoCriteria\": \"Two criteria\"\n            }\n        },\n        \"objectiveRule\": {\n            \"label\": \"Rule\",\n            \"options\": {\n                \"expected-value-maximization\": \"max\",\n                \"expected-value-minimization\": \"min\",\n                \"maxi-min\": \"maxi-min\",\n                \"maxi-max\": \"maxi-max\",\n                \"mini-min\": \"mini-min\",\n                \"mini-max\": \"mini-max\",\n                \"min-max\": \"min-max\",\n                \"max-min\": \"max-min\",\n                \"min-min\": \"min-min\",\n                \"max-max\": \"max-max\"\n            }\n        },\n        \"undo\": \"Undo\",\n        \"redo\": \"Redo\",\n        \"settings\": \"Settings\",\n        \"about\": \"About\",\n        \"sensitivityAnalysis\": \"Sensitivity analysis\",\n        \"recompute\": \"Recompute\"\n    },\n    \"node\": {\n        \"name\": \"Label\",\n        \"milestone\": \"Milestone\"\n    },\n    \"edge\": {\n        \"name\": \"Label\",\n        \"payoff\": \"Payoff\",\n        \"probability\": \"Probability\"\n    },\n    \"text\": {\n        \"value\": \"Text\"\n    },\n    \"leagueTableDialog\": {\n        \"title\": \"League table\",\n        \"buttons\": {\n            \"downloadCsv\": \"Download CSV\"\n        }\n    },\n    \"leagueTable\": {\n        \"headers\": {\n            \"policyNo\": \"Policy #\",\n            \"policy\": \"Policy\",\n            \"comment\": \"Comment\"\n        },\n        \"comment\": {\n            \"dominatedBy\": \"dominated (by #{{policy}})\",\n            \"extendedDominatedBy\": \"extended-dominated (by #{{policy1}} and #{{policy2}})\",\n            \"incratio\": \"incremental ratio={{incratio}}\"\n        },\n        \"plot\": {\n            \"groups\": {\n                \"highlighted\": \"Recommended (for some WTP in range)\",\n                \"highlighted-default\": \"Recommended (for default WTP)\",\n                \"extended-dominated\": \"Extended-dominated\",\n                \"dominated\": \"Dominated\",\n                \"default\": \"Other\"\n            },\n            \"tooltip\": {\n                \"gradientArrow1\": \"Direction of {{name}} optimization\",\n                \"gradientArrow2\": \"Direction of {{name}} optimization\",\n                \"dominatedRegion\": \"Not recommended region\"\n            },\n            \"legend\": {\n                \"dominatedRegion\": \"Grey area highlights not recommended region\",\n                \"gradientArrows\": \"Arrows indicate improvement direction\"\n            }\n        }\n    },\n    \"sensitivityAnalysisDialog\": {\n        \"title\": \"Sensitivity analysis\",\n        \"buttons\": {\n            \"runJob\": \"Run\",\n            \"stopJob\": \"Stop\",\n            \"terminateJob\": \"Terminate\",\n            \"resumeJob\": \"Resume\",\n            \"downloadCsv\": \"Download CSV\",\n            \"back\": \"Back\",\n            \"clear\": \"Clear\"\n        }\n    },\n    \"jobParametersBuilder\": {\n        \"buttons\": {\n            \"removeParameterValue\": \"Remove\",\n            \"addParameterValue\": \"Add\"\n        }\n    },\n    \"jobResultTable\": {\n        \"tooltip\": {\n            \"multiplePoliciesInCell\": \"{{number}} policies\"\n        },\n        \"pivot\": {\n            \"aggregators\": {\n                \"maximum\": \"Maximum\",\n                \"minimum\": \"Minimum\"\n            },\n            \"renderers\": {\n                \"heatmap\": \"Heatmap\"\n            }\n        },\n        \"policyPreview\": \"policy preview\"\n    },\n    \"job\": {\n        \"sensitivity-analysis\": {\n            \"name\": \"N-way sensitivity analysis\",\n            \"param\": {\n                \"ruleName\": \"Rule name\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Extended policy description\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Length\"\n                    },\n                    \"step\": {\n                        \"label\": \"Step\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Error in sensitivity analysis computations for the following parameters:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Number of defined scenarios larger than {{numberFormatted}}. Sensitivity analysis might fail to compute or be very slow.\",\n                \"largeParametersNumber\": \"Number of parameters larger than {{number}}. Sensitivity analysis display might fail or be very slow.\"\n            }\n        },\n        \"tornado-diagram\": {\n            \"name\": \"Tornado diagram\",\n            \"param\": {\n                \"ruleName\": \"Rule name\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Extended policy description\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Length\"\n                    },\n                    \"step\": {\n                        \"label\": \"Step\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Default value\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Error in sensitivity analysis computations for the following parameters:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Number of defined scenarios larger than {{numberFormatted}}. Sensitivity analysis might fail to compute or be very slow.\",\n                \"largeParametersNumber\": \"Number of parameters larger than {{number}}. Sensitivity analysis display might fail or be very slow.\"\n            },\n            \"plot\": {\n                \"legend\": {\n                    \"low\": \"Decrease\",\n                    \"high\": \"Increase\"\n                },\n                \"xAxisTitle\": \"Payoff\"\n            }\n        },\n        \"probabilistic-sensitivity-analysis\": {\n            \"name\": \"Probabilistic sensitivity analysis\",\n            \"param\": {\n                \"ruleName\": \"Rule name\",\n                \"numberOfRuns\": {\n                    \"label\": \"Number of runs\"\n                },\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Extended policy description\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"formula\": {\n                        \"label\": \"Formula\",\n                        \"help\": \"Select formula template from the menu or write custom code\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Error in sensitivity analysis computations for the following parameters:\",\n                \"param-computation\": \"Error computing parameter values:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Number of defined scenarios larger than {{numberFormatted}}. Sensitivity analysis might fail to compute or be very slow.\"\n            }\n        },\n        \"spider-plot\": {\n            \"name\": \"Spider plot\",\n            \"param\": {\n                \"ruleName\": \"Rule name\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Extended policy description\"\n                },\n                \"percentageChangeRange\": {\n                    \"label\": \"+/- percentage change to consider\"\n                },\n                \"length\": {\n                    \"label\": \"Number of values to test\",\n                    \"help\": \"Number of values to test (in one side of range)\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Name\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Default value\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Error in sensitivity analysis computations for the following parameters:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Number of defined scenarios larger than {{numberFormatted}}. Sensitivity analysis might fail to compute or be very slow.\"\n            },\n            \"plot\": {\n                \"legend\": {},\n                \"xAxisTitle\": \"Percentage change\",\n                \"yAxisTitle\": \"Payoff\"\n            }\n        },\n        \"league-table\": {\n            \"name\": \"League table\"\n        },\n        \"errors\": {\n            \"generic\": \"Error in {{jobName}} computations: {{message}}\",\n            \"params\": \"Incorrect {{jobName}} parameters\"\n        }\n    },\n    \"settingsDialog\": {\n        \"title\": \"Settings\",\n        \"general\": {\n            \"title\": \"General\",\n            \"fontSize\": \"Font size\",\n            \"fontFamily\": \"Font family\",\n            \"fontWeight\": \"Font weight\",\n            \"fontStyle\": \"Font style\",\n            \"numberFormatLocale\": \"Number format locale\"\n        },\n        \"payoff1\": {\n            \"title\": \"Payoff\",\n            \"currency\": \"Currency\",\n            \"currencyDisplay\": \"Currency display\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Minimum fraction digits\",\n            \"maximumFractionDigits\": \"Maximum fraction digits\",\n            \"useGrouping\": \"Use grouping separators\"\n        },\n        \"payoff2\": {\n            \"title\": \"Payoff (2) number format\",\n            \"currency\": \"Currency\",\n            \"currencyDisplay\": \"Currency display\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Minimum fraction digits\",\n            \"maximumFractionDigits\": \"Maximum fraction digits\",\n            \"useGrouping\": \"Use grouping separators\"\n        },\n        \"probability\": {\n            \"title\": \"Probability\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Minimum fraction digits\",\n            \"maximumFractionDigits\": \"Maximum fraction digits\",\n            \"fontSize\": \"Font size\",\n            \"color\": \"Color\"\n        },\n        \"node\": {\n            \"title\": \"Node\",\n            \"strokeWidth\": \"Stroke width\",\n            \"optimal\": {\n                \"title\": \"Optimal\",\n                \"stroke\": \"Color\",\n                \"strokeWidth\": \"Stroke width\"\n            },\n            \"label\": {\n                \"title\": \"Label\",\n                \"fontSize\": \"Label font size\",\n                \"color\": \"Label color\"\n            },\n            \"payoff\": {\n                \"title\": \"Payoff\",\n                \"fontSize\": \"Font size\",\n                \"color\": \"Color\",\n                \"negativeColor\": \"Negative color\"\n            },\n            \"decision\": {\n                \"title\": \"Decision Node\",\n                \"fill\": \"Fill color\",\n                \"stroke\": \"Stroke color\",\n                \"selected\": {\n                    \"fill\": \"Selected fill color\"\n                }\n            },\n            \"chance\": {\n                \"title\": \"Chance Node\",\n                \"fill\": \"Fill color\",\n                \"stroke\": \"Stroke color\",\n                \"selected\": {\n                    \"fill\": \"Selected fill color\"\n                }\n            },\n            \"terminal\": {\n                \"title\": \"Terminal Node\",\n                \"fill\": \"Fill color\",\n                \"stroke\": \"Stroke color\",\n                \"selected\": {\n                    \"fill\": \"Selected fill color\"\n                },\n                \"payoff\": {\n                    \"title\": \"Payoff\",\n                    \"fontSize\": \"Font size\",\n                    \"color\": \"Color\",\n                    \"negativeColor\": \"Negative color\"\n                }\n            }\n        },\n        \"edge\": {\n            \"title\": \"Edge\",\n            \"stroke\": \"Color\",\n            \"strokeWidth\": \"Stroke width\",\n            \"optimal\": {\n                \"title\": \"Optimal\",\n                \"stroke\": \"Color\",\n                \"strokeWidth\": \"Stroke width\"\n            },\n            \"selected\": {\n                \"title\": \"Selected\",\n                \"stroke\": \"Color\",\n                \"strokeWidth\": \"Stroke width\"\n            },\n            \"label\": {\n                \"title\": \"Label\",\n                \"fontSize\": \"Font size\",\n                \"color\": \"Color\"\n            },\n            \"payoff\": {\n                \"title\": \"Payoff\",\n                \"fontSize\": \"Font size\",\n                \"color\": \"Color\",\n                \"negativeColor\": \"Negative color\"\n            }\n        },\n        \"diagramTitle\": {\n            \"title\": \"Diagram title\",\n            \"fontSize\": \"Font size\",\n            \"fontWeight\": \"Font weight\",\n            \"fontStyle\": \"Font style\",\n            \"color\": \"Color\",\n            \"margin\": {\n                \"title\": \"Margin\",\n                \"top\": \"Top\",\n                \"bottom\": \"Bottom\"\n            },\n            \"description\": {\n                \"title\": \"Subtitle (diagram description)\",\n                \"show\": \"Show\",\n                \"fontSize\": \"Font size\",\n                \"fontWeight\": \"Font weight\",\n                \"fontStyle\": \"Font style\",\n                \"color\": \"Color\",\n                \"marginTop\": \"Margin top\"\n            }\n        },\n        \"leagueTable\": {\n            \"title\": \"League Table\",\n            \"plot\": {\n                \"title\": \"Plot\",\n                \"maxWidth\": \"Max width\",\n                \"highlightedColor\": \"Recommended (for some WTP in range) policy color\",\n                \"highlightedDefaultColor\": \"Recommended (for default WTP) policy color\",\n                \"extendedDominatedColor\": \"Extended dominated policy color\",\n                \"dominatedColor\": \"Dominated policy color\",\n                \"defaultColor\": \"Other policies color\"\n            }\n        },\n        \"other\": {\n            \"title\": \"Canvas\",\n            \"disableAnimations\": \"Disable animations\",\n            \"forceFullEdgeRedraw\": \"Force full redraw of edges\",\n            \"hideLabels\": \"Hide labels\",\n            \"hidePayoffs\": \"Hide payoffs\",\n            \"hideProbabilities\": \"Hide probabilities\",\n            \"raw\": \"Raw\"\n        }\n    },\n    \"aboutDialog\": {\n        \"title\": \"About\"\n    },\n    \"help\": {\n        \"header\": \"Help\",\n        \"mouse\": {\n            \"header\": \"Mouse actions:\",\n            \"list\": {\n                \"1\": \"Left mouse button: node/edge selection\",\n                \"2\": \"Right mouse button: context menu (adding/manipulating nodes)\",\n                \"3\": \"Left mouse dbclick: sidebar with node data\",\n                \"4\": \"Shift + left mouse button (on node): sub-tree selection\",\n                \"5\": \"Shift + left mouse button (on text): add to selection\"\n            }\n        },\n        \"keyboard\": {\n            \"header\": \"Keyboard:\",\n            \"list\": {\n                \"1\": \"Del: delete selected nodes\",\n                \"2\": \"Ctrl-C/X: copy/cut selected nodes\",\n                \"3\": \"Ctrl-V: paste copied nodes as a subtree of a selected node\",\n                \"4\": \"Ctrl-Y/Z: undo/redo\",\n                \"5\": \"Ctrl-Alt-D/C/T: add new Decision/Chance/Terminal subnode of a <strong>selected node</strong>\",\n                \"6\": \"Ctrl-Alt-D/C: inject new Decision/Chance node into a <strong>selected edge</strong>\"\n            }\n        },\n        \"docs\": \"Documentation of dNodes.io and FAQs are available <a href=\\\"https://www.dnodes.io/support/\\\" target=\\\"_blank\\\">here</a>\"\n    },\n    \"definitionsDialog\": {\n        \"title\": \"Variable definitions\",\n        \"scope\": {\n            \"global\": \"global scope\",\n            \"node\": \"selected node and subtree scope\"\n        },\n        \"buttons\": {\n            \"recalculate\": \"Recalculate\"\n        },\n        \"evaluatedVariables\": \"Evaluated variables\"\n    },\n    \"sidebarDefinitions\": {\n        \"scope\": {\n            \"label\": \"Variable scope:\",\n            \"global\": \"Global:\",\n            \"node\": \"Selected node and subtree:\"\n        },\n        \"header\": \"Variables\",\n        \"code\": \"Code\",\n        \"buttons\": {\n            \"openDialog\": \"Open dialog\",\n            \"recalculate\": \"Recalculate\"\n        },\n        \"evaluatedVariables\": \"Evaluated variables\"\n    },\n    \"multipleCriteria\": {\n        \"header\": \"Multiple criteria\",\n        \"defaultMaximizedCriterionName\": \"Effect\",\n        \"defaultMinimizedCriterionName\": \"Cost\",\n        \"nameOfCriterion1\": \"Name for criterion 1\",\n        \"nameOfCriterion2\": \"Name for criterion 2\",\n        \"defaultCriterion1Weight\": \"Default 1st criterion weight\",\n        \"weightLowerBound\": \"Weight lower bound\",\n        \"weightUpperBound\": \"Weight upper bound\",\n        \"buttons\": {\n            \"showLeagueTable\": \"Show league table\",\n            \"flip\": \"Flip\"\n        }\n    },\n    \"layoutOptions\": {\n        \"header\": \"Layout\",\n        \"marginHorizontal\": \"Horizontal Margin\",\n        \"marginVertical\": \"Vertical Margin\",\n        \"nodeSize\": \"Node size\",\n        \"edgeSlantWidthMax\": \"Edge slant (max)\",\n        \"gridWidth\": \"Width\",\n        \"gridHeight\": \"Height\",\n        \"scale\": \"Scale\"\n    },\n    \"diagramDetails\": {\n        \"header\": \"Title\",\n        \"title\": \"Title\",\n        \"description\": \"Description\"\n    },\n    \"objectProperties\": {\n        \"header\": {\n            \"node\": {\n                \"decision\": \"Decision Node\",\n                \"chance\": \"Chance Node\",\n                \"terminal\": \"Terminal Node\"\n            },\n            \"edge\": \"Edge\",\n            \"text\": \"Floating text\"\n        },\n        \"childrenProperties\": {\n            \"node\": {\n                \"header\": \"Connections\",\n                \"child\": {\n                    \"header\": \"Edge #{{number}}\"\n                }\n            }\n        }\n    },\n    \"confirm\": {\n        \"newDiagram\": \"Do you really want to clear current diagram? All unsaved data will be lost.\",\n        \"openDiagram\": \"Are you sure? All unsaved diagram data will be lost.\",\n        \"beforeunload\": \"Are you sure you want to close SilverDecisions? All unsaved diagram data will be lost.\"\n    },\n    \"error\": {\n        \"jsonParse\": \"Error parsing file!\",\n        \"fileApiNotSupported\": \"The file API isn't supported on this browser yet.\",\n        \"inputFilesProperty\": \"Your browser doesn't seem to support the `files` property of file inputs.\",\n        \"notSilverDecisionsFile\": \"Not a SilverDecisions file!\",\n        \"incorrectVersionFormat\": \"Incorrect format of version string!\",\n        \"fileVersionNewerThanApplicationVersion\": \"Version in file is newer than version of the application. Some features may be missing.\",\n        \"objectiveComputationFailure\": \"Error while computing objective!\",\n        \"diagramDrawingFailure\": \"Error while drawing diagram!\",\n        \"malformedData\": \"Error reading tree data!\",\n        \"pngExportNotSupported\": \"Export to PNG is not supported in your browser.\",\n        \"pngExportNotSupportedIE\": \"Export to PNG not supported in Internet Explorer.\",\n        \"svgExportNotSupported\": \"Export to SVG is not supported in your browser.\",\n        \"pdfExportNotSupported\": \"Export to PDF is not supported in your browser.\",\n        \"incorrectPayoffNumberFormatOptions\": \"Incorrect payoff number format options\",\n        \"incorrectProbabilityNumberFormatOptions\": \"Incorrect probability number format options\",\n        \"incorrectNumberFormatOptions\": \"Incorrect number format options, using default.\",\n        \"jsPDFisNotIncluded\": \"jsPDF is not included!\",\n        \"serverSideExportRequestFailure\": \"Export Server request failed!\"\n    }\n}\n","module.exports={\n    \"toolbar\": {\n        \"newDiagram\": \"Nouveau diagramme\",\n        \"openDiagram\": \"Ouvrir le diagramme existant\",\n        \"saveDiagram\": \"Enregistrer le diagramme actuel\",\n        \"export\":{\n            \"label\": \"Exporter vers\",\n            \"png\": \"Png\",\n            \"svg\": \"Svg\",\n            \"pdf\": \"Pdf\"\n        },\n        \"layout\":{\n            \"label\": \"Disposition\",\n            \"manual\": \"Manuel\",\n            \"tree\": \"Arbre\",\n            \"cluster\": \"Grappe\"\n        },\n        \"viewMode\": {\n            \"label\": \"Vue\",\n            \"options\": {\n                \"criterion1\":\"Critère 1\",\n                \"criterion2\":\"Critère 2\",\n                \"twoCriteria\":\"Deux critères\"\n            }\n        },\n        \"objectiveRule\":{\n            \"label\": \"Regle\",\n            \"options\": {\n                \"expected-value-maximization\":\"max\",\n                \"expected-value-minimization\":\"min\",\n                \"maxi-min\":\"maxi-min\",\n                \"maxi-max\":\"maxi-max\",\n                \"mini-min\":\"mini-min\",\n                \"mini-max\":\"mini-max\",\n                \"min-max\":\"min-max\",\n                \"max-min\":\"max-min\",\n                \"min-min\": \"min-min\",\n                \"max-max\": \"max-max\"\n            }\n        },\n        \"undo\": \"Annuler\",\n        \"redo\": \"Refaire\",\n        \"settings\": \"Parametres\",\n        \"about\": \"A propos\",\n        \"sensitivityAnalysis\": \"Analyse de sensibilité\",\n        \"recompute\": \"Recalculer\"\n    },\n    \"node\":{\n        \"name\": \"Étiquette\"\n    },\n    \"edge\":{\n        \"name\": \"Étiquette\",\n        \"payoff\": \"Avantage\",\n        \"probability\": \"Probabilité\"\n    },\n    \"text\":{\n        \"value\": \"Texte\"\n    },\n    \"leagueTableDialog\":{\n        \"title\": \"Classement\",\n        \"buttons\": {\n            \"downloadCsv\": \"Télécharger CSV\"\n        }\n    },\n    \"leagueTable\": {\n        \"headers\":{\n            \"policyNo\": \"Règle #\",\n            \"policy\": \"Règle\",\n            \"comment\": \"Commentaire\"\n        },\n        \"comment\":{\n            \"dominatedBy\": \"Dominé (par #{{policy}})\",\n            \"extendedDominatedBy\": \"Étendu-dominé (par #{{policy1}} et #{{policy2}})\",\n            \"incratio\": \"Ratio incrémental={{incratio}}\"\n        },\n        \"plot\":{\n            \"groups\":{\n                \"highlighted\": \"Surligné\",\n                \"highlighted-default\": \"Recommandée (pour WTP par défaut)\",\n                \"extended-dominated\" : \"Étendu-dominé\",\n                \"dominated\": \"Dominé\",\n                \"default\": \"Autre\"\n            },\n            \"tooltip\":{\n                \"gradientArrow1\": \"La direction de {{name}} optimisation\",\n                \"gradientArrow2\": \"La direction de {{name}} optimisation\",\n                \"dominatedRegion\": \"Région dominée\"\n            },\n            \"legend\":{\n                \"dominatedRegion\": \"La région grise surligne la région dominée\",\n                \"gradientArrows\": \"Les flèches indiquent une direction d'amélioration\"\n            }\n        }\n    },\n    \"sensitivityAnalysisDialog\":{\n        \"title\": \"Analyse de sensibilité\",\n        \"buttons\": {\n            \"runJob\": \"Exécuter\",\n            \"stopJob\": \"Arrêter\",\n            \"terminateJob\": \"Terminer\",\n            \"resumeJob\": \"Reprendre\",\n            \"downloadCsv\": \"Télécharger CSV\",\n            \"back\": \"Retourner\",\n            \"clear\": \"Effacer\"\n        }\n    },\n    \"jobParametersBuilder\": {\n        \"buttons\": {\n            \"removeParameterValue\": \"Effacer\",\n            \"addParameterValue\": \"Ajouter\"\n        }\n    },\n    \"jobResultTable\":{\n        \"tooltip\": {\n            \"multiplePoliciesInCell\": \"{{number}} règles\"\n        },\n        \"pivot\": {\n            \"aggregators\":{\n                \"maximum\": \"Maximum\",\n                \"minimum\": \"Minimum\"\n            },\n            \"renderers\":{\n                \"heatmap\": \"Carte de chaleur\"\n            }\n        },\n        \"policyPreview\": \"Aperçu de la règle\"\n    },\n    \"job\":{\n        \"sensitivity-analysis\":{\n            \"name\": \"Analyse de sensibilité multivariée\",\n            \"param\":{\n                \"ruleName\": \"Nom de la règle\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Description détaillée de la règle\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Étiquette\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Longueur\"\n                    },\n                    \"step\": {\n                        \"label\": \"Étape\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Erreur de calcul d'analyse de sensibilité pour les paramètres suivants:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Nombre de scénarios définis est plus grand que {{numberFormatted}}. Analyse de sensibilité pouvait ne pas calculer ou être très lente.\",\n                \"largeParametersNumber\": \"Nombre de paramètres est plus grand que {{number}}. Affichage de l'analyse de sensibilité pouvait échouer ou être très lente.\"\n            }\n        },\n        \"tornado-diagram\":{\n            \"name\": \"Graphique en tornade\",\n            \"param\":{\n                \"ruleName\": \"Nom de la règle\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Description détaillée de la règle\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Étiquette\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Longueur\"\n                    },\n                    \"step\": {\n                        \"label\": \"Étape\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Valeur par défaut\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Erreur de calcul d'analyse de sensibilité pour les paramètres suivants:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Nombre de scénarios définis est plus grand que {{numberFormatted}}. Analyse de sensibilité pouvait ne pas calculer ou être très lente.\",\n                \"largeParametersNumber\": \"Nombre de paramètres est plus grand que {{number}}. Affichage de l'analyse de sensibilité pouvait échouer ou être très lente.\"\n            },\n            \"plot\":{\n                \"legend\":{\n                    \"low\": \"Diminuer\",\n                    \"high\": \"Augmenter\"\n                },\n                \"xAxisTitle\": \"Avantage\"\n            }\n        },\n        \"probabilistic-sensitivity-analysis\":{\n            \"name\": \"Analyse de sensibilité probabiliste\",\n            \"param\":{\n                \"ruleName\": \"Nom de la règle\",\n                \"numberOfRuns\": {\n                    \"label\": \"Nombre d'essais\"\n                },\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Description détaillée de la règle\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Étiquette\"\n                    },\n                    \"formula\": {\n                        \"label\": \"Formule\",\n                        \"help\": \"Sélectionner le modèle de la formule dans le menu ou écrire un code personnalisé.\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Erreur de calcul d'analyse de sensibilité pour les paramètres suivants:\",\n                \"param-computation\": \"Erreur de calcul des valeurs de paramètres:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Nombre de scénarios définis est plus grand que {{numberFormatted}}. Analyse de sensibilité pouvait ne pas calculer ou être très lente.\"\n            }\n        },\n        \"spider-plot\": {\n            \"name\": \"Graphique en radar\",\n            \"param\": {\n                \"ruleName\": \"Nom de la règle\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Description détaillée de la règle\"\n                },\n                \"percentageChangeRange\": {\n                    \"label\": \"+/- changement de pourcentage à considérer\"\n                },\n                \"length\": {\n                    \"label\": \"Nombre de valeurs à tester\",\n                    \"help\": \"Nombre de valeurs à tester (dans une partie de gamme)\"\n                },\n                \"variables\": {\n                    \"label\": \"Variables\",\n                    \"name\": {\n                        \"label\": \"Nom\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Valeur par défaut\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Erreur de calcul d'analyse de sensibilité pour les paramètres suivants:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Nombre de scénarios définis est plus grand que {{numberFormatted}}. Analyse de sensibilité pouvait ne pas calculer ou être très lente.\"\n            },\n            \"plot\": {\n                \"legend\": {},\n                \"xAxisTitle\": \"Changement de pourcentage\",\n                \"yAxisTitle\": \"Avantage\"\n            }\n        },\n        \"league-table\":{\n            \"name\": \"Classement\"\n        },\n        \"errors\":{\n            \"generic\": \"Erreur de calcul d'analyse de sensibilité: {{message}}\",\n            \"params\": \"Paramètres du {{jobName}} sont incorrect\"\n        }\n    },\n    \"settingsDialog\":{\n        \"title\": \"Parametres\",\n        \"general\":{\n            \"title\": \"Général\",\n            \"fontSize\": \"Taille de la police\",\n            \"fontFamily\": \"Famille de police\",\n            \"fontWeight\": \"Poid de la police\",\n            \"fontStyle\": \"Style de police\",\n            \"numberFormatLocale\": \"format local de numérotation\"\n        },\n        \"payoff1\":{\n            \"title\": \"Format de la numérotation des avantages\",\n            \"currency\": \"Devise\",\n            \"currencyDisplay\": \"Affichage de la devise\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Nombre minimum de fractions\",\n            \"maximumFractionDigits\": \"Nombre maximum de fractions\",\n            \"useGrouping\": \"Utiliser des séparateurs de regroupement\"\n        },\n        \"payoff2\":{\n            \"title\": \"Format de la numérotation des avantages 2\",\n            \"currency\": \"Devise\",\n            \"currencyDisplay\": \"Affichage de la devise\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Nombre minimum de fractions\",\n            \"maximumFractionDigits\": \"Nombre maximum de fractions\",\n            \"useGrouping\": \"Utiliser des séparateurs de regroupement\"\n        },\n        \"probability\":{\n            \"title\": \"Format de la numérotatio des probabilités\",\n            \"style\": \"Style\",\n            \"minimumFractionDigits\": \"Nombre minimum de fractions\",\n            \"maximumFractionDigits\": \"Nombre maximum de fractions\",\n            \"fontSize\": \"Taille de police\",\n            \"color\": \"Couleur\"\n        },\n        \"node\":{\n            \"title\": \"Noud\",\n            \"strokeWidth\": \"Largeur de trait\",\n            \"optimal\":{\n                \"title\": \"Optimal\",\n                \"stroke\": \"Couleur\",\n                \"strokeWidth\": \"Largeur de trait\"\n            },\n            \"label\": {\n                \"title\": \"Étiquette\",\n                \"fontSize\": \"Taille de la police de l'étiquette\",\n                \"color\": \"Couleur de l'étiquette\"\n            },\n            \"payoff\": {\n                \"title\": \"Avantage\",\n                \"fontSize\": \"Taille de la police\",\n                \"color\": \"Couleur\",\n                \"negativeColor\": \"Négatif couleur\"\n            },\n            \"decision\": {\n                \"title\": \"Noeud décisionnel\",\n                \"fill\": \"La couleur de remplissage\",\n                \"stroke\": \"Couleur de trait\",\n                \"selected\": {\n                    \"fill\": \"Couleur de remplissage sélectionnée\"\n                }\n            },\n            \"chance\": {\n                \"title\": \"Noud aléatoire\",\n                \"fill\": \"La couleur de remplissage\",\n                \"stroke\": \"Couleur de course\",\n                \"selected\": {\n                    \"fill\": \"Couleur de remplissage sélectionné\"\n                }\n            },\n            \"terminal\":{\n                \"title\": \"Noeud terminal\",\n                \"fill\": \"Couleur de remplissage\",\n                \"stroke\": \"Couleur de course\",\n                \"selected\": {\n                    \"fill\": \"Couleur de remplissage sélectionné\"\n                },\n                \"payoff\": {\n                    \"title\": \"Avantage\",\n                    \"fontSize\": \"Taille de la police\",\n                    \"color\": \"Couleur\",\n                    \"negativeColor\": \"Négatif couleur\"\n                }\n            }\n        },\n        \"edge\":{\n            \"title\": \"Bord\",\n            \"stroke\": \"Couleur\",\n            \"strokeWidth\": \"Largeur de trait\",\n            \"optimal\":{\n                \"title\": \"Optimal\",\n                \"stroke\": \"Couleur\",\n                \"strokeWidth\": \"Largeur de trait\"\n            },\n            \"selected\":{\n                \"title\": \"Choisi\",\n                \"stroke\": \"Couleur\",\n                \"strokeWidth\": \"Largeur de trait\"\n            },\n            \"label\": {\n                \"title\": \"Étiquette\",\n                \"fontSize\": \"Taille de la police\",\n                \"color\": \"Couleur\"\n            },\n            \"payoff\":{\n                \"title\": \"Avantage\",\n                \"fontSize\": \"Taille de la police\",\n                \"color\": \"Couleur\",\n                \"negativeColor\": \"Négatif couleur\"\n            }\n        },\n        \"diagramTitle\":{\n            \"title\": \"Titre du diagramme\",\n            \"fontSize\": \"Taille de la police\",\n            \"fontWeight\": \"Poids de la police\",\n            \"fontStyle\": \"Style de la police\",\n            \"color\": \"Couleur\",\n            \"margin\":{\n                \"title\": \"Marge\",\n                \"top\": \"Haut du diagramme\",\n                \"bottom\": \"Bas du diagramme\"\n            },\n            \"description\":{\n                \"title\": \"Sous-titre (description du diagramme)\",\n                \"show\": \"Afficher\",\n                \"fontSize\": \"Taille de la police\",\n                \"fontWeight\": \"Poids de la police\",\n                \"fontStyle\": \"Style de police\",\n                \"color\": \"Couleur\",\n                \"marginTop\": \"Haut du marge\"\n            }\n        },\n        \"leagueTable\": {\n            \"title\": \"Classement\",\n            \"plot\": {\n                \"title\": \"Le graphe\",\n                \"maxWidth\": \"Largeur maximale\",\n                \"highlightedColor\": \"Couleur de la règle soulignée\",\n                \"highlightedDefaultColor\": \"Couleur recommandée pour la règle (pour WTP par défaut)\",\n                \"extendedDominatedColor\": \"Couleur de la règle étendu-dominée\",\n                \"dominatedColor\": \"Couleur de la règle dominée\",\n                \"defaultColor\": \"Couleur des autres règles\"\n            }\n        },\n        \"other\":{\n            \"title\": \"Autre\",\n            \"disableAnimations\": \"Désactiver les animations\",\n            \"forceFullEdgeRedraw\": \"Forcer le redessinage complet des bords\",\n            \"hideLabels\": \"Masquer les étiquettes\",\n            \"hidePayoffs\": \"Masquer les paiements\",\n            \"hideProbabilities\": \"Masquer les probabilités\",\n            \"raw\": \"Brut\"\n        }\n    },\n    \"aboutDialog\":{\n        \"title\": \"A propos\"\n    },\n    \"help\":{\n        \"header\": \"Aide\",\n        \"mouse\": {\n            \"header\":\"Actions de la souris:\",\n            \"list\":{\n                \"1\": \"Bouton gauche de la souris: sélection du noud/bord\",\n                \"2\": \"Bouton droit de la souris: menu contextuel (ajout/manipulation des nouds)\",\n                \"3\": \"Double clic gauche de la souris: menu contextuel\"\n            }\n        },\n        \"keyboard\": {\n            \"header\":\"Raccourcis clavier:\",\n            \"list\":{\n                \"1\": \"Del: effacer les nouds sélectionnés\",\n                \"2\": \"Ctrl-C/X: copier/couper les nouds sélectionnés\",\n                \"3\": \"Ctrl-V: coller les nouds copiés comme un sous-arbre d'un noud sélectionné\",\n                \"4\": \"Ctrl-Y/Z: annuler/refaire\",\n                \"5\": \"Ctrl-Alt-D/C/T: ajouter un nouveau sous-noud de décision/aléatoire/terminal d'un <strong>noud sélectionné</strong>\",\n                \"6\": \"Ctrl-Alt-D/C: injecter un nouveau noeud de décision/aléatoire dans un <strong>bord sélectionné</strong>\"\n            }\n        },\n        \"docs\": \"La documentation de SilverDecisions est disponible  <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/Documentation\\\" target=\\\"_blank\\\">ici</a>\"\n    },\n    \"definitionsDialog\":{\n        \"title\": \"Définitions des variables\",\n        \"scope\": {\n            \"global\": \"portée mondiale\",\n            \"node\": \"la portée des nœud et sous-arborescence sélectionné\"\n        },\n        \"buttons\":{\n            \"recalculate\": \"Recalculer\"\n        },\n        \"evaluatedVariables\": \"Variables évaluées\"\n    },\n    \"sidebarDefinitions\":{\n        \"scope\":{\n            \"label\": \"Portée de la variable:\",\n            \"global\": \"mondial\",\n            \"node\": \"nœud et sous-arborescence sélectionné\"\n        },\n        \"header\": \"Variables\",\n        \"code\": \"Code\",\n        \"buttons\":{\n            \"openDialog\" : \"Ouvrir la boîte de dialogue\",\n            \"recalculate\": \"Recalculer\"\n        },\n        \"evaluatedVariables\": \"Variables évaluées\"\n    },\n    \"multipleCriteria\":{\n        \"header\": \"Critères multiples\",\n        \"defaultMaximizedCriterionName\": \"Effet\",\n        \"defaultMinimizedCriterionName\": \"Coût\",\n        \"nameOfCriterion1\": \"Le nome de critère 1\",\n        \"nameOfCriterion2\": \"Le nome de critère 2\",\n        \"defaultCriterion1Weight\": \"Par défaut poid du 1er critère\",\n        \"weightLowerBound\": \"Poid de la limite inférieure\",\n        \"weightUpperBound\": \"Poid de la limite supérieure\",\n        \"buttons\":{\n            \"showLeagueTable\" : \"Montrer classement\",\n            \"flip\": \"Basculer\"\n        }\n    },\n    \"layoutOptions\":{\n        \"header\": \"Disposition\",\n        \"marginHorizontal\": \"Marge horizontale\",\n        \"marginVertical\": \"Marge verticale\",\n        \"nodeSize\": \"Taille du noeud\",\n        \"edgeSlantWidthMax\": \"Inclinaison du bord (max.)\",\n        \"gridWidth\": \"Largeur\",\n        \"gridHeight\": \"Taille\"\n    },\n    \"diagramDetails\":{\n        \"header\": \"Détails\",\n        \"title\" : \"Titre\",\n        \"description\" : \"Description\"\n    },\n    \"objectProperties\":{\n        \"header\":{\n            \"node\":{\n                \"decision\":\"Noeud de décision\",\n                \"chance\":\"Noud aléatoire\",\n                \"terminal\":\"Noeud terminal\"\n            },\n            \"edge\": \"Bord\",\n            \"text\": \"Texte flottant\"\n        },\n        \"childrenProperties\":{\n            \"node\":{\n                \"header\": \"Les connexions\",\n                \"child\": {\n                    \"header\": \"Bord #{{number}}\"\n                }\n            }\n        }\n    },\n    \"confirm\":{\n        \"newDiagram\": \"Voulez-vous vraiment effacer le diagramme actuel? Toutes les données non enregistrées seront perdues.\",\n        \"openDiagram\": \"Etes-vous sur? Toutes les données de diagramme non enregistrées seront perdues.\",\n        \"beforeunload\": \"Voulez-vous vraiment fermer SilverDecisions? Toutes les données de diagramme non enregistrées seront perdues.\"\n    },\n    \"error\":{\n        \"jsonParse\": \"Erreur lors de l'analyse du fichier!\",\n        \"fileApiNotSupported\":\"L'API du fichier n'est pas encore prise en charge sur ce navigateur.\",\n        \"inputFilesProperty\":\"Votre navigateur ne semble pas prendre en charge la propriété `fichiers`.\",\n        \"notSilverDecisionsFile\":\"Pas de fichiers SilverDecisions!\",\n        \"incorrectVersionFormat\": \"Format incorrect de la chaîne de version!\",\n        \"fileVersionNewerThanApplicationVersion\": \"La version dans le fichier est plus récente que la version de l'application. Certaines fonctionnalités peuvent être manquantes.\",\n        \"objectiveComputationFailure\": \"Erreur en calculant l'objectif!\",\n        \"diagramDrawingFailure\": \"Erreur lors du dessin diagramme!\",\n        \"malformedData\":\"Erreur lors de la lecture des données arborescentes!\",\n        \"pngExportNotSupported\": \"L'exportation vers PNG n'est pas prise en charge dans votre navigateur.\",\n        \"pngExportNotSupportedIE\": \"Exporter vers PNG n'est pas pris en charge dans Internet Explorer.\",\n        \"svgExportNotSupported\": \"L'exportation vers SVG n'est pas prise en charge par votre navigateur.\",\n        \"pdfExportNotSupported\": \"L'exportation au format PDF n'est pas prise en charge par votre navigateur.\",\n        \"incorrectPayoffNumberFormatOptions\": \"L'option de format de numérotation des avantages chiosie est incorrecte.\",\n        \"incorrectProbabilityNumberFormatOptions\": \"L'option de format de numérotation des probabilités chiosie est incorrecte.\",\n        \"incorrectNumberFormatOptions\": \"L'option de format de numérotation choisie est incorrecte.\",\n        \"jsPDFisNotIncluded\": \"JsPDF n'est pas inclus!\",\n        \"serverSideExportRequestFailure\": \"La demande de téléchargement au serveur a échoué!\"\n    }\n}\n","import i18next from 'i18next';\nimport * as en from './en.json'\nimport * as pl from './pl.json'\nimport * as it from './it.json'\nimport * as de from './de.json'\nimport * as fr from './fr.json'\n\nexport class i18n{\n\n    static $instance;\n    static language;\n\n    static init(lng){\n        i18n.language = lng;\n        i18n.$instance = i18next.createInstance({\n            lng: lng,\n            fallbackLng: 'en',\n            resources: {\n                en: {\n                    translation: en\n                },\n                pl: {\n                    translation: pl\n                },\n                it: {\n                    translation: it\n                },\n                de: {\n                    translation: de\n                },\n                fr: {\n                    translation: fr\n                }\n            }\n        }, (err, t) => {\n        });\n    }\n\n    static t(key, opt){\n        return i18n.$instance.t(key, opt)\n    }\n}\n","module.exports={\n    \"toolbar\": {\n        \"newDiagram\": \"Nuovo diagramma\",\n        \"openDiagram\": \"Apri diagramma esistnte\",\n        \"saveDiagram\": \"Salva il diagramma corente\",\n        \"export\":{\n            \"label\": \"Esporta in\",\n            \"png\": \"Png\",\n            \"svg\": \"Svg\",\n            \"pdf\": \"Pdf\"\n        },\n        \"layout\":{\n            \"label\": \"Disposizione\",\n            \"manual\": \"Manuale\",\n            \"tree\": \"Albero\",\n            \"cluster\": \"Grappolo\"\n        },\n        \"viewMode\": {\n            \"label\": \"Vista\",\n            \"options\": {\n                \"criterion1\":\"Criterio 1\",\n                \"criterion2\":\"Criterio 2\",\n                \"twoCriteria\":\"Due criteri\"\n            }\n        },\n        \"objectiveRule\":{\n            \"label\": \"Regola\",\n            \"options\": {\n                \"expected-value-maximization\":\"max\",\n                \"expected-value-minimization\":\"min\",\n                \"maxi-min\":\"max-min\",\n                \"maxi-max\":\"max-max\",\n                \"mini-min\":\"min-min\",\n                \"mini-max\":\"min-max\",\n                \"min-max\":\"min-max\",\n                \"max-min\":\"max-min\",\n                \"min-min\": \"min-min\",\n                \"max-max\": \"max-max\"\n            }\n        },\n        \"undo\": \"Ripristina\",\n        \"redo\": \"Ripeti\",\n        \"settings\": \"Settaggi\",\n        \"about\": \"Di\",\n        \"sensitivityAnalysis\": \"Analisi di sensibilità\",\n        \"recompute\": \"Ricalcola\"\n    },\n    \"node\":{\n        \"name\": \"Etichetta\"\n    },\n    \"edge\":{\n        \"name\": \"Etichetta\",\n        \"payoff\": \"Saldo\",\n        \"probability\": \"Probabilità\"\n    },\n    \"text\":{\n        \"value\": \"Testo\"\n    },\n    \"leagueTableDialog\":{\n        \"title\": \"Classifica\",\n        \"buttons\": {\n            \"downloadCsv\": \"Scarica CSV\"\n        }\n    },\n    \"leagueTable\": {\n        \"headers\":{\n            \"policyNo\": \"Regola #\",\n            \"policy\": \"Regola\",\n            \"comment\": \"Commento\"\n        },\n        \"comment\":{\n            \"dominatedBy\": \"dominata (da #{{policy}})\",\n            \"extendedDominatedBy\": \"estesa-dominata (da #{{policy1}} e #{{policy2}})\",\n            \"incratio\": \"rapporto incrementale={{incratio}}\"\n        },\n        \"plot\":{\n            \"groups\":{\n                \"highlighted\": \"Evidenziato\",\n                \"highlighted-default\": \"Raccomandato (per default WTP)\",\n                \"extended-dominated\" : \"Estesa-dominata\",\n                \"dominated\": \"Dominata\",\n                \"default\": \"Altro\"\n            },\n            \"tooltip\":{\n                \"gradientArrow1\": \"Direzione di {{name}} ottimizzazione\",\n                \"gradientArrow2\": \"Direzione di {{name}} ottimizzazione\",\n                \"dominatedRegion\": \"Regione dominata\"\n            },\n            \"legend\":{\n                \"dominatedRegion\": \"L'area grigia evidenzia la regione dominata\",\n                \"gradientArrows\": \"Le frecce indicano la direzione di miglioramento\"\n            }\n        }\n    },\n    \"sensitivityAnalysisDialog\":{\n        \"title\": \"Analisi di sensibilità\",\n        \"buttons\": {\n            \"runJob\": \"Esegui\",\n            \"stopJob\": \"Stop\",\n            \"terminateJob\": \"Esci\",\n            \"resumeJob\": \"Riprendi\",\n            \"downloadCsv\": \"Scaricare CSV\",\n            \"back\": \"Indietro\",\n            \"clear\": \"Cancella\"\n        }\n    },\n    \"jobParametersBuilder\": {\n        \"buttons\": {\n            \"removeParameterValue\": \"Cancella\",\n            \"addParameterValue\": \"Aggiungi\"\n        }\n    },\n    \"jobResultTable\":{\n        \"tooltip\": {\n            \"multiplePoliciesInCell\": \"{{number}} politiche\"\n        },\n        \"pivot\": {\n            \"aggregators\":{\n                \"maximum\": \"Massimo\",\n                \"minimum\": \"Minimo\"\n            },\n            \"renderers\":{\n                \"heatmap\": \"Mappa di calore\"\n            }\n        },\n        \"policyPreview\": \"Anteprima della politica\"\n    },\n    \"job\":{\n        \"sensitivity-analysis\":{\n            \"name\": \"Analisi di sensibilità multivariata\",\n            \"param\":{\n                \"ruleName\": \"Nome alla regola\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Descrizione estesa della politica\"\n                },\n                \"variables\": {\n                    \"label\": \"Variabili\",\n                    \"name\": {\n                        \"label\": \"Nome\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Lunghezza\"\n                    },\n                    \"step\": {\n                        \"label\": \"Passo\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Errore nei calcoli di analisi di sensibilità per i seguenti parametri:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Numero di scenari definiti più grandi di {{numberFormatted}}. Analisi di sensibilità potrebbe non essere calcolata o essere molto lenta.\",\n                \"largeParametersNumber\": \"Numero di parametri maggiori di {{number}}. La visualizzazione dell'analisi di sensibilità potrebbe non riuscire o essere molto lenta.\"\n            }\n        },\n        \"tornado-diagram\":{\n            \"name\": \"Diagramma a tornado\",\n            \"param\":{\n                \"ruleName\": \"Nome alla regola\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Descrizione estesa della politica\"\n                },\n                \"variables\": {\n                    \"label\": \"Variabili\",\n                    \"name\": {\n                        \"label\": \"Nome\"\n                    },\n                    \"min\": {\n                        \"label\": \"Min\"\n                    },\n                    \"max\": {\n                        \"label\": \"Max\"\n                    },\n                    \"length\": {\n                        \"label\": \"Lunghezza\"\n                    },\n                    \"step\": {\n                        \"label\": \"Passo\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Valore predefinito\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Errore nei calcoli di analisi di sensibilità per i seguenti parametri:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Numero di scenari definiti più grandi di {{numberFormatted}}. Analisi di sensibilità potrebbe non essere calcolata o essere molto lenta.\",\n                \"largeParametersNumber\": \"Numero di parametri maggiori di {{number}}. La visualizzazione dell'analisi di sensibilità potrebbe non riuscire o essere molto lenta.\"\n            },\n            \"plot\":{\n                \"legend\":{\n                    \"low\": \"Decresce\",\n                    \"high\": \"Cresce\"\n                },\n                \"xAxisTitle\": \"Saldo\"\n            }\n        },\n        \"probabilistic-sensitivity-analysis\":{\n            \"name\": \"Analisi di sensibilità probabilistica\",\n            \"param\":{\n                \"ruleName\": \"Nome alla regola\",\n                \"numberOfRuns\": {\n                    \"label\": \"Numero di operazioni\"\n                },\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Descrizione estesa della politica\"\n                },\n                \"variables\": {\n                    \"label\": \"Variabili\",\n                    \"name\": {\n                        \"label\": \"Nome\"\n                    },\n                    \"formula\": {\n                        \"label\": \"Formula\",\n                        \"help\": \"Seleziona modello di formula dal menu o scrivi un codice personalizzato.\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Errore nei calcoli di analisi di sensibilità per i seguenti parametri:\",\n                \"param-computation\": \"Errore di calcolo dei valori dei parametri:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Numero di scenari definiti più grandi di {{numberFormatted}}. Analisi di sensibilità potrebbe non riuscire o essere molto lenta.\"\n            }\n        },\n                \"spider-plot\": {\n            \"name\": \"Diagramma di Kiviat\",\n            \"param\": {\n                \"ruleName\": \"Nome alla regola\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Descrizione estesa della politica\"\n                },\n                \"percentageChangeRange\": {\n                    \"label\": \"+/- variazione percentuale da considerare\"\n                },\n                \"length\": {\n                    \"label\": \"Numero di valpri da testare\",\n                    \"help\": \"Numero di valpri da testare (in una parte della gamma)\"\n                },\n                \"variables\": {\n                    \"label\": \"Variabili\",\n                    \"name\": {\n                        \"label\": \"Nome\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Valore predefinito\"\n                    }\n                }\n            },\n            \"errors\": {\n                \"computations\": \"Errore nei calcoli di analisi di sensibilità per i seguenti parametri:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Numero di scenari definiti più grandi di {{numberFormatted}}. Analisi di sensibilità potrebbe non riuscire o essere molto lenta.\"\n            },\n            \"plot\": {\n                \"legend\": {},\n                \"xAxisTitle\": \"Variazione percentuale\",\n                \"yAxisTitle\": \"Saldo\"\n            }\n        },\n        \"league-table\":{\n            \"name\": \"Classifica\"\n        },\n        \"errors\":{\n            \"generic\": \"Errore nei calcoli di analisi di sensibilità: {{message}}\",\n            \"params\": \"{{jobName}} parameteri errati\"\n        }\n    },\n\n    \"settingsDialog\":{\n        \"title\": \"Settaggi\",\n        \"general\":{\n            \"title\": \"Generale\",\n            \"fontSize\": \"Dimensione font\",\n            \"fontFamily\": \"Famiglia font\",\n            \"fontWeight\": \"Peso del font\",\n            \"fontStyle\": \"Stile font\",\n            \"numberFormatLocale\": \"Formato numero locale\"\n        },\n        \"payoff1\":{\n            \"title\": \"Formato saldo\",\n            \"currency\": \"Valuta\",\n            \"currencyDisplay\": \"Visualizzazione valuta\",\n            \"style\": \"Stile\",\n            \"minimumFractionDigits\": \"Numero minimo cifre frazione\",\n            \"maximumFractionDigits\": \"Numero massimo cifre frazione\",\n            \"useGrouping\": \"Usa separatori di gruppo\"\n        },\n        \"payoff2\":{\n            \"title\": \"Formato saldo 2\",\n            \"currency\": \"Valuta\",\n            \"currencyDisplay\": \"Visualizzazione valuta\",\n            \"style\": \"Stile\",\n            \"minimumFractionDigits\": \"Numero minimo cifre frazione\",\n            \"maximumFractionDigits\": \"Numero massimo cifre frazione\",\n            \"useGrouping\": \"Usa separatori di gruppo\"\n        },\n        \"probability\":{\n            \"title\": \"Formato probabilità\",\n            \"style\": \"Stile\",\n            \"minimumFractionDigits\": \"Numero minimo cifre frazione\",\n            \"maximumFractionDigits\": \"Numero massimo cifre frazione\",\n            \"fontSize\": \"Dimensione font\",\n            \"color\": \"Colore\"\n        },\n        \"node\":{\n            \"title\": \"Nodo\",\n            \"strokeWidth\": \"Spessore linea\",\n            \"optimal\":{\n                \"title\": \"Ottimale\",\n                \"stroke\": \"Colore\",\n                \"strokeWidth\": \"Spessore linea\"\n            },\n            \"label\": {\n                \"title\": \"Etichetta\",\n                \"fontSize\": \"Dimensione font etichetta\",\n                \"color\": \"Colore etichetta\"\n            },\n            \"payoff\": {\n                \"title\": \"Saldo\",\n                \"fontSize\": \"Dimensione font\",\n                \"color\": \"Colore\",\n                \"negativeColor\": \"Colore negativo\"\n            },\n            \"decision\": {\n                \"title\": \"Nodo dicisione\",\n                \"fill\": \"Colore riempimento\",\n                \"stroke\": \"Colore linea\",\n                \"selected\": {\n                    \"fill\": \"Colore riempimento selezionato\"\n                }\n            },\n            \"chance\": {\n                \"title\": \"Nodo opportunità\",\n                \"fill\": \"Colore riempimento\",\n                \"stroke\": \"Colore linea\",\n                \"selected\": {\n                    \"fill\": \"Colore riempimento selezionato\"\n                }\n            },\n            \"terminal\":{\n                \"title\": \"Nodo terminale\",\n                \"fill\": \"Colore riempimento\",\n                \"stroke\": \"Colore linea\",\n                \"selected\": {\n                    \"fill\": \"Colore riempimento selezionato\"\n                },\n                \"payoff\": {\n                    \"title\": \"Saldo\",\n                    \"fontSize\": \"Dimensione font\",\n                    \"color\": \"Colore\",\n                    \"negativeColor\": \"Colore negativo\"\n                }\n            }\n        },\n        \"edge\":{\n            \"title\": \"Ramo\",\n            \"stroke\": \"Colore\",\n            \"strokeWidth\": \"Larghezza linea\",\n            \"optimal\":{\n                \"title\": \"Ottimale\",\n                \"stroke\": \"Colore\",\n                \"strokeWidth\": \"Larghezza linea\"\n            },\n            \"selected\":{\n                \"title\": \"Selezionato\",\n                \"stroke\": \"Colore\",\n                \"strokeWidth\": \"Larghezza linea\"\n            },\n            \"label\": {\n                \"title\": \"Etichetta\",\n                \"fontSize\": \"Dimensione font\",\n                \"color\": \"Colore\"\n            },\n            \"payoff\":{\n                \"title\": \"Saldo\",\n                \"fontSize\": \"Dimensione font\",\n                \"color\": \"Colore\",\n                \"negativeColor\": \"Colore negativo\"\n            }\n        },\n        \"diagramTitle\":{\n            \"title\": \"Titolo diagramma\",\n            \"fontSize\": \"Dimensione font\",\n            \"fontWeight\": \"Peso del font\",\n            \"fontStyle\": \"Stile font\",\n            \"color\": \"Colore\",\n            \"margin\":{\n                \"title\": \"Margine\",\n                \"top\": \"Superiore\",\n                \"bottom\": \"Inferiore\"\n            },\n            \"description\":{\n                \"title\": \"Sotto-titolo (descrizione diagramma)\",\n                \"show\": \"Mostra\",\n                \"fontSize\": \"Dimensione font\",\n                \"fontWeight\": \"Peso del font\",\n                \"fontStyle\": \"Stile font\",\n                \"color\": \"Colore\",\n                \"marginTop\": \"Margine superiore\"\n            }\n        },\n        \"leagueTable\": {\n            \"title\": \"Classifica\",\n            \"plot\": {\n                \"title\": \"Grafico\",\n                \"maxWidth\": \"Larghezza massima\",\n                \"highlightedColor\": \"Colore evidenziato della regola\",\n                \"highlightedDefaultColor\": \"Colore polizza raccomandata (per default WTP)\",\n                \"extendedDominatedColor\": \"Colori della regola dominata estesa\",\n                \"dominatedColor\": \"Colore della denominata regola\",\n                \"defaultColor\": \"Altri criteri colore\"\n            }\n        },\n        \"other\":{\n            \"title\": \"Altro\",\n            \"disableAnimations\": \"Disabilita animazione\",\n            \"forceFullEdgeRedraw\": \"Forza ridisegno dei rami\",\n            \"hideLabels\": \"Nascondi le etichette\",\n            \"hidePayoffs\": \"Nascondi saldo\",\n            \"hideProbabilities\": \"Nascondi le probabilità\",\n            \"raw\": \"Non elaborato\"\n        }\n    },\n    \"aboutDialog\":{\n        \"title\": \"Informazioni\"\n    },\n    \"help\":{\n        \"header\": \"Aiuto\",\n        \"mouse\": {\n            \"header\":\"Azioni mouse:\",\n            \"list\":{\n                \"1\": \"Bottone sinistro: selezione nodo/ramo\",\n                \"2\": \"Bottone destro: menu di contesto (aggiunta/manipolazione nodi)\",\n                \"3\": \"Doppio click bottone sinistro: menu di contesto\"\n            }\n        },\n        \"keyboard\": {\n            \"header\":\"Scorciatoie tastiera:\",\n            \"list\":{\n                \"1\": \"Del: cancella nodi selezionati\",\n                \"2\": \"Ctrl-C/X: copia/taglia nodi selezionati\",\n                \"3\": \"Ctrl-V: incolla nodi copiati come sotto-albero di un nodo selezionato\",\n                \"4\": \"Ctrl-Y/Z: ripristina/ripeti\",\n                \"5\": \"Ctrl-Alt-D/C/T: aggiungi nuovo sottonodo Decisione/Opportunità/Terminale di un <strong>nodo selezionato</strong>\",\n                \"6\": \"Ctrl-Alt-D/C: inietta un nuovo nodo Decisione/Opportunità in un <strong>ramo selezionato</strong>\"\n            }\n        },\n        \"docs\": \"La documentazione di SilverDecisions e disponibile <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/Documentation\\\" target=\\\"_blank\\\">qui</a>\"\n    },\n    \"definitionsDialog\":{\n        \"title\": \"Definizioni delle variabili\",\n        \"scope\": {\n            \"global\": \"raggio globale\",\n            \"node\": \"raggio di nodo e sotto-albero selezionati\"\n        },\n        \"buttons\":{\n            \"recalculate\": \"Ricalcolare\"\n        },\n        \"evaluatedVariables\": \"Variabili valutate\"\n    },\n    \"sidebarDefinitions\":{\n        \"scope\":{\n            \"label\": \"Raggio variabile:\",\n            \"global\": \"globale\",\n            \"node\": \"nodo e sotto-albero selezionati\"\n        },\n        \"header\": \"Variabili\",\n        \"code\": \"Codice\",\n        \"buttons\":{\n            \"openDialog\" : \"Apri il dialogo\",\n            \"recalculate\": \"Ricalcolare\"\n        },\n        \"evaluatedVariables\": \"Variabili valutate\"\n    },\n    \"multipleCriteria\":{\n        \"header\": \"Criteri multipli\",\n        \"defaultMaximizedCriterionName\": \"Effetto\",\n        \"defaultMinimizedCriterionName\": \"Costo\",\n        \"nameOfCriterion1\": \"Nome del criterio 1\",\n        \"nameOfCriterion2\": \"Nome del criterio 2\",\n        \"defaultCriterion1Weight\": \"Predefinito 1° peso criterio\",\n        \"weightLowerBound\": \"Peso inferiore limitato\",\n        \"weightUpperBound\": \"Peso superiore del limite\",\n        \"buttons\":{\n            \"showLeagueTable\" : \"Mostra la classifica\",\n            \"flip\": \"Ribalta\"\n        }\n    },\n    \"layoutOptions\":{\n        \"header\": \"Disposizione\",\n        \"marginHorizontal\": \"Margine orizzontale\",\n        \"marginVertical\": \"Margine verticale\",\n        \"nodeSize\": \"Dimensione nodo\",\n        \"edgeSlantWidthMax\": \"Inclinazione nodo\",\n        \"gridWidth\": \"Larghezza\",\n        \"gridHeight\": \"Altezza\"\n    },\n    \"diagramDetails\":{\n        \"header\": \"Dettagli\",\n        \"title\" : \"Titolo\",\n        \"description\" : \"Descrizione\"\n    },\n    \"objectProperties\":{\n        \"header\":{\n            \"node\":{\n                \"decision\":\"Nodo decisione\",\n                \"chance\":\"Nodo opportunità\",\n                \"terminal\":\"Nodo terminale\"\n            },\n            \"edge\": \"Ramo\",\n            \"text\": \"Testo mobile\"\n        },\n        \"childrenProperties\":{\n            \"node\":{\n                \"header\": \"Connessioni\",\n                \"child\": {\n                    \"header\": \"Ramo #{{number}}\"\n                }\n            }\n        }\n    },\n    \"confirm\":{\n        \"newDiagram\": \"Vuoi davvero cancellare ildiagramma corrente ? Tutti i dati non salvati saranno persi.\",\n        \"openDiagram\": \"Sei sicuro? Tutti i dati non salvati saranno persi.\",\n        \"beforeunload\": \"Sei sicuro di voler uscire da SilverDecisions ?Tutti i dati non salvati saranno persi.\"\n    },\n    \"error\":{\n        \"jsonParse\": \"Errore analizzando il file !\",\n        \"fileApiNotSupported\":\"l'API di questo file non è ancora supportata in questo browser.  \",\n        \"inputFilesProperty\":\"Il tuo browser non sembra supportare la proprieta del file di input.\",\n        \"notSilverDecisionsFile\":\"Non è un file SilverDecisions !\",\n        \"incorrectVersionFormat\": \"Formato non corretto della serie di versione!\",\n        \"fileVersionNewerThanApplicationVersion\": \"La versione in file è più recente rispetto alla versione dell'applicazione. Alcune funzionalità possono essere indisponibili.\",\n        \"objectiveComputationFailure\": \"Errore durante il calcolo obiettivo!\",\n        \"diagramDrawingFailure\": \"Errore durante il disegno della diagramma!\",\n        \"malformedData\":\"Errore durante la lettura dei dati dell'albero !\",\n        \"pngExportNotSupported\": \"L'esport in formato PNG non è supportata nel tuo browser.\",\n        \"pngExportNotSupportedIE\": \"L'esport in formato PNG non è supportata in Internet Explorer.\",\n        \"svgExportNotSupported\": \"L'esport in formato SVG non è supportata nel tuo browser.\",\n        \"pdfExportNotSupported\": \"L'esport in formato PDF non è supportata nel tuo browser.\",\n        \"incorrectPayoffNumberFormatOptions\": \"Opzioni per il formato dei saldi non corrette.\",\n        \"incorrectProbabilityNumberFormatOptions\": \"Opzioni per il formato delle probabilità non corrette.\",\n        \"incorrectNumberFormatOptions\": \"Opzioni per il formato dei numeri non corrette, utilizzo del default.\",\n        \"jsPDFisNotIncluded\": \"jsPDF non incluso !\",\n        \"serverSideExportRequestFailure\": \"Richiesta di export fallita lato server !\"\n    }\n}\n","module.exports={\n    \"toolbar\": {\n        \"newDiagram\": \"Nowy diagram\",\n        \"openDiagram\": \"Otwórz diagram\",\n        \"saveDiagram\": \"Zapisz diagram\",\n        \"export\":{\n            \"label\": \"Eksport\",\n            \"png\": \"Png\",\n            \"svg\": \"Svg\",\n            \"pdf\": \"Pdf\"\n        },\n        \"layout\":{\n            \"label\": \"Układ\",\n            \"manual\": \"Ręczny\",\n            \"tree\": \"Drzewo\",\n            \"cluster\": \"Zgrupowany\"\n        },\n        \"viewMode\": {\n            \"label\": \"Widok\",\n            \"options\": {\n                \"criterion1\":\"Kryterium 1\",\n                \"criterion2\":\"Kryterium 2\",\n                \"twoCriteria\":\"Dwa kryteria\"\n            }\n        },\n        \"objectiveRule\":{\n            \"label\": \"Reguła\",\n            \"options\": {\n                \"expected-value-maximization\":\"maksimum\",\n                \"expected-value-minimization\":\"minimum\",\n                \"maxi-min\":\"maxi-min\",\n                \"maxi-max\":\"maxi-max\",\n                \"mini-min\":\"mini-min\",\n                \"mini-max\":\"mini-max\",\n                \"min-max\":\"min-max\",\n                \"max-min\":\"max-min\",\n                \"min-min\": \"min-min\",\n                \"max-max\": \"max-max\"\n            }\n        },\n        \"undo\": \"Cofnij\",\n        \"redo\": \"Ponów\",\n        \"settings\": \"Ustawienia\",\n        \"about\": \"Informacje\",\n        \"sensitivityAnalysis\": \"Analiza wrażliwości\",\n        \"recompute\": \"Przelicz\"\n    },\n    \"node\":{\n        \"name\": \"Etykieta\"\n    },\n    \"edge\":{\n        \"name\": \"Etykieta\",\n        \"payoff\": \"Wypłata\",\n        \"probability\": \"Prawdopodobieństwo\"\n    },\n    \"text\":{\n        \"value\": \"Tekst\"\n    },\n    \"leagueTableDialog\":{\n        \"title\": \"Tabela ligowa\",\n        \"buttons\": {\n            \"downloadCsv\": \"Pobierz CSV\"\n        }\n    },\n    \"leagueTable\": {\n        \"headers\":{\n            \"policyNo\": \"Nr polityki\",\n            \"policy\": \"Polityka\",\n            \"comment\": \"Komentarz\"\n        },\n        \"comment\":{\n            \"dominatedBy\": \"zdominowana (przez #{{policy}})\",\n            \"extendedDominatedBy\": \"zdominowana rozszerzenie (przez #{{policy1}} i #{{policy2}})\",\n            \"incratio\": \"inkrementalny iloraz={{incratio}}\"\n        },\n        \"plot\":{\n            \"groups\":{\n                \"highlighted\": \"Rekomendowany (dla pewnej wartości WTP w zakresie)\",\n                \"highlighted-default\": \"Rekomendowany (dla domyślnej wartości WTP)\",\n                \"extended-dominated\" : \"Zdominowana rozszerzenie\",\n                \"dominated\": \"Zdominowana\",\n                \"default\": \"Inne\"\n            },\n            \"tooltip\":{\n                \"gradientArrow1\": \"Kierunek optymalizacji {{name}}\",\n                \"gradientArrow2\": \"Kierunek optymalizacji {{name}}\",\n                \"dominatedRegion\": \"Obszar zdominowany\"\n            },\n            \"legend\":{\n                \"dominatedRegion\": \"Szary region oznacza obszar zdominowany\",\n                \"gradientArrows\": \"Strzałki wskazują kierunek poprawy\"\n            }\n        }\n    },\n    \"sensitivityAnalysisDialog\":{\n        \"title\": \"Analiza wrażliwości\",\n        \"buttons\": {\n            \"runJob\": \"Uruchom\",\n            \"stopJob\": \"Zatrzymaj\",\n            \"terminateJob\": \"Zakończ\",\n            \"resumeJob\": \"Wznów\",\n            \"downloadCsv\": \"Pobierz CSV\",\n            \"back\": \"Wstecz\",\n            \"clear\": \"Wyczyść\"\n        }\n    },\n    \"jobParametersBuilder\": {\n        \"buttons\": {\n            \"removeParameterValue\": \"Usuń\",\n            \"addParameterValue\": \"Dodaj\"\n        }\n    },\n    \"jobResultTable\":{\n        \"tooltip\": {\n            \"multiplePoliciesInCell\": \"{{number}} polityk\"\n        },\n        \"pivot\": {\n            \"aggregators\":{\n                \"maximum\": \"Maksimum\",\n                \"minimum\": \"Minimum\"\n            },\n            \"renderers\":{\n                \"heatmap\": \"Mapa cieplna\"\n            }\n        },\n        \"policyPreview\": \"podgląd polityki\"\n    },\n    \"job\":{\n        \"sensitivity-analysis\":{\n            \"name\": \"Analiza wrażliwości N-czynnikowa\",\n            \"param\":{\n                \"ruleName\": \"Nazwa reguły\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Rozszerzony opis polityki\"\n                },\n                \"variables\": {\n                    \"label\": \"Zmienne\",\n                    \"name\": {\n                        \"label\": \"Nazwa\"\n                    },\n                    \"min\": {\n                        \"label\": \"Minimum\"\n                    },\n                    \"max\": {\n                        \"label\": \"Maksimum\"\n                    },\n                    \"length\": {\n                        \"label\": \"Długość\"\n                    },\n                    \"step\": {\n                        \"label\": \"Krok\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Błąd w obliczeniach analizy wrażliwości dla następujących parametrów:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Liczba zdefiniowanych scenariuszy większa niż {{numberFormatted}}. Wyliczenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\",\n                \"largeParametersNumber\": \"Liczba parametrów większa niż {{number}}. Wyświetlenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\"\n            }\n        },\n        \"tornado-diagram\":{\n            \"name\": \"Diagram tornado\",\n            \"param\":{\n                \"ruleName\": \"Nazwa reguły\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Rozszerzony opis polityki\"\n                },\n                \"variables\": {\n                    \"label\": \"Zmienne\",\n                    \"name\": {\n                        \"label\": \"Nazwa\"\n                    },\n                    \"min\": {\n                        \"label\": \"Minimum\"\n                    },\n                    \"max\": {\n                        \"label\": \"Maximum\"\n                    },\n                    \"length\": {\n                        \"label\": \"Długość\"\n                    },\n                    \"step\": {\n                        \"label\": \"Krok\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Wartość domyślna\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Błąd w obliczeniach analizy wrażliwości dla następujących parametrów:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Liczba zdefiniowanych scenariuszy większa niż {{numberFormatted}}. Wyliczenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\",\n                \"largeParametersNumber\": \"Liczba parametrów większa niż {{number}}. Wyświetlenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\"\n            },\n            \"plot\":{\n                \"legend\":{\n                    \"low\": \"Zmniejszenie\",\n                    \"high\": \"Zwiększenie\"\n                },\n                \"xAxisTitle\": \"Wypłata\"\n            }\n        },\n        \"probabilistic-sensitivity-analysis\":{\n            \"name\": \"Probabilistyczna analiza wrażliwości\",\n            \"param\":{\n                \"ruleName\": \"Nazwa reguły\",\n                \"numberOfRuns\": {\n                    \"label\": \"Liczba powtórzeń\"\n                },\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Rozszerzony opis reguły\"\n                },\n                \"variables\": {\n                    \"label\": \"Zmienne\",\n                    \"name\": {\n                        \"label\": \"Nazwa\"\n                    },\n                    \"formula\": {\n                        \"label\": \"Formuła\",\n                        \"help\": \"Wybierz wzór formuły z menu lub wpisz własny kod\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Błąd w obliczeniu analizy wrażliwości dla następujących parametrów:\",\n                \"param-computation\": \"Błąd w wyliczaniu wartości parametrów:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Liczba zdefiniowanych scenariuszy większa niż {{numberFormatted}}. Wyliczenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\"\n            }\n        },\n        \"league-table\":{\n            \"name\": \"Tabela ligowa\"\n        },\n        \"spider-plot\": {\n            \"name\": \"Wykres pajęczynowy\",\n            \"param\": {\n                \"ruleName\": \"Nazwa reguły\",\n                \"extendedPolicyDescription\": {\n                    \"label\": \"Rozszerzony opis polityki\"\n                },\n                \"percentageChangeRange\": {\n                    \"label\": \"+/- zmiana procentowa do analizy\"\n                },\n                \"length\": {\n                    \"label\": \"Liczba wartości do przetestowa\",\n                    \"help\": \"Liczba wartości do przetestowa (po jednej stronie zakresu)\"\n                },\n                \"variables\": {\n                    \"label\": \"Zmienne\",\n                    \"name\": {\n                        \"label\": \"Nazwa\"\n                    },\n                    \"defaultValue\": {\n                        \"label\": \"Wartość domyślna\"\n                    }\n                }\n            },\n            \"errors\":{\n                \"computations\": \"Błąd w obliczeniu analizy wrażliwości dla następujących parametrów:\"\n            },\n            \"warnings\": {\n                \"largeScenariosNumber\": \"Liczba zdefiniowanych scenariuszy większa niż {{numberFormatted}}. Wyliczenie analizy wrażliwości może się nie powieść lub być bardzo powolne.\"\n            },\n            \"plot\": {\n                \"legend\": {},\n                \"xAxisTitle\": \"Zmiana procentowa\",\n                \"yAxisTitle\": \"Wypłata\"\n            }\n        },\n        \"errors\":{\n            \"generic\": \"Błąd w obliczeniach analizy wrażliwości: {{message}}\",\n            \"params\": \"Błędne parametry w {{jobName}}\"\n        }\n    },\n    \"settingsDialog\":{\n        \"title\": \"Ustawienia\",\n        \"general\":{\n            \"title\": \"Ogólne\",\n            \"fontSize\": \"Rozmiar czcionki\",\n            \"fontFamily\": \"Rodzina czcionek\",\n            \"fontWeight\": \"Waga czcionki\",\n            \"fontStyle\": \"Styl czcionki\",\n            \"numberFormatLocale\": \"Kod lokalizacji językowej liczb\"\n        },\n        \"payoff1\":{\n            \"title\": \"Format wypłaty 1\",\n            \"currency\": \"Waluta\",\n            \"currencyDisplay\": \"Wyświetlanie waluty\",\n            \"style\": \"Styl\",\n            \"minimumFractionDigits\": \"Minimalna liczba miejsc po przecinku\",\n            \"maximumFractionDigits\": \"Maksymalna liczba miejsc po przecinku\",\n            \"useGrouping\": \"Separatory grupowania\"\n        },\n        \"payoff2\":{\n            \"title\": \"Format wypłaty 2\",\n            \"currency\": \"Waluta\",\n            \"currencyDisplay\": \"Wyświetlanie waluty\",\n            \"style\": \"Styl\",\n            \"minimumFractionDigits\": \"Minimalna liczba miejsc po przecinku\",\n            \"maximumFractionDigits\": \"Maksymalna liczba miejsc po przecinku\",\n            \"useGrouping\": \"Separatory grupowania\"\n        },\n        \"probability\":{\n            \"title\": \"Format prawdopodobieństwa\",\n            \"style\": \"Styl\",\n            \"minimumFractionDigits\": \"Minimalna liczba miejsc po przecinku\",\n            \"maximumFractionDigits\": \"Maksymalna liczba miejsc po przecinku\",\n            \"fontSize\": \"Rozmiar czcionki\",\n            \"color\": \"Kolor\"\n        },\n        \"node\":{\n            \"title\": \"Węzeł\",\n            \"strokeWidth\": \"Szerokość krawędzi\",\n            \"optimal\":{\n                \"title\": \"Optymalny\",\n                \"stroke\": \"Kolor\",\n                \"strokeWidth\": \"Szerokość krawędzi\"\n            },\n            \"label\": {\n                \"title\": \"Etykieta\",\n                \"fontSize\": \"Rozmiar czcionki etykiety\",\n                \"color\": \"Kolor etykiety\"\n            },\n            \"payoff\": {\n                \"title\": \"Wypłata\",\n                \"fontSize\": \"Rozmiar czcionki\",\n                \"color\": \"Kolor\",\n                \"negativeColor\": \"Kolor wartości ujemnej\"\n            },\n            \"decision\": {\n                \"title\": \"Węzeł Decyzyjny\",\n                \"fill\": \"Kolor wypełnienia\",\n                \"stroke\": \"Kolor krawędzi\",\n                \"selected\": {\n                    \"fill\": \"Kolor wypełnienia po zaznaczeniu\"\n                }\n            },\n            \"chance\": {\n                \"title\": \"Węzeł Losowy\",\n                \"fill\": \"Kolor wypełnienia\",\n                \"stroke\": \"Kolor krawędzi\",\n                \"selected\": {\n                    \"fill\": \"Kolor wypełnienia po zaznaczeniu\"\n                }\n            },\n            \"terminal\":{\n                \"title\": \"Węzeł Końcowy\",\n                \"fill\": \"Kolor wypełnienia\",\n                \"stroke\": \"Kolor krawędzi\",\n                \"selected\": {\n                    \"fill\": \"Kolor wypełnienia po zaznaczeniu\"\n                },\n                \"payoff\": {\n                    \"title\": \"Wypłata\",\n                    \"fontSize\": \"Rozmiar czcionki\",\n                    \"color\": \"Kolor\",\n                    \"negativeColor\": \"Kolor wartości ujemnej\"\n                }\n            }\n        },\n        \"edge\":{\n            \"title\": \"Krawędź\",\n            \"stroke\": \"Kolor\",\n            \"strokeWidth\": \"Szerokość krawędzi\",\n            \"optimal\":{\n                \"title\": \"Optymalna\",\n                \"stroke\": \"Kolor\",\n                \"strokeWidth\": \"Szerokość krawędzi\"\n            },\n            \"selected\":{\n                \"title\": \"Zaznaczona\",\n                \"stroke\": \"Kolor\",\n                \"strokeWidth\": \"Szerokość krawędzi\"\n            },\n            \"label\": {\n                \"title\": \"Etykieta\",\n                \"fontSize\": \"Rozmiar czcionki\",\n                \"color\": \"Kolor\"\n            },\n            \"payoff\":{\n                \"title\": \"Wypłata\",\n                \"fontSize\": \"Rozmiar czcionki\",\n                \"color\": \"Kolor\",\n                \"negativeColor\": \"Kolor wartości ujemnej\"\n            }\n        },\n        \"diagramTitle\":{\n            \"title\": \"Tytuł diagramu\",\n            \"fontSize\": \"Rozmiar czcionki\",\n            \"fontWeight\": \"Waga czcionki\",\n            \"fontStyle\": \"Styl czcionki\",\n            \"color\": \"Kolor\",\n            \"margin\":{\n                \"title\": \"Margines\",\n                \"top\": \"Górny\",\n                \"bottom\": \"Dolny\"\n            },\n            \"description\":{\n                \"title\": \"Podtytuł (opis diagramu)\",\n                \"show\": \"Wyświetl\",\n                \"fontSize\": \"Rozmiar czcionki\",\n                \"fontWeight\": \"Waga czcionki\",\n                \"fontStyle\": \"Styl czcionki\",\n                \"color\": \"Kolor\",\n                \"marginTop\": \"Margines górny\"\n            }\n        },\n        \"leagueTable\": {\n            \"title\": \"Tabela ligowa\",\n            \"plot\": {\n                \"title\": \"Wykres\",\n                \"maxWidth\": \"Maksymalna szerokość\",\n                \"highlightedColor\": \"Kolor polityki rekomendowanej (dla pewnego WTP w zakresie)\",\n                \"highlightedDefaultColor\": \"Kolor polityki rekomendowanej (dla domyślnego WTP)\",\n                \"extendedDominatedColor\": \"Kolog polityki zdominowanej rozszerzenie\",\n                \"dominatedColor\": \"Kolor polityki zdominowanej\",\n                \"defaultColor\": \"Kolor innych polityk\"\n            }\n        },\n        \"other\":{\n            \"title\": \"Inne\",\n            \"disableAnimations\": \"Wyłącz animacje\",\n            \"forceFullEdgeRedraw\": \"Wymuś pełne przerysowywanie krawędzi\",\n            \"hideLabels\": \"Ukryj etykiety\",\n            \"hidePayoffs\": \"Ukryj wypłaty\",\n            \"hideProbabilities\": \"Ukryj prawdopodobieństwa\",\n            \"raw\": \"Surowy\"\n        }\n    },\n    \"aboutDialog\":{\n        \"title\": \"Informacje\"\n    },\n    \"help\":{\n        \"header\": \"Pomoc\",\n        \"mouse\": {\n            \"header\":\"Akcje myszy:\",\n            \"list\":{\n                \"1\": \"lewy klawisz myszy: wybór węzła/krawędzi\",\n                \"2\": \"prawy klawisz myszy: menu kontekstowe (dodawanie/manipulowanie węzłami)\",\n                \"3\": \"podwójne kliknięcie lewym przyciskiem myszy: menu kontekstowe\"\n            }\n        },\n        \"keyboard\": {\n            \"header\":\"Skróty klawiszowe:\",\n            \"list\":{\n                \"1\": \"Del: usuwanie wybranych węzłów\",\n                \"2\": \"Ctrl-C/X: kopiowanie/wycinanie wybranych węzłów\",\n                \"3\": \"Ctrl-V: wklej skopiowane węzły jako poddrzewo wybranego węzła\",\n                \"4\": \"Ctrl-Y/Z: cofnij/ponów\",\n                \"5\": \"Ctrl-Alt-D/C/T: dodaj nowy węzeł Decyzyjny/Losowy/Końcowy jako dziecko <strong>wybranego węzła</strong>\",\n                \"6\": \"Ctrl-Alt-D/C: Wstrzyknij nowy węzeł Decyzyjny/Losowy do <strong>wybranej krawędzi</strong>\"\n            }\n        },\n        \"docs\": \"Dokumentacja SilverDecisions jest dostępna <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/Documentation\\\" target=\\\"_blank\\\">tutaj</a>\"\n    },\n    \"definitionsDialog\":{\n        \"title\": \"Definicje zmiennych\",\n        \"scope\": {\n            \"global\": \"zasięg globalny\",\n            \"node\": \"zasięg wybranego węzła i poddrzewa\"\n        },\n        \"buttons\":{\n            \"recalculate\": \"Przelicz\"\n        },\n        \"evaluatedVariables\": \"Wartości zmiennych\"\n    },\n    \"sidebarDefinitions\":{\n        \"scope\":{\n            \"label\": \"Zasięg zmiennej:\",\n            \"global\": \"globalny\",\n            \"node\": \"wybrany węzeł i poddrzewo\"\n        },\n        \"header\": \"Zmienne\",\n        \"code\": \"Kod\",\n        \"buttons\":{\n            \"openDialog\" : \"Otwórz okno dialogowe\",\n            \"recalculate\": \"Przelicz\"\n        },\n        \"evaluatedVariables\": \"Wartości zmiennych\"\n    },\n    \"multipleCriteria\":{\n        \"header\": \"Wiele kryteriów\",\n        \"defaultMaximizedCriterionName\": \"Efekt\",\n        \"defaultMinimizedCriterionName\": \"Koszt\",\n        \"nameOfCriterion1\": \"Nazwa kryterium 1\",\n        \"nameOfCriterion2\": \"Nazwa kryterium 2\",\n        \"defaultCriterion1Weight\": \"Domyślna waga kryerium 1\",\n        \"weightLowerBound\": \"Dolna granica wagi\",\n        \"weightUpperBound\": \"Górna granica wagi\",\n        \"buttons\":{\n            \"showLeagueTable\" : \"Pokaż tabelę ligową\",\n            \"flip\": \"Zamień\"\n        }\n    },\n    \"layoutOptions\":{\n        \"header\": \"Układ\",\n        \"marginHorizontal\": \"Margines w poziomie\",\n        \"marginVertical\": \"Margines w pionie\",\n        \"nodeSize\": \"Rozmiar węzła\",\n        \"edgeSlantWidthMax\": \"Skos krawędzi (maksymalny)\",\n        \"gridWidth\": \"Szerokość\",\n        \"gridHeight\": \"Wysokość\",\n        \"scale\": \"Skala\"\n    },\n    \"diagramDetails\":{\n        \"header\": \"Szczegóły\",\n        \"title\" : \"Tytuł\",\n        \"description\" : \"Opis\"\n    },\n    \"objectProperties\":{\n        \"header\":{\n            \"node\":{\n                \"decision\":\"Węzeł Decyzyjny\",\n                \"chance\":\"Węzeł Losowy\",\n                \"terminal\":\"Węzeł Końcowy\"\n            },\n            \"edge\": \"Krawędź\",\n            \"text\": \"Pływający tekst\"\n        },\n        \"childrenProperties\":{\n            \"node\":{\n                \"header\": \"Połączenia\",\n                \"child\": {\n                    \"header\": \"Krawędź #{{number}}\"\n                }\n            }\n        }\n    },\n    \"confirm\":{\n        \"newDiagram\": \"Czy jesteś pewien, że chcesz porzucić obecny diagram? Wszystkie niezapisane zmiany zostaną utracone.\",\n        \"openDiagram\": \"Czy jesteś pewien? Wszystkie niezapisane zmiany zostaną utracone.\",\n        \"beforeunload\": \"Czy jesteś pewien, że chcesz zamknąć SilverDecisions? Wszystkie niezapisane zmiany zostaną utracone.\"\n    },\n    \"error\":{\n        \"jsonParse\": \"Błąd przetwarzania danych z pliku!\",\n        \"fileApiNotSupported\":\"Funckja 'file API' nie jest wspierana w tej przeglądarce internetowej.\",\n        \"inputFilesProperty\":\"Twoje przeglądarka nie wspiera opcji `pliki` przy otwieraniu pliku.\",\n        \"notSilverDecisionsFile\":\"Plik niezgodny z formatem SilverDecisions!\",\n        \"incorrectVersionFormat\": \"Niepoprawny format ciągu z numerem wersji!\",\n        \"fileVersionNewerThanApplicationVersion\": \"Wersja pliku jest nowasza niż wersja aplikacji. Niektóre funkcjonalności mogą być niedostępne.\",\n        \"objectiveComputationFailure\": \"Błąd podczas wyliczania celu!\",\n        \"diagramDrawingFailure\": \"Błąd podczas rysowania diagramu!\",\n        \"malformedData\":\"Błąd odczytu danych drzewa!\",\n        \"pngExportNotSupported\": \"Eksport do obrazu PNG nie jest wspierany w Twojej przeglądarce.\",\n        \"pngExportNotSupportedIE\": \"Eksport do obrazu PNG nie jest wspierany w przeglądarce Internet Explorer.\",\n        \"svgExportNotSupported\": \"Eksport do obrazu SVG nie jest wspierany w Twojej przeglądarce.\",\n        \"pdfExportNotSupported\": \"Eksport do PDF nie jest wspierany w Twojej przeglądarce.\",\n        \"incorrectPayoffNumberFormatOptions\": \"Niewłaściwe ustawienia dla formatu wypłaty.\",\n        \"incorrectProbabilityNumberFormatOptions\": \"Niewłaściwe ustawienia dla formatu prawdopodobieństw.\",\n        \"incorrectNumberFormatOptions\": \"Niewłaściwe ustawiono formatowanie liczb. Przyjęto ustawienia domyślne.\",\n        \"jsPDFisNotIncluded\": \"Nie włączono jsPDF!\",\n        \"serverSideExportRequestFailure\": \"Nieudane zapytanie do serwera exportu!\"\n    }\n}\n","require('es6-set/implement');\nimport {D3Extensions} from 'sd-tree-designer'\nimport {App} from './app'\nimport {version} from '../package.json';\nD3Extensions.extend();\n\nApp.version = version;\nmodule.exports = App;\n\n\n\n\n\n\n","import {Templates} from \"../templates\";\nimport {PARAMETER_TYPE} from \"sd-computations/src/jobs/engine/job-parameter-definition\";\nimport {log} from 'sd-utils'\nimport * as d3 from \"../d3\";\nimport {Utils} from \"sd-utils\";\nimport {i18n} from \"../i18n/i18n\";\nimport {AppUtils} from \"../app-utils\";\nimport {Tooltip} from \"sd-tree-designer\";\nimport {Autocomplete} from \"../autocomplete\"\n\nexport class JobParametersBuilder{\n\n\n    jobParameters;\n    hiddenParams;\n    constructor(container, i18nPrefix='', onChange=()=>{}){\n        this.container=container;\n        this.i18nPrefix = i18nPrefix;\n        this.paramTypeToInputType ={};\n        this.paramTypeToInputAttrs = {};\n\n        this.paramTypeToInputType[PARAMETER_TYPE.BOOLEAN] = 'checkbox';\n        this.paramTypeToInputType[PARAMETER_TYPE.DATE] = 'date';\n        this.paramTypeToInputType[PARAMETER_TYPE.INTEGER] = 'number';\n        this.paramTypeToInputAttrs[PARAMETER_TYPE.INTEGER] = [{\n            name: \"step\",\n            value: \"1\"\n        }];\n        this.paramTypeToInputType[PARAMETER_TYPE.NUMBER] = 'number';\n        this.paramTypeToInputAttrs[PARAMETER_TYPE.NUMBER] = [{\n            name: \"step\",\n            value: \"any\"\n        }];\n        this.paramTypeToInputType[PARAMETER_TYPE.STRING] = 'text';\n\n        this.onChange = onChange;\n    }\n\n\n    setJobParameters(jobName, jobParameters, customParamsConfig={}){\n        this.jobName=jobName;\n        this.jobParameters = jobParameters;\n        this.customParamsConfig = customParamsConfig;\n        this.clean();\n        this.build(this.container, this.jobParameters.definitions, this.jobParameters.values, '', this.onChange);\n    }\n\n    clean() {\n        this.container.html('');\n        this.pristine = {};\n        this.customValidators = {};\n        this.strictValidation(false);\n    }\n\n    validate(strictValidation = true){\n        this.strictValidation(strictValidation);\n        this.pristine = {};\n        this.container.selectAll('.sd-pristine').classed('sd-pristine', false);\n        return this.checkCustomValidators() && this.jobParameters.validate();\n    }\n\n    checkCustomValidators(){\n        let valid = true;\n        Utils.forOwn(this.customValidators, (val, key)=>{\n            valid = valid && val();\n        });\n        return valid;\n    }\n\n    strictValidation(enabled=true){\n        this.container.classed('sd-strict-validation', enabled);\n    }\n\n\n    build(container, jobParameterDefinitions, parentValueObject,  parentPath='', onChange=()=>{}, onInput=()=>{}){\n        container.html('');\n        var self = this;\n        var params = container.selectAll(\".sd-job-parameter\").data(jobParameterDefinitions);\n        var paramsEnter = params.enter().appendSelector('div.sd-job-parameter');\n\n        paramsEnter.html(d=>Templates.get('jobParameter', d));\n\n        var paramsMerge = paramsEnter.merge(params);\n        paramsMerge.each(function(d,i){\n            var paramSelection = d3.select(this);\n            var path = parentPath;\n\n            if(path){\n                path+='.';\n\n            }\n            path += d.name;\n            paramSelection.classed('sd-hidden', Utils.get(self.customParamsConfig, path+'.hidden'));\n\n            var value = parentValueObject[d.name];\n            var repeating = d.maxOccurs>1;\n            if(value==undefined){\n                if(repeating){\n                    value = [];\n                    for(var vi=0; vi<d.minOccurs; vi++){\n                        value.push(self.getEmptyValue(d.type))\n                    }\n\n                }else{\n                    value=Utils.get(self.customParamsConfig, path+'.value', self.getEmptyValue(d.type))\n                }\n\n                parentValueObject[d.name]=value;\n            }\n\n            if(!repeating) {\n                self.buildParameterSingleValue(paramSelection, d, {\n                    get: ()=> parentValueObject[d.name],\n                    set: (v)=> parentValueObject[d.name]=v\n                }, path,onChange, onInput)\n            }else{\n                paramSelection.appendSelector(\"div.sd-job-parameter-name\").html(self.getParamNameI18n(path));\n\n                var valuesContainer = paramSelection.appendSelector(\"div.sd-job-parameter-values\");\n                var actionButtons = paramSelection.appendSelector(\"div.sd-action-buttons\");\n                var addButton = actionButtons.appendSelector('button.sd-add-job-parameter-value-button.icon-button');\n                addButton.appendSelector(\"i.material-icons\").html('add');\n\n\n                paramSelection.classed('invalid', !d.validate(value));\n                var callbacks = {};\n                callbacks.onValueRemoved = function(v,i){\n                    value.splice(i, 1);\n                    self.buildParameterValues(valuesContainer, d, value, path,callbacks)\n                    addButton.classed('sd-hidden', value.length>=d.maxOccurs)\n                    callbacks.onChange();\n                };\n                callbacks.onChange = () =>{\n                    paramSelection.classed('invalid', !d.validate(value));\n                    onChange();\n                };\n                callbacks.onInput = () =>{\n                    paramSelection.classed('invalid', !d.validate(value));\n                    onInput();\n                };\n\n                addButton\n                    .attr('title', i18n.t('jobParametersBuilder.buttons.addParameterValue'))\n                    .classed('sd-hidden', value.length>=d.maxOccurs)\n                    .on('click', ()=>{\n                        value.push(self.getEmptyValue(d.type));\n                        Utils.set(self.pristine, path+\"[\"+(value.length-1)+\"]\", true);\n                        self.buildParameterValues(valuesContainer, d, value, path, callbacks);\n                        addButton.classed('sd-hidden', value.length>=d.maxOccurs);\n                        callbacks.onChange();\n                    });\n\n\n\n\n                self.buildParameterValues(valuesContainer, d, value, path,callbacks);\n            }\n\n        });\n\n    }\n\n    buildParameterValues(container, paramDefinition, values, path, callbacks){\n        var self = this;\n        container.html(\"\");\n\n        var paramValues = container.selectAll(\".sd-job-parameter-value\").data(values);\n\n        paramValues.exit().remove();\n        var paramValuesEnter = paramValues.enter().appendSelector('div.sd-job-parameter-value');\n\n        var paramValuesMerge = paramValuesEnter.merge(paramValues);\n\n        var indexToSelection = {};\n\n        var customValidator = Utils.get(self.customParamsConfig, path+'.customValidator');\n\n        function checkCustomValidator(){\n            let allValid = true;\n            if(customValidator){\n                customValidator(values).forEach((isValid, i)=>{\n                    var selection = indexToSelection[i];\n                    let valid = paramDefinition.validateSingleValue(values[i]) && isValid;\n                    selection.classed('invalid', !valid);\n                    allValid = allValid && valid;\n                })\n            }\n\n            return allValid;\n        }\n\n        self.customValidators[path] = checkCustomValidator;\n\n        paramValuesEnter.each(function (value, i) {\n            var derivedValueUpdaters = [];\n\n            function updateDerivedValues(){\n                derivedValueUpdaters.forEach(updater=>updater(values[i]))\n            }\n\n            var selection = d3.select(this);\n            indexToSelection[i] = selection;\n\n\n            if (PARAMETER_TYPE.COMPOSITE == paramDefinition.type) {\n                var nestedParameters = selection.selectOrAppend(\"div.sd-nested-parameters\");\n                var onChange = ()=>{\n                    selection.classed('invalid', !paramDefinition.validateSingleValue(value));\n                    checkCustomValidator();\n                    updateDerivedValues();\n                    if(callbacks.onChange){\n                        callbacks.onChange();\n                    }\n                };\n                var onInput = ()=>{\n                    updateDerivedValues();\n                    selection.classed('invalid', !paramDefinition.validateSingleValue(value));\n                    checkCustomValidator();\n                    if(callbacks.onInput){\n                        callbacks.onInput();\n                    }\n                };\n\n                self.build(nestedParameters, paramDefinition.nestedParameters, value, path, onChange, onInput);\n                selection.classed('invalid', !paramDefinition.validateSingleValue(value));\n                selection.classed('sd-pristine', Utils.get(self.pristine, path+\"[\"+i+\"]\", false));\n            }else{\n                self.buildParameterSingleValue(selection, paramDefinition, {\n                    get: ()=> values[i],\n                    set: (v)=> values[i]=v\n                }, path, ()=>{\n                    updateDerivedValues();\n                    checkCustomValidator();\n                    if(callbacks.onChange){\n                        callbacks.onChange();\n                    }\n                },()=>{\n                    updateDerivedValues();\n                    checkCustomValidator();\n                    if(callbacks.onInput){\n                        callbacks.onInput();\n                    }\n                })\n\n            }\n\n\n            var derivedValuesConfigs = Utils.get(self.customParamsConfig, path+'._derivedValues');\n            if(derivedValuesConfigs){\n                derivedValuesConfigs.forEach(derivedValueConfig =>{\n                    let updater = self.buildDerivedValue(selection, derivedValueConfig, path);\n                    updater(value);\n                    derivedValueUpdaters.push(updater);\n                });\n            }\n\n\n            var actionButtons = selection.appendSelector(\"div.sd-action-buttons\");\n            var removeButton = actionButtons.appendSelector('button.sd-remove-job-parameter-value-button.icon-button');\n            removeButton.appendSelector(\"i.material-icons\").html('remove')\n            removeButton\n                .attr('title', i18n.t('jobParametersBuilder.buttons.removeParameterValue'))\n                .classed('sd-hidden', values.length<=paramDefinition.minOccurs)\n                .on('click', (d)=>callbacks.onValueRemoved(d,i))\n\n        });\n\n        checkCustomValidator();\n\n        paramValuesMerge.each(function (value, i) {\n\n        });\n\n\n    }\n\n    buildDerivedValue(container, derivedValueConfig, path){\n        var self = this;\n\n        var inputId = Utils.guid();\n        var selection = container.appendSelector('div.input-group.sd-derived-value');\n        var name = this.getParamNameI18n(path+'.'+derivedValueConfig.name);\n        var input = selection.append('input').attr('type', 'text').attr(\"disabled\", \"disabled\");\n\n        selection.appendSelector('span.bar');\n        var label = selection.append('label')\n            .attr('for', inputId)\n            .html(name);\n\n        return (paramValue) => {\n            input.node().value = derivedValueConfig.value(paramValue);\n            AppUtils.updateInputClass(input);\n        }\n\n    }\n\n    buildParameterSingleValue(container, paramDefinition, valueAccessor, path, onChange, onInput){\n        var self = this;\n        var temp = {};\n\n        var inputId = Utils.guid();\n        var selection = container.appendSelector('div.input-group');\n        selection.classed('sd-parameter-'+paramDefinition.name, true);\n        var help = this.getParamHelpI18n(path);\n        if(help) {\n            let helpContainer = container.appendSelector('div.sd-help-icon');\n            helpContainer.html('<i class=\"material-icons\">info_outline</i>');\n            Tooltip.attach(helpContainer, (d)=>{\n                return help;\n            }, 5, 15);\n        }\n\n        var options = Utils.get(self.customParamsConfig, path+'.options', null);\n\n        var inputType = this.paramTypeToInputType[paramDefinition.type];\n        var additionalInputAttrs = this.paramTypeToInputAttrs[paramDefinition.type];\n        var input;\n        if(options && options.length){\n            inputType = 'select';\n            input = selection.append('select');\n            var optionsSel = input.selectAll(\"option\").data([null].concat(options));\n            optionsSel.enter().append(\"option\").attr(\"value\", d=>d).text(d=>d);\n\n            if(Utils.get(self.customParamsConfig, path+'.optionsAutocomplete', null)){\n                let autocomplete = new Autocomplete(input);\n                input = autocomplete.getInput();\n            }\n        }else{\n            input = selection.append('input').attr('type', inputType);\n\n            if(additionalInputAttrs){\n                additionalInputAttrs.forEach(attr=>input.attr(attr.name, attr.value))\n\n            }\n        }\n\n        input.attr('id', inputId);\n\n        input.classed('sd-input', true);\n        input.on('input change', function(d, i){\n            var value = self.parseInput(this.value, paramDefinition.type);\n            if(inputType=='checkbox'){\n                value = this.checked\n            }\n            if(!paramDefinition.validateSingleValue(value)){\n                d3.select(this).classed('invalid', true);\n            }else{\n                d3.select(this).classed('invalid', false);\n            }\n\n            valueAccessor.set(value);\n            if (d3.event.type == 'change') {\n                if (onChange) {\n                    onChange();\n                }\n            }\n\n            if (d3.event.type == 'input') {\n                if (onInput) {\n                    onInput();\n                }\n            }\n\n            AppUtils.updateInputClass(d3.select(this));\n        }).each(function(d, i){\n            var value = valueAccessor.get();\n            if(inputType=='checkbox'){\n                this.checked = value\n            }else{\n                this.value = value;\n            }\n            temp[i]={};\n            temp[i].pristineVal = value;\n            d3.select(this).classed('invalid', !paramDefinition.validateSingleValue(value));\n            AppUtils.updateInputClass(d3.select(this));\n        });\n\n        selection.appendSelector('span.bar');\n        var label = selection.append('label')\n            .attr('for', inputId)\n            .html(d=>{\n                let label = this.getParamNameI18n(path);\n                return label;\n            });\n        input.node().value = valueAccessor.get();\n    }\n\n    value(path, value){\n        return this.jobParameters.value(path, value);\n    }\n\n    parseInput(value, parameterType){\n        if(parameterType===PARAMETER_TYPE.DATE){\n            return new Date(value)\n        }\n        if(parameterType===PARAMETER_TYPE.NUMBER || parameterType===PARAMETER_TYPE.INTEGER){\n            return parseFloat(value);\n        }\n        return value;\n    }\n\n    getEmptyValue(parameterType){\n        if(parameterType===PARAMETER_TYPE.COMPOSITE){\n            return {}\n        }\n\n        return null;\n    }\n\n    getParamNameI18n(path){\n        return i18n.t(this.i18nPrefix+'.'+this.jobName+'.param.'+path+'.label')\n    }\n\n    getParamHelpI18n(path){\n        let key = this.i18nPrefix+'.'+this.jobName+'.param.'+path+'.help';\n        let help = i18n.t(key);\n        return help === key ? null : help;\n    }\n}\n","import {Utils} from \"sd-utils\";\nimport {i18n} from \"../i18n/i18n\";\nimport * as d3 from \"../d3\";\nimport {PivotTable} from \"../pivot-table\";\nvar jQuery = require('jquery');\n\nexport class JobResultTableConfig {\n    onRowSelected = (rows, indexes, event) => {};\n    className = '';\n\n    pivotTable;\n\n    constructor(custom) {\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\nexport class JobResultTable {\n\n    constructor(container, config) {\n        this.container = container;\n        this.config = new JobResultTableConfig(config);\n        this.init();\n    }\n\n    init() {\n        this.pivotTable = new PivotTable(this.container.selectOrAppend(\"div.sd-job-result-table\").classed(this.config.className, true));\n    }\n\n    clickCallback(e, value, filters, pivotData) {\n        var self=this;\n        var selectedIndexes = [];\n        var selectedRows = []\n        pivotData.forEachMatchingRecord(filters, record=> {\n            selectedIndexes.push(record['$rowIndex']);\n            selectedRows.push(data.data[record['$rowIndex']]);\n        });\n        self.config.onRowSelected(selectedRows, selectedIndexes, e)\n\n    }\n\n    setClassName(className){\n        if(this.config.className){\n            this.container.selectOrAppend(\"div.sd-job-result-table\").classed(this.config.className, false);\n            this.config.className = className;\n        }\n        this.container.selectOrAppend(\"div.sd-job-result-table\").classed(this.config.className, true)\n    }\n\n    setData(data, jobParameters, job, config) {\n        var self = this;\n        var derivers = jQuery.pivotUtilities.derivers;\n        var pivotOptions = {\n            rows: data.rows,\n            vals: data.vals,\n            cols: data.cols,\n            hiddenAttributes: ['$rowIndex'],\n            aggregatorName: this.pivotTable.getAggregatorName(\"maximum\"),\n            rendererOptions: {\n                table: {\n                    clickCallback: function (e, value, filters, pivotData) {\n                        self.clickCallback(e, value, filters, pivotData);\n                    }\n                },\n                heatmap: {\n                    colorScaleGenerator: function (values) {\n                        let extent = d3.extent(values);\n\n                    return d3.scaleLinear()\n                        .domain([extent[0], (extent[0]+extent[1])/2,extent[1]])\n                        .range([\"#4b53ff\", \"#FFF\", \"#FF0000\"])\n                    }\n                }\n            },\n            rendererName: this.pivotTable.getRendererName(\"heatmap\")\n            /*\n             rendererName: 'custom',\n             renderers: {\n             'custom': function(pivotData, options){\n             console.log(pivotData)\n             }\n             }*/\n\n        };\n\n        if(config){\n            if(config.aggregatorName){\n                pivotOptions.aggregatorName = config.aggregatorName;\n            }\n            if(config.aggregators){\n                pivotOptions.aggregators = config.aggregators;\n            }\n        }\n\n        this.pivotTable.update(data.data.map((r, i)=>r.concat(i ?  i-1 : '$rowIndex')), pivotOptions);\n\n        // this.drawHeaders(data.headers);\n        // this.drawRows(data.rows)\n    }\n\n    clear() {\n        this.clearSelection();\n        this.pivotTable.clear();\n    }\n\n    show(show=true){\n        this.container.classed('sd-hidden', !show);\n    }\n\n    hide(){\n        this.show(false);\n    }\n\n    clearSelection() {\n        // this.resultTable.selectAll('.sd-selected').classed('sd-selected', false);\n    }\n\n}\n","import {JobResultTable} from \"./job-result-table\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\nimport {log} from \"sd-utils\";\nimport {i18n} from \"../i18n/i18n\";\nvar jQuery = require('jquery');\n\n\nexport class ProbabilisticSensitivityAnalysisJobResultTable extends JobResultTable {\n\n    constructor(container, config, payoffNumberFormatter, probabilityNumberFormatter){\n        super(container, config);\n        this.payoffNumberFormatter = payoffNumberFormatter;\n        this.probabilityNumberFormatter = probabilityNumberFormatter;\n    }\n\n    setData(jobResult, jobParameters, job) {\n        this.jobResult = jobResult;\n        var data = {rows: ['policy', 'expected value', 'median', 'standard deviation', 'best probability'], cols: [], vals: ['expected value'], data: []};\n\n\n        data.data.push(['policy', 'expected value', 'median', 'standard deviation', 'best probability']);\n        jobResult.policies.forEach((policy, i)=> {\n            var row = [\n                Policy.toPolicyString(policy, jobParameters.values.extendedPolicyDescription),\n                this.payoffNumberFormatter(jobResult.expectedValues[i]),\n                this.payoffNumberFormatter(jobResult.medians[i]),\n                this.payoffNumberFormatter(jobResult.standardDeviations[i]),\n                this.probabilityNumberFormatter(jobResult.policyIsBestProbabilities[i])\n            ];\n            data.data.push(row);\n        });\n\n        log.trace(data);\n        super.setData(data, jobParameters, job,{\n            aggregatorName: \"empty\",\n            aggregators:{\n                empty: (attributeArray)=>(data, rowKey, colKey)=>{\n                    return {\n                        push: function(record) {\n                        },\n                        value: function() { return 0; },\n                        format: function(x) { return i18n.t('jobResultTable.policyPreview'); },\n                        numInputs: 1\n                    };\n                }\n            }\n        })\n    }\n\n    clickCallback(e, value, filters, pivotData) {\n        var self=this;\n        var selectedIndexes = [];\n        var selectedRows = [];\n        pivotData.forEachMatchingRecord(filters, record=> {\n            selectedIndexes.push(record['$rowIndex']);\n            selectedRows.push({policyIndex: record['$rowIndex']});\n        });\n        self.config.onRowSelected(selectedRows, selectedIndexes, e)\n\n    }\n}\n","import {JobResultTable} from \"./job-result-table\";\nimport {Utils} from \"sd-utils\"\n\n\nexport class SensitivityAnalysisJobResultTable extends JobResultTable {\n\n    setData(jobResult, jobParameters, job) {\n        this.jobResult = jobResult;\n\n        jobParameters =job.createJobParameters(Utils.cloneDeep(jobParameters.values));\n        jobParameters.values.roundVariables = true;\n        var csvDAta = job.jobResultToCsvRows(jobResult, jobParameters);\n\n        if (csvDAta.length) {\n            csvDAta[0][0] = 'policy\\nnumber'\n        }\n\n        let cols = [];\n        let totalInColNum = 1;\n\n        jobParameters.values.variables.forEach(v=>{\n            let _totalInColNum = v.length * totalInColNum;\n            if((_totalInColNum>1000)){\n                return;\n            }\n            totalInColNum=_totalInColNum;\n            cols.push(v.name);\n        });\n\n        var data = {rows: ['policy'], cols: cols, vals: ['payoff'], data: csvDAta};\n        super.setData(data)\n    }\n\n    clickCallback(e, value, filters, pivotData) {\n        var self = this;\n        var selectedIndexes = [];\n        var selectedRows = [];\n        pivotData.forEachMatchingRecord(filters, record=> {\n            selectedIndexes.push(record['$rowIndex']);\n            selectedRows.push(self.jobResult.rows[record['$rowIndex']]);\n        });\n        self.config.onRowSelected(selectedRows, selectedIndexes, e)\n\n    }\n}\n","import {LineChartConfig, LineChart} from \"odc-d3/src/line-chart\";\nimport {Utils} from \"sd-utils\";\nimport * as d3 from \"../d3\";\nimport {Tooltip} from \"sd-tree-designer\";\nimport {i18n} from \"../i18n/i18n\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\n\nexport class SpiderPlotConfig extends LineChartConfig {\n    maxWidth = undefined;\n\n    showLegend = true;\n    policyIndex = 0;\n    guides = true;\n    margin={\n        left: 100\n    };\n    x={// X axis config\n        title: i18n.t('job.spider-plot.plot.xAxisTitle'), // axis label\n        key: 0,\n        domainMargin: 0\n    };\n    y={// Y axis config\n        title: i18n.t('job.spider-plot.plot.yAxisTitle'), // axis label,\n        key: 1,\n        domainMargin: 0.1\n    };\n    series = true;\n    dotRadius = 3;\n\n    constructor(custom) {\n        super();\n\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\nexport class SpiderPlot extends LineChart {\n\n    constructor(placeholderSelector, data, config) {\n        super(placeholderSelector, data, new SpiderPlotConfig(config));\n    }\n\n    setConfig(config) {\n        return super.setConfig(new SpiderPlotConfig(config));\n    }\n\n    init(){\n        super.init();\n        this.svg.classed('sd-spider-plot', true);\n    }\n\n    setData(data){\n        this.config.title = Policy.toPolicyString(data.policies[this.config.policyIndex]);\n        return super.setData(data.rows.map(r=>{\n            return {\n                key: r.variableName,\n                values: data.percentageRangeValues.map((rangeVal, index)=>[\n                    data.percentageRangeValues[index],\n                    r.payoffs[this.config.policyIndex][index]\n                ])\n            }\n        }))\n    }\n\n    initPlot() {\n        d3.select(this.baseContainer).style('max-width', this.config.maxWidth);\n        super.initPlot();\n    }\n\n}\n","import {DivergingStackedBarChartConfig, DivergingStackedBarChart} from \"odc-d3/src/diverging-stacked-bar-chart\";\nimport {Utils} from \"sd-utils\";\nimport * as d3 from \"../d3\";\nimport {Tooltip} from \"sd-tree-designer\";\nimport {i18n} from \"../i18n/i18n\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\n\nexport class TornadoDiagramPlotConfig extends DivergingStackedBarChartConfig {\n    maxWidth = undefined;\n    margin={\n        left: 150,\n        top: 70\n    };\n\n    showLegend = true;\n    forceLegend = true;\n\n    categoryNames = [i18n.t(\"job.tornado-diagram.plot.legend.low\"), i18n.t(\"job.tornado-diagram.plot.legend.high\")];\n    colorRange = [\"#4f81bd\", \"#9bbb59\"];\n    policyIndex = 0;\n\n    guides = true;\n    middleValue = 1000;\n    showBarValues = false;\n\n    x={// X axis config\n        title: i18n.t('job.tornado-diagram.plot.xAxisTitle'), // axis label\n    };\n\n    constructor(custom) {\n        super();\n\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\nexport class TornadoDiagramPlot extends DivergingStackedBarChart {\n\n    constructor(placeholderSelector, data, config) {\n        super(placeholderSelector, data, new TornadoDiagramPlotConfig(config));\n    }\n\n    setConfig(config) {\n        return super.setConfig(new TornadoDiagramPlotConfig(config));\n    }\n\n    init(){\n        super.init();\n        this.svg.classed('sd-tornado-diagram-plot', true);\n    }\n\n    setData(data){\n        this.config.middleValue = data.defaultPayoff;\n        this.config.title = Policy.toPolicyString(data.policies[this.config.policyIndex]);\n        return super.setData(data.rows.map((r)=>{\n            let varExtent = data.variableExtents[data.variableNames.indexOf(r.variableName)];\n            return {\n                key: r.variableName+' ['+varExtent[0]+'; '+varExtent[1]+']',\n                values: [\n                    Math.max(0, data.defaultPayoff - r.extents[this.config.policyIndex][0]),\n                    Math.max(0, r.extents[this.config.policyIndex][1] - data.defaultPayoff)\n                ],\n                categories: r.extentVariableValues[this.config.policyIndex][0] <= r.extentVariableValues[this.config.policyIndex][1] ? [0, 1] : [1, 0]\n            }\n        }))\n    }\n\n    initPlot() {\n        d3.select(this.baseContainer).style('max-width', this.config.maxWidth);\n        super.initPlot();\n    }\n\n}\n","import {Dialog} from \"../dialogs/dialog\";\nimport {Utils, log} from \"sd-utils\";\nimport {Templates} from \"../templates\";\nimport {i18n} from \"../i18n/i18n\";\nimport {AppUtils} from \"../app-utils\";\nimport {LoadingIndicator} from \"../loading-indicator\";\nimport {Exporter} from \"../exporter\";\nimport {LeagueTable} from \"./league-table\";\nimport {LeagueTablePlot} from \"./league-table-plot\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\n\nexport class LeagueTableDialog extends Dialog {\n    computationsManager;\n    jobInstanceManager;\n\n    constructor(app) {\n        super(app.container.select('.sd-league-table-dialog'), app);\n        this.computationsManager = this.app.computationsManager;\n        this.progressBarContainer = this.container.select(\".sd-job-progress-bar-container\");\n        this.progressBar = this.progressBarContainer.select(\".sd-progress-bar\");\n        this.jobResultsContainer = this.container.select(\".sd-league-table-job-results\");\n        this.initButtons();\n\n        this.job = this.computationsManager.getJobByName(\"league-table\");\n    }\n\n    onOpen() {\n        this.clear();\n        this.runJob();\n    }\n\n    onClosed() {\n        this.clear();\n        if (!this.jobInstanceManager) {\n            return;\n        }\n        this.jobInstanceManager.terminate();\n    }\n\n    clearWarnings() {\n        this.container.select(\".sd-league-table-warnings\").selectAll(\"*\").remove();\n    }\n\n    addWarning(warnConf) {\n        let msg = i18n.t(\"job.\" + this.job.name + \".warnings.\" + warnConf.name, warnConf.data);\n\n        var msgHTML = Templates.get(\"warningMessage\", {\n            message: msg\n        });\n        this.container.select(\".sd-league-table-warnings\").appendSelector(\"div.sd-league-table-warning\").html(msgHTML);\n    }\n\n    initResultTable(result) {\n        let config = {\n            onRowSelected: (row, i)=> this.onResultRowSelected(row, i),\n            onRowHover: (row, i)=> this.resultPlot.emphasize(row.row, true),\n            onRowHoverOut: (row, i)=> this.resultPlot.emphasize(row.row, false),\n        };\n\n        if (this.resultTable) {\n            this.resultTable.clear();\n            this.resultTable.hide();\n        }\n\n\n        this.resultTable = new LeagueTable(this.jobResultsContainer.select(\".sd-job-result-table-container\"), config);\n        this.resultTable.setData(result, this.app.dataModel);\n        this.resultTable.show();\n    }\n\n\n\n    initResultPlot(result) {\n        let self = this;\n        let config = {\n            maxWidth: self.app.config.leagueTable.plot.maxWidth,\n            weightLowerBound: result.weightLowerBound,\n            defaultWeight: result.defaultWeight,\n            weightUpperBound: result.weightUpperBound,\n            payoffCoeffs: result.payoffCoeffs,\n            payoffNames: result.payoffNames,\n            x: {\n                value: (d, key) => d.payoffs[0],\n                title: result.payoffNames[0]\n            },\n            y: {\n                value: (d, key) => d.payoffs[1],\n                title: result.payoffNames[1]\n            },\n            onDotHover: (d, i) => this.resultTable.emphasize(d, true),\n            onDotHoverOut: (d, i) => this.resultTable.emphasize(d, false),\n\n\n            color: function (group) {\n                let groupsConf = self.app.config.leagueTable.plot.groups;\n                let groupConf = groupsConf[group.key];\n                if (groupConf) {\n                    return groupConf.color;\n                }\n                return 'black'\n            },\n            groupOrdering: {\n                'dominated': 0,\n                'extended-dominated': 1,\n                'highlighted': 2,\n                'highlighted-default': 3,\n                'default': 4\n\n            },\n            groups: {\n                value: function (r) {\n                    if (r.optimalForDefaultWeight) {\n                        return 'highlighted-default'\n                    } else if (r.optimal) {\n                        return 'highlighted'\n                    }  else if (r.dominatedBy !== null) {\n                        return 'dominated'\n                    } else if (r.extendedDominatedBy !== null) {\n                        return 'extended-dominated'\n                    }\n\n                    return \"default\";\n                },\n                displayValue: (groupKey) => i18n.t(\"leagueTable.plot.groups.\"+groupKey)\n            }\n        };\n\n        this.resultPlot = new LeagueTablePlot(this.jobResultsContainer.select(\".sd-job-result-plot-container\").node(), result.rows, config);\n        setTimeout(function () {\n            self.resultPlot.init()\n        }, 100)\n    }\n\n    onResized() {\n        if (this.resultPlot) {\n            this.resultPlot.init();\n        }\n    }\n\n    disableActionButtonsAndShowLoadingIndicator(disable = true) {\n        if (disable) {\n            LoadingIndicator.show();\n        } else {\n            LoadingIndicator.hide();\n        }\n        this.container.select('.sd-league-table-action-buttons').selectAll('button').attr('disabled', disable ? 'disabled' : undefined)\n    }\n\n\n    initJobParams(){\n        this.jobParameters = this.job.createJobParameters({\n            ruleName: this.computationsManager.getCurrentRule().name,\n            weightLowerBound: this.app.dataModel.weightLowerBound,\n            defaultWeight: this.app.dataModel.defaultCriterion1Weight,\n            weightUpperBound: this.app.dataModel.weightUpperBound,\n\n        });\n    }\n\n    validateParams(){\n        this.initJobParams();\n        return this.jobParameters.validate();\n    }\n\n    runJob() {\n\n\n        this.initJobParams();\n\n        if(!this.validateParams()){\n            alert(i18n.t(\"job.errors.params\", {\"jobName\": i18n.t(\"job.league-table.name\")}))\n            return;\n        }\n        this.disableActionButtonsAndShowLoadingIndicator();\n        this.computationsManager.runJobWithInstanceManager(this.job.name, this.jobParameters.values, {\n            onJobStarted: this.onJobStarted,\n            onJobCompleted: this.onJobCompleted,\n            onJobFailed: this.onJobFailed,\n            onJobStopped: this.onJobStopped,\n            onJobTerminated: this.onJobTerminated,\n            onProgress: this.onProgress,\n            callbacksThisArg: this\n        }).then(jobInstanceManager=> {\n            this.jobInstanceManager = jobInstanceManager;\n        }).catch(e=> {\n            log.error(e);\n        }).then(()=> {\n            this.disableActionButtonsAndShowLoadingIndicator(false);\n        })\n    }\n\n    initButtons() {\n\n        this.downloadCsvButtons = this.container.select(\".sd-download-csv-button \").on('click', ()=> {\n            this.downloadCSV();\n        });\n\n        this.clearButton = this.container.select(\".sd-clear-button \").on('click', ()=> {\n            this.clear(true);\n        });\n    }\n\n    clear() {\n        this.clearResults();\n        this.clearWarnings();\n        this.setProgress(0);\n        this.markAsError(false);\n\n        AppUtils.hide(this.progressBarContainer);\n        AppUtils.hide(this.downloadCsvButtons);\n        AppUtils.hide(this.jobResultsContainer);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n    }\n\n    clearResults() {\n        if (this.resultTable) {\n            this.resultTable.clear();\n            this.resultTable.hide();\n\n        }\n\n    }\n\n    onJobStarted() {\n        AppUtils.hide(this.downloadCsvButtons);\n\n        AppUtils.show(this.progressBarContainer);\n\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.onProgress(this.jobInstanceManager ? this.jobInstanceManager.progress : null);\n\n    }\n\n\n    onJobCompleted(result) {\n        AppUtils.show(this.jobResultsContainer);\n        AppUtils.show(this.downloadCsvButtons);\n\n        AppUtils.hide(this.progressBarContainer);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.displayResult(result)\n    }\n\n    displayResult(result) {\n        log.debug(result);\n        this.result = result;\n        this.initResultTable(result);\n\n        this.initResultPlot(result);\n\n    }\n\n    terminateJob() {\n        this.disableActionButtonsAndShowLoadingIndicator();\n        this.jobInstanceManager.terminate();\n    }\n\n    onJobFailed(errors) {\n        AppUtils.hide(this.downloadCsvButtons);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n        this.markAsError();\n        var self = this;\n        setTimeout(function () {\n            var errorMessage = \"\";\n            errors.forEach((e, i)=> {\n                if (i) {\n                    errorMessage += \"\\n\\n\";\n                }\n\n                let msgKeyBase = \"job.\" + self.job.name + \".errors.\";\n                let msgKey = msgKeyBase + e.message;\n                let msg = i18n.t(msgKey, e.data);\n                e.jobName = i18n.t(\"job.league-table.name\");\n                if (msg === msgKey) {\n                    msg = i18n.t(\"job.errors.generic\", e);\n                }\n\n                errorMessage += msg;\n                if (e.data && e.data.variables) {\n                    Utils.forOwn(e.data.variables, (value, key)=> {\n                        errorMessage += \"\\n\";\n                        errorMessage += key + \" = \" + value;\n                    })\n                }\n            });\n\n            alert(errorMessage);\n            self.terminateJob();\n        }, 10);\n\n    }\n\n    markAsError(error = true) {\n        this.container.classed('sd-job-error', error);\n    }\n\n    onJobStopped() {\n        AppUtils.hide(this.stopJobButton);\n        AppUtils.show(this.resumeJobButton);\n        this.disableActionButtonsAndShowLoadingIndicator(false);\n\n    }\n\n    onJobTerminated() {\n        this.clear();\n    }\n\n    onProgress(progress) {\n        this.setProgress(progress)\n    }\n\n    setProgress(progress) {\n        var percents = 0;\n        var value = \"0%\";\n        if (progress) {\n            value = progress.current + \" / \" + progress.total;\n            percents = progress.current * 100 / progress.total;\n        }\n\n        this.progressBar.style(\"width\", percents + \"%\");\n        this.progressBar.html(value)\n    }\n\n\n    onResultRowSelected(row, index) {\n        let title = Policy.toPolicyString(row.policy, false);\n        this.app.showPolicyPreview(title, row.policy, ()=> {\n            this.resultTable.clearSelection();\n        });\n    }\n\n    downloadCSV() {\n        Exporter.saveAsCSV(this.getRows(), 'leaguetable')\n    }\n\n    getRows() {\n        var params = Utils.cloneDeep(this.jobParameters.values);\n        params.extendedPolicyDescription = false;\n        return this.job.jobResultToCsvRows(this.result, this.job.createJobParameters(params));\n    }\n\n\n}\n","import {ScatterPlot, ScatterPlotConfig} from \"odc-d3/src/scatterplot\";\nimport {Utils} from \"sd-utils\";\nimport * as d3 from \"../d3\";\nimport {Tooltip} from \"sd-tree-designer\";\nimport {i18n} from \"../i18n/i18n\";\n\nexport class LeagueTablePlotConfig extends ScatterPlotConfig {\n    maxWidth = undefined;\n    weightLowerBound = 0;\n    weightUpperBound = Infinity;\n    gradientArrowLength = 30;\n    gradientArrowOffset = 10;\n    payoffCoeffs = [1, 1];\n    payoffNames = [];\n\n    showLegend = true;\n    forceLegend = true;\n\n    legend = {\n        width: 125,\n    };\n\n    // d3ColorCategory = false;\n\n    guides = true;\n    dotRadius = 5;\n    emphasizedDotRadius = 8;\n\n    dotId = (d, i) => 'sd-league-table-dot-'+d.id;\n\n    constructor(custom) {\n        super();\n\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n\n    }\n}\n\nexport class LeagueTablePlot extends ScatterPlot {\n\n    constructor(placeholderSelector, data, config) {\n        super(placeholderSelector, data, new LeagueTablePlotConfig(config));\n    }\n\n    setConfig(config) {\n        return super.setConfig(new LeagueTablePlotConfig(config));\n    }\n\n    init(){\n        super.init();\n        this.svg.classed('sd-league-table-plot', true);\n        this.initArrowMarker(\"triangle\");\n    }\n\n    initArrowMarker(id) {\n\n        var defs = this.svg.selectOrAppend(\"defs\");\n        defs.append(\"marker\")\n            .attr(\"id\",id)\n            .attr(\"viewBox\",\"0 -5 10 10\")\n            .attr(\"refX\",5)\n            .attr(\"refY\",0)\n            .attr(\"markerWidth\",4)\n            .attr(\"markerHeight\",4)\n            .attr(\"orient\",\"auto\")\n            .append(\"path\")\n            .attr(\"d\", \"M0,-5L10,0L0,5\")\n            .attr(\"class\",\"arrowHead\");\n    }\n\n    initPlot() {\n        d3.select(this.baseContainer).style('max-width', this.config.maxWidth);\n        this.checkOrdering();\n        super.initPlot();\n    }\n\n    checkOrdering(){\n        if(this.config.groupOrdering){\n            let getOrdering  = d => {\n                let g = this.config.groups.value(d);\n                return this.config.groupOrdering[g] === undefined ? 999 : this.config.groupOrdering[g];\n            };\n            this.data.sort((a, b)=>getOrdering(a) - getOrdering(b));\n        }\n    }\n\n    update(newData) {\n        this.checkOrdering();\n        super.update(newData);\n\n        this.updateIcerLines();\n        this.updateDominatedRegion();\n        this.updateGradientArrows();\n        this.updateDotLabels();\n\n\n    };\n\n    updateIcerLines() {\n        let self = this;\n        var linesContainerClass = this.linesContainerClass = this.prefixClass(\"lines-container\");\n        var linesContainerSelector = \"g.\" + linesContainerClass;\n        var linesContainer = this.linesContainer= self.svgG.selectOrInsert(linesContainerSelector, \".\" + self.dotsContainerClass);\n\n        var clipPathId = self.prefixClass(\"clip-\" + Utils.guid());\n        var linesContainerClip = linesContainer.selectOrAppend(\"clipPath\").attr(\"id\", clipPathId);\n\n        linesContainerClip.selectOrAppend('rect')\n\n            .attr('width', self.plot.width)\n            .attr('height', self.plot.height)\n            .attr('x', 0)\n            .attr('y', 0);\n\n        linesContainer.attr(\"clip-path\", (d, i) => \"url(#\" + clipPathId + \")\");\n\n        var line = d3.line()\n            .x(this.plot.x.map)\n            .y(this.plot.y.map);\n\n\n\n\n        let linePoints = this.plot.data.filter(d=>d.incratio !== null).sort(this.plot.x.map);\n        let highlightedPoints = this.plot.data.filter(d=>[\"highlighted\", \"highlighted-default\"].indexOf(this.plot.groupValue(d)) !== -1).sort((a, b) => this.plot.x.map(a) - this.plot.x.map(b));\n        let highlightedDefaultPoints = highlightedPoints.filter(d=>[\"highlighted-default\"].indexOf(this.plot.groupValue(d)) !== -1);\n\n        this.dominatedRegionPoints = highlightedPoints.map(d=>[this.plot.x.map(d), this.plot.y.map(d)]);\n\n        if (!highlightedPoints.length) {\n            linesContainer.selectAll(\"*\").remove();\n            return;\n        }\n\n        linesContainer.selectOrAppend(\"path.\" + this.prefixClass('middle-incratio'))\n            .attr(\"shape-rendering\", \"optimizeQuality\")\n            .attr(\"fill\", \"none\")\n            .attr(\"stroke-width\", 1)\n            .attr(\"stroke\", 'black')\n            .attr(\"d\", line(highlightedPoints));\n\n        highlightedPoints.sort((a, b) =>a.incratio - b.incratio || (this.config.payoffCoeffs[0] * (this.plot.x.map(a) - this.plot.x.map(b))));\n\n        let minPoint = highlightedPoints[0];\n        let maxPoint = highlightedPoints[highlightedPoints.length - 1];\n\n        let lowPoint;\n        let highPoint;\n\n        let xAxisExtent = [this.plot.x.scale.invert(0), this.plot.x.scale.invert(this.plot.width)];\n        let yAxisExtent = [this.plot.y.scale.invert(this.plot.height), this.plot.y.scale.invert(0)];\n\n        let sign = (this.config.payoffCoeffs[0] * this.config.payoffCoeffs[1]) > 0 ? 1 : -1;\n\n        let infLowY = this.config.payoffCoeffs[0] > 0 ? this.plot.height: 0;\n        if(sign > 0){\n            infLowY = this.config.payoffCoeffs[0] < 0 ? this.plot.height: 0;\n        }\n        let infLowPoint = [this.plot.x.map(minPoint), infLowY];\n\n        if (this.config.weightLowerBound == Infinity) {\n            lowPoint = infLowPoint\n        } else {\n            let x = this.config.payoffCoeffs[0] > 0 ? xAxisExtent[0] : xAxisExtent[1];\n            lowPoint = [this.plot.x.scale(x), this.plot.y.scale(sign * this.config.weightLowerBound * (this.plot.x.value(minPoint) - x) + this.plot.y.value(minPoint))];\n            if(Math.abs(lowPoint[1]) > 1000000){\n                lowPoint = infLowPoint\n            }\n        }\n\n        let infHighPoint =  [this.plot.x.map(maxPoint), this.config.payoffCoeffs[1] > 0 ? this.plot.height: 0];\n        if (this.config.weightUpperBound == Infinity) {\n            highPoint = infHighPoint\n        } else {\n\n            let x = this.config.payoffCoeffs[1] > 0 ? xAxisExtent[0] : xAxisExtent[1];\n\n            if(sign > 0){\n                x = this.config.payoffCoeffs[1] < 0 ? xAxisExtent[0] : xAxisExtent[1];\n            }\n\n            highPoint = [this.plot.x.scale(x), this.plot.y.scale(-sign * this.config.weightUpperBound * (x - this.plot.x.value(maxPoint)) + this.plot.y.value(maxPoint))];\n            // highPoint = [this.plot.x.scale(x), this.plot.y.scale(EE.toFloat(EE.multiply(-sign, EE.multiply(this.config.weightUpperBound, (x - this.plot.x.value(maxPoint))))) + this.plot.y.value(maxPoint))];\n            if(Math.abs(highPoint[1]) > 1000000){\n                highPoint = infHighPoint\n            }\n        }\n\n        if(highlightedDefaultPoints.length){\n            let defaultPoint = highlightedDefaultPoints[0];\n            let defLowPoint = infLowPoint;\n            let defHighPoint = infHighPoint;\n            if (this.config.defaultWeight !== Infinity) {\n                let x = this.config.payoffCoeffs[0] > 0 ? xAxisExtent[0] : xAxisExtent[1];\n                defLowPoint = [this.plot.x.scale(x), this.plot.y.scale(sign * this.config.defaultWeight * (this.plot.x.value(defaultPoint) - x) + this.plot.y.value(defaultPoint))];\n                x = this.config.payoffCoeffs[1] > 0 ? xAxisExtent[0] : xAxisExtent[1];\n                if(sign > 0){\n                    x = this.config.payoffCoeffs[1] < 0 ? xAxisExtent[0] : xAxisExtent[1];\n                }\n                defHighPoint = [this.plot.x.scale(x), this.plot.y.scale(-sign * this.config.defaultWeight * (x - this.plot.x.value(defaultPoint)) + this.plot.y.value(defaultPoint))];\n            }\n            linesContainer.selectOrAppend(\"path.\" + this.prefixClass('default-incratio'))\n                .attr(\"shape-rendering\", \"optimizeQuality\")\n                .attr(\"fill\", \"none\")\n                .attr(\"stroke-width\", 2)\n                .attr(\"stroke\", 'black')\n                .attr(\"d\", d3.line()([defLowPoint, defHighPoint]))\n        } else{\n            linesContainer.select(\"path.\" + this.prefixClass('default-incratio')).remove()\n        }\n\n\n        this.dominatedRegionPoints.unshift(lowPoint);\n        this.dominatedRegionPoints.push(highPoint);\n\n\n        linesContainer.selectOrAppend(\"path.\" + this.prefixClass('low-incratio'))\n            .attr(\"shape-rendering\", \"optimizeQuality\")\n            .attr(\"fill\", \"none\")\n            .attr(\"stroke-width\", 2)\n            .attr(\"stroke\", 'black')\n            .attr(\"d\", d3.line()([lowPoint, [this.plot.x.map(minPoint), this.plot.y.map(minPoint)]]))\n\n        linesContainer.selectOrAppend(\"path.\" + this.prefixClass('high-incratio'))\n            .attr(\"shape-rendering\", \"optimizeQuality\")\n            .attr(\"fill\", \"none\")\n            .attr(\"stroke-width\", 2)\n            .attr(\"stroke\", 'black')\n            .attr(\"d\", d3.line()([highPoint, [this.plot.x.map(maxPoint), this.plot.y.map(maxPoint)]]))\n\n\n\n\n    }\n\n    updateDominatedRegion(){\n        let self = this;\n        var dominatedRegionContainerClass = this.prefixClass(\"dominated-region-container\");\n        var dominatedRegionContainerSelector = \"g.\" + dominatedRegionContainerClass;\n        var dominatedRegionContainer = self.svgG.selectOrInsert(dominatedRegionContainerSelector, \".\"+this.linesContainerClass);\n\n        var clipPathId = self.prefixClass(\"clip-\" + Utils.guid());\n        var dominatedRegionContainerClip = dominatedRegionContainer.selectOrAppend(\"clipPath\").attr(\"id\", clipPathId);\n\n        dominatedRegionContainerClip.selectOrAppend('rect')\n\n            .attr('width', self.plot.width)\n            .attr('height', self.plot.height)\n            .attr('x', 0)\n            .attr('y', 0);\n\n        dominatedRegionContainer.attr(\"clip-path\", (d, i) => \"url(#\" + clipPathId + \")\");\n\n        //draw dominated region\n\n        let worstPoint = [\n            this.config.payoffCoeffs[0] < 0 ? self.plot.width : 0,\n            this.config.payoffCoeffs[1] < 0 ? 0 : self.plot.height\n        ];\n\n        this.dominatedRegionPoints.push(worstPoint);\n\n        if(this.dominatedRegionPoints.some(p=>worstPoint[1] ? p[1] <=0 : p[1] >= self.plot.height)){\n            this.dominatedRegionPoints.push([worstPoint[0], worstPoint[1] ? 0 : self.plot.height]);\n        }\n\n        this.dominatedRegionPoints.sort((a, b)=> (a[0] - b[0]));\n        this.dominatedRegionPoints = this.dominatedRegionPoints.reduce((prev, curr)=>{\n            if(!prev.length){\n                return [curr]\n            }\n            var prevPoint = prev[prev.length-1];\n            if(prevPoint[0] !== curr[0]){\n                prev.push(curr)\n            }\n            if(Math.abs(worstPoint[1] - curr[1]) > Math.abs(worstPoint[1] - prev[prev.length-1][1])){\n                prev[prev.length-1] = curr;\n            }\n            return prev;\n\n        }, []);\n\n        let area = d3.area();\n        area.y0(worstPoint[1])\n        dominatedRegionContainer.selectOrInsert(\"path.\" + this.prefixClass('dominated-region'))\n            .attr(\"shape-rendering\", \"optimizeQuality\")\n            .attr(\"fill\", \"gray\")\n            .attr(\"stroke-width\", 0)\n            .attr(\"d\", area(this.dominatedRegionPoints));\n\n        Tooltip.attach(dominatedRegionContainer, i18n.t('leagueTable.plot.tooltip.dominatedRegion'));\n    }\n\n    updateDotLabels() {\n        var self = this;\n        var labelsContainerClass = this.prefixClass(\"dot-labels-container\");\n        var labelsContainerSelector = \"g.\" + labelsContainerClass;\n        var labelsContainer = self.svgG.selectOrAppend(labelsContainerSelector, \".\" + self.dotsContainerClass);\n\n        var labels = labelsContainer.selectAll(\"text.\" + this.prefixClass(\"dot-label\")).data(this.plot.data);\n        labels.exit().remove();\n        labels.enter().append('text')\n            .attr('class', this.prefixClass(\"dot-label\"))\n            .merge(labels)\n            .attr('x', this.plot.x.map)\n            .attr('y', this.plot.y.map)\n            .attr('text-anchor', 'end')\n            .attr(\"dy\", \"-5px\")\n            .attr(\"dx\", \"-5px\")\n            .text(d=>d.id)\n    }\n\n    updateGradientArrows() {\n\n        var data = this.config.payoffCoeffs.map((coeff, i)=>{\n\n            let l = this.config.gradientArrowLength * coeff;\n            let offset = this.config.gradientArrowOffset * coeff;\n\n            let d = {\n                x1: this.plot.width/2,\n                y1: this.plot.height/2,\n            };\n\n            if(i==0){\n                d.x1 += offset;\n                d.x2 = d.x1 + l;\n                d.y2 = d.y1\n            }else{\n                d.y1 -= offset;\n                d.x2 = d.x1;\n                d.y2 = d.y1 - l\n            }\n\n            return d\n        });\n\n        let self = this;\n        var arrowsContainerClass = this.prefixClass(\"gradient-arrows-container\");\n        var arrowsContainerSelector = \"g.\" + arrowsContainerClass;\n        var arrowsContainer = self.svgG.selectOrInsert(arrowsContainerSelector, \".\" + self.dotsContainerClass);\n\n        let arrowClass = this.prefixClass(\"gradient-arrow\");\n        var arrows = arrowsContainer.selectAll(\".\"+arrowClass).data(data);\n        arrows.exit().remove();\n        var arrowsEnter = arrows.enter().append('g')\n            .attr('class', arrowClass);\n\n        arrowsEnter.append(\"line\").attr(\"marker-end\", \"url(#triangle)\");\n        var arrowsMerge =arrowsEnter.merge(arrows);\n\n        arrowsMerge.select(\"line\")\n            .attr(\"x1\", d=>d.x1)\n            .attr(\"y1\", d=>d.y1)\n            .attr(\"x2\", d=>d.x2)\n            .attr(\"y2\", d=>d.y2);\n\n        Tooltip.attach(arrowsMerge, (d, i)=>{\n            return i18n.t('leagueTable.plot.tooltip.gradientArrow' + (i + 1), { name: this.config.payoffNames[i]});\n        });\n    }\n\n    emphasize(row, emphasize=true){\n        this.emphasizeDot(this.svg.selectAll('#'+this.config.dotId(row)), emphasize);\n    }\n\n    emphasizeDot(selection, emphasize){\n        selection\n            .classed('sd-emphasized', emphasize)\n            .transition()\n            .attr('r', emphasize ? this.config.emphasizedDotRadius : this.config.dotRadius)\n    }\n    updateDots(){\n        var self = this;\n        super.updateDots();\n        var dotsContainer = this.svgG.select(\"g.\" + this.dotsContainerClass);\n        dotsContainer.selectAll('.' + this.dotClass)\n            .on(\"mouseover.emphasize\", function(d){ self.emphasizeDot(d3.select(this), true) })\n            .on(\"mouseout.emphasize\", function(d){ self.emphasizeDot(d3.select(this), false) })\n    }\n\n    updateLegend() {\n        super.updateLegend();\n        var plot = this.plot;\n\n        let container = plot.legend.container.selectOrAppend(\"g.sd-additional-items\")\n        let legendCells = plot.legend.container.select(\".legendCells\");\n        let margin = 20;\n\n        let texts = [\n            i18n.t(\"leagueTable.plot.legend.dominatedRegion\"),\n            i18n.t(\"leagueTable.plot.legend.gradientArrows\")\n        ];\n\n        container.attr(\"transform\", \"translate(0, \"+(legendCells.node().getBBox().height+margin)+\")\");\n\n        container.selectAll(\"text\").data(texts)\n            .enter().append(\"text\")\n            .text(d=>d)\n            .attr('dy', \"0\")\n            .attr('x', \"0\");\n\n        container.selectAll(\"text\").call(wrap, d=>d, this.config.legend.width);\n\n        function wrap(text, getTextData, width) {\n            text.each(function(d) {\n\n                var text = d3.select(this),\n                    words = getTextData(d).split(/\\s+/).reverse(),\n                    word,\n                    line = [],\n                    lineNumber = 0,\n                    lineHeight = 1.1, // ems\n                    y = text.attr('y'),\n                    dy = parseFloat(text.attr('dy')),\n                    tspan = text.text(null).append('tspan')\n                        .attr('x', 0).attr('y', y).attr('dy', dy + 'em');\n\n                if(this.previousSibling){\n                    text.attr('y', this.previousSibling.getBBox().height+10)\n                }\n\n                while (word = words.pop()) {\n                    line.push(word);\n                    tspan.text(line.join(' '));\n                    if (tspan.node().getComputedTextLength() > width) {\n                        line.pop();\n                        tspan.text(line.join(' '));\n                        line = [word];\n                        tspan = text.append('tspan')\n                            .attr('x', 0).attr('y', y)\n                            .attr('dy', ++lineNumber * lineHeight + dy + 'em').text(word);\n                    }\n                }\n            });\n        }\n    }\n\n\n}\n","import {Utils} from \"sd-utils\";\nimport * as d3 from \"../d3\";\nimport {Policy} from \"sd-computations/src/policies/policy\";\nimport {i18n} from \"../i18n/i18n\";\n\nexport class LeagueTableConfig {\n    onRowSelected = (row) => {\n    };\n    extendedPolicyDescription = true;\n    onRowHover = (d, i) => {};\n    onRowHoverOut = (d, i) => {};\n\n    constructor(custom) {\n        if (custom) {\n            Utils.deepExtend(this, custom);\n        }\n    }\n}\n\nexport class LeagueTable {\n\n    constructor(container, config, dataModel) {\n        this.container = container;\n        this.config = new LeagueTableConfig(config);\n        this.dataModel = dataModel;\n        this.init();\n    }\n\n    init() {\n        this.resultTable = this.container.selectOrAppend(\"table.sd-league-table\");\n        this.resultTableHead = this.resultTable.selectOrAppend(\"thead\");\n        this.resultTableBody = this.resultTable.selectOrAppend(\"tbody\");\n        this.resultTableFoot = this.resultTable.selectOrAppend(\"tfoot\");\n    }\n\n    setData(jobResult, dataModel) {\n        this.jobResult = jobResult;\n        this.dataModel = dataModel;\n        this.drawHeaders([\n            i18n.t('leagueTable.headers.policyNo'),\n            i18n.t('leagueTable.headers.policy'),\n            dataModel.payoffNames[0],\n            dataModel.payoffNames[1],\n            i18n.t('leagueTable.headers.comment')\n        ]);\n        this.drawRows(jobResult.rows)\n    }\n\n    drawHeaders(headerData) {\n        var headers = this.resultTableHead.selectOrAppend(\"tr\").selectAll(\"th\").data(headerData);\n        var headersEnter = headers.enter().append(\"th\");\n        var headersMerge = headersEnter.merge(headers);\n        headers.exit().remove();\n\n        headersMerge.text(d=>d);\n    }\n\n    drawRows(rowsData) {\n        var self = this;\n\n        let data = rowsData.reduce((prev, d)=> {\n            let r = prev;\n            d.policies.forEach((policy, i)=> {\n                if (!i) {\n                    r.push({\n                        row: d,\n                        policy: policy,\n                        cells: [\n                            {\n                                data: d.id,\n                                rowspan: d.policies.length\n                            },\n                            {\n                                data: Policy.toPolicyString(policy, this.config.extendedPolicyDescription),\n                                rowspan: 1\n                            },\n                            {\n                                data: d.payoffs[0],\n                                rowspan: d.policies.length\n                            },\n                            {\n                                data: d.payoffs[1],\n                                rowspan: d.policies.length\n                            },\n                            {\n                                data: this.getRowComment(d),\n                                rowspan: d.policies.length\n                            },\n                        ]\n                    });\n                    return;\n                }\n\n                r.push({\n                    row: d,\n                    policy: policy,\n                    cells: [{\n                        data: Policy.toPolicyString(policy, this.config.extendedPolicyDescription),\n                        rowspan: 1\n                    }]\n                });\n\n            });\n\n            return r;\n        }, []);\n\n        var rows = this.resultTableBody.selectAll(\"tr\").data(data);\n\n        var rowsEnter = rows.enter().append(\"tr\");\n        var rowsMerge = rowsEnter.merge(rows);\n        rowsMerge\n            .on('click', function (d, i) {\n                // d3.select(this).classed('sd-selected', true);\n                self.config.onRowSelected(d, i)\n            })\n            .classed('sd-highlighted', d=>d.row.optimal)\n            .classed('sd-highlighted-default', d=>d.row.optimalForDefaultWeight)\n            .attr('id', d => 'sd-league-table-row-'+d.row.id);\n\n        rowsMerge.on(\"mouseover.onRowHover\", this.config.onRowHover);\n        rowsMerge.on(\"mouseout.onRowHoverOut\", this.config.onRowHoverOut);\n\n        rows.exit().remove();\n\n        var cells = rowsMerge.selectAll(\"td\").data(d=>d.cells);\n        var cellsEnter = cells.enter().append(\"td\");\n        var cellsMerge = cellsEnter.merge(cells);\n        cellsMerge.text(d=>d.data);\n        cellsMerge.attr('rowspan', d=>d.rowspan);\n        cells.exit().remove();\n\n    }\n\n    clear() {\n        this.clearSelection();\n    }\n\n    show(show = true) {\n        this.container.classed('sd-hidden', !show);\n    }\n\n    hide() {\n        this.show(false);\n    }\n\n    clearSelection() {\n        this.resultTable.selectAll('.sd-selected').classed('sd-selected', false);\n    }\n\n    getRowComment(row) {\n        if(row.incratio !== null){\n            return i18n.t('leagueTable.comment.incratio', {incratio: row.incratio});\n        }\n        if(row.dominatedBy !== null){\n            return i18n.t('leagueTable.comment.dominatedBy', {policy: row.dominatedBy});\n        }\n        if(row.extendedDominatedBy !== null){\n            return i18n.t('leagueTable.comment.extendedDominatedBy', {policy1: row.extendedDominatedBy[0], policy2: row.extendedDominatedBy[1]});\n        }\n        return '';\n    }\n\n\n    emphasize(row, emphasize=true){\n        this.resultTableBody.selectAll('#sd-league-table-row-'+row.id).classed('sd-emphasized', emphasize);\n    }\n}\n","import * as d3 from './d3'\nimport {i18n} from './i18n/i18n'\n\nimport {Utils} from 'sd-utils'\nimport {Templates} from \"./templates\";\n\nexport class LoadingIndicator{\n    static show(message=''){\n        var html = Templates.get('loadingIndicator');\n\n        var g = d3.select('body').selectOrAppend('div.sd-loading-indicator-container').html(html).select('.sd-loading-indicator').classed('visible', true).style('display', 'block')\n    }\n\n    static hide(){\n        let select = d3.select('.sd-loading-indicator');\n        select.classed('visible', false);\n        setTimeout(function(){\n            select.style('display', 'none')\n        }, 500)\n\n    }\n}\n","import {Utils, log} from 'sd-utils';\nimport {i18n} from \"./i18n/i18n\";\nvar jQuery = require('jquery');\nvar global$ = Utils.getGlobalObject().jQuery;\nUtils.getGlobalObject().jQuery = jQuery;\nrequire('jquery-ui/ui/data');\nrequire('jquery-ui/ui/scroll-parent');\nrequire('jquery-ui/ui/widget');\nrequire('jquery-ui/ui/widgets/mouse');\nrequire('jquery-ui/ui/widgets/sortable');\nrequire('pivottable');\n\n\n// pivot show zero hack start\nvar numberFormat = jQuery.pivotUtilities.numberFormat;\ntry{\n    jQuery.pivotUtilities.numberFormat = function(opts){\n        if(!opts){\n            opts = {};\n        }\n        opts.showZero = true;\n        return numberFormat(opts);\n    };\n}catch (e){\n    log.error('Error when performing pivottable \"show zero\" hack, reverting');\n\n    try{\n        jQuery.pivotUtilities.numberFormat = numberFormat;\n    }catch (e){\n\n    }\n}\n\nrequire('pivottable/dist/pivot.it');\nrequire('pivottable/dist/pivot.de');\nrequire('pivottable/dist/pivot.fr');\nrequire('pivottable/dist/pivot.pl');\n\nUtils.getGlobalObject().jQuery = global$;\n\n// pivot show zero hack continuation\ntry{\n    var origAggregators = {};\n    Utils.forOwn(jQuery.pivotUtilities.locales.en.aggregators, (value, key, object)=>{\n        origAggregators[key] = value;\n        object[key] = function(){\n            var args1 = arguments;\n            try{\n                let res1 = value.apply(this, args1);\n                return function(){\n                    var res = res1(...arguments);\n                    var format_ = res.format;\n                    res.format = function(x){\n                        var origX = x;\n                        if(x===0){\n                            x =  \"0\";\n                        }\n                        try{\n                            return format_(x);\n                        }catch (e){\n                            log.error('Error when performing pivottable \"show zero\" hack (format func call), reverting', e);\n                            if(format_){\n                                return format_(origX);\n                            }\n                            revertAggregators();\n                        }\n                    };\n                    return res;\n                };\n            }catch(e){\n                log.error('Error when performing pivottable \"show zero\" hack, reverting', e);\n                revertAggregators();\n                return origAggregators[key](...args1)\n            }\n        }\n    });\n}catch (e){\n    log.error('Error when performing pivottable \"show zero\" hack, reverting', e);\n    revertAggregators();\n}\n\nfunction revertAggregators(){\n    try {\n        Utils.forOwn(jQuery.pivotUtilities.locales.en.aggregators, (value, key, object)=>{\n            let origAggregator = origAggregators[key];\n            if(origAggregator){\n                object[key] = origAggregator\n            }\n\n        });\n    }catch(e){\n        log.error('Error when reverting aggregators', e)\n    }\n}\n\n///////////////////// hack end\n\nexport class PivotTable{\n\n    container;\n\n\n    constructor(container, options, data){\n        this.container =container;\n        this.options = options;\n        this.data=data;\n        if(data){\n            this.update(data, options);\n        }\n    }\n\n    update(data, options){\n        this.data = data;\n        this.options = options;\n        jQuery(this.container.node()).pivotUI(data, options, true, i18n.language)\n    }\n\n    clear(){\n        jQuery(this.container.node()).pivotUI([], null, true)\n    }\n\n\n\n    getAggregatorName(name){\n        return i18n.t(\"jobResultTable.pivot.aggregators.\"+name.toLowerCase());\n    }\n\n    getRendererName(name){\n        return i18n.t(\"jobResultTable.pivot.renderers.\"+name.toLowerCase());\n    }\n}\n","import * as d3 from './d3';\nimport { i18n } from './i18n/i18n';\nimport { Utils } from 'sd-utils';\nimport { AppUtils } from './app-utils';\nimport { domain as model } from 'sd-model';\nimport { PayoffInputValidator } from './validation/payoff-input-validator';\nimport { ProbabilityInputValidator } from './validation/probability-input-validator';\nimport { Templates } from './templates';\nimport { Tooltip } from 'sd-tree-designer';\nimport { InputField } from './form/input-field';\nimport { PathValueAccessor } from './form/path-value-accessor';\nimport { NumberInputValidator } from './validation/number-input-validator';\nimport { RequiredInputValidator } from './validation/required-input-validator';\nimport { McdmWeightValueValidator } from 'sd-computations/src/validation/mcdm-weight-value-validator';\nimport { autocomplete } from './autocomplete-input';\n\nexport class Sidebar {\n    app;\n    container;\n    dispatch = d3.dispatch(\n        'recomputed',\n        'object-updated',\n        'multi-criteria-updated',\n    );\n\n    constructor(container, app) {\n        this.app = app;\n        this.container = container;\n        this.prevObject;\n        this.activeChartsOnHide = [];\n        this.inputBuffer = '';\n\n        this.initLayoutOptions();\n        this.initDiagramDetails();\n        this.initDefinitions();\n        this.initMultipleCriteria();\n\n        var self = this;\n\n        document.addEventListener(\n            'SilverDecisionsRecomputedEvent',\n            function (data) {\n                if (data.detail === app) {\n                    self.dispatch.call('recomputed');\n                }\n            },\n        );\n\n        self.dispatch.on(\n            'object-updated',\n            Utils.debounce(\n                (object, fieldName) =>\n                    self.app.onObjectUpdated(object, fieldName),\n                350,\n            ),\n        );\n        self.dispatch.on(\n            'multi-criteria-updated',\n            Utils.debounce(\n                (fieldName) => self.app.onMultiCriteriaUpdated(fieldName),\n                350,\n            ),\n        );\n        setTimeout(() => {\n            document.body.dispatchEvent(\n                new CustomEvent('updatedGridWidth', {\n                    detail: {\n                        value: this.app.treeDesigner.config.layout.gridWidth,\n                    },\n                }),\n            );\n            document.body.dispatchEvent(\n                new CustomEvent('updatedGridHeight', {\n                    detail: {\n                        value: this.app.treeDesigner.config.layout.gridHeight,\n                    },\n                }),\n            );\n            document.body.dispatchEvent(\n                new CustomEvent('updatedEdgeSlant', {\n                    detail: {\n                        value: this.app.treeDesigner.config.layout\n                            .edgeSlantWidthMax,\n                    },\n                }),\n            );\n            // document.body.dispatchEvent(\n            //     new CustomEvent('updatedMarginHorizontal', {\n            //         detail: { value: this.app.treeDesigner.config.margin.left },\n            //     }),\n            // );\n            // document.body.dispatchEvent(\n            //     new CustomEvent('updatedMarginVertical', {\n            //         detail: { value: this.app.treeDesigner.config.margin.top },\n            //     }),\n            // );\n        }, 700);\n    }\n\n    initLayoutOptions() {\n        var self = this;\n        this.layoutOptionsContainer = this.container.select('#layout-options');\n        this.autoLayoutOptionsGroup = this.layoutOptionsContainer.select(\n            '#auto-layout-options',\n        );\n\n        this.gridWidth = this.layoutOptionsContainer\n            .select('input#grid-width')\n            .on('change', function () {\n                self.app.treeDesigner.layout.setGridWidth(parseInt(this.value));\n                document.body.dispatchEvent(\n                    new CustomEvent('updatedGridWidth', {\n                        detail: { value: this.value },\n                    }),\n                );\n                self.app.treeDesigner.redraw();\n            });\n\n        this.gridHeight = this.layoutOptionsContainer\n            .select('input#grid-height')\n            .on('change', function () {\n                self.app.treeDesigner.layout.setGridHeight(\n                    parseInt(this.value),\n                );\n                document.body.dispatchEvent(\n                    new CustomEvent('updatedGridHeight', {\n                        detail: { value: this.value },\n                    }),\n                );\n                self.app.treeDesigner.redraw();\n            });\n\n        this.nodeSize = this.layoutOptionsContainer\n            .select('input#node-size')\n            .on('change', function () {\n                self.app.treeDesigner.layout.setNodeSize(parseInt(this.value));\n            });\n\n        this.edgeSlantWidthMax = this.layoutOptionsContainer\n            .select('input#edge-slant-width-max')\n            .on('change', function () {\n                self.app.treeDesigner.layout.setEdgeSlantWidthMax(\n                    parseInt(this.value),\n                );\n                document.body.dispatchEvent(\n                    new CustomEvent('updatedEdgeSlant', {\n                        detail: { value: this.value },\n                    }),\n                );\n            });\n\n        // this.marginHorizontal = this.layoutOptionsContainer\n        //     .select('input#margin-horizontal')\n        //     .on('change', function () {\n        //         var m = {};\n        //         m.left = m.right = parseInt(this.value);\n        //         document.body.dispatchEvent(\n        //             new CustomEvent('updatedMarginHorizontal', {\n        //                 detail: { value: this.value },\n        //             }),\n        //         );\n        //         self.app.treeDesigner.setMargin(m);\n        //     });\n        // this.marginVertical = this.layoutOptionsContainer\n        //     .select('input#margin-vertical')\n        //     .on('change', function () {\n        //         var m = {};\n        //         m.top = m.bottom = parseInt(this.value);\n        //         document.body.dispatchEvent(\n        //             new CustomEvent('updatedMarginVertical', {\n        //                 detail: { value: this.value },\n        //             }),\n        //         );\n        //         self.app.treeDesigner.setMargin(m);\n        //     });\n\n        this.scale = this.layoutOptionsContainer\n            .select('input#sd-svg-scale')\n            .on('change', function () {\n                self.app.treeDesigner.setScale(parseFloat(this.value));\n            });\n\n        self.app.treeDesigner.layout.onAutoLayoutChanged.push((layout) =>\n            self.updateLayoutOptions(),\n        );\n\n        this.layoutOptionsContainer.select('.toggle-button').on('click', () => {\n            this.layoutOptionsContainer.classed(\n                'sd-extended',\n                !this.layoutOptionsContainer.classed('sd-extended'),\n            );\n        });\n\n        var hideLabelsCheckbox = document.getElementById('hide-labels');\n        hideLabelsCheckbox.checked = !self.app.treeDesigner.config.hideLabels;\n        hideLabelsCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hideLabels =\n                !self.app.treeDesigner.config.hideLabels;\n            self.app.treeDesigner.redraw();\n        });\n\n        var hidePayoffsCheckbox = document.getElementById('hide-payoffs');\n        hidePayoffsCheckbox.checked = !self.app.treeDesigner.config.hidePayoffs;\n        hidePayoffsCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hidePayoffs =\n                !self.app.treeDesigner.config.hidePayoffs;\n            self.app.treeDesigner.redraw();\n        });\n\n        var hideExpectedValuesCheckbox = document.getElementById('hide-expected-values');\n        hideExpectedValuesCheckbox.checked = !self.app.treeDesigner.config.hideExpectedValues;\n        hideExpectedValuesCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hideExpectedValues =\n                !self.app.treeDesigner.config.hideExpectedValues;\n            self.app.treeDesigner.redraw();\n        });\n\n        var hideProbabilitiesCheckbox =\n            document.getElementById('hide-probabilities');\n        hideProbabilitiesCheckbox.checked =\n            !self.app.treeDesigner.config.hideProbabilities;\n        hideProbabilitiesCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hideProbabilities =\n                !self.app.treeDesigner.config.hideProbabilities;\n            self.app.treeDesigner.redraw();\n        });\n\n        var hideChartsCheckbox = document.getElementById('hide-charts');\n        hideChartsCheckbox.checked = !self.app.treeDesigner.config.hideCharts;\n        hideChartsCheckbox.addEventListener('click', () => {\n            var prevState = self.app.treeDesigner.config.hideCharts;\n            self.app.treeDesigner.config.hideCharts = !prevState;\n            var nodes = self.app.dataModel.nodes;\n\n            if (prevState) {\n                this.activeChartsOnHide.forEach((chart) => {\n                    chart.active = true;\n                });\n                self.app.redrawLoadedCharts(this.activeChartsOnHide, false);\n            } else {\n                this.activeChartsOnHide = [];\n                for (var i = 0; i < nodes.length; i++) {\n                    if (!nodes[i].charts) continue;\n                    for (var j = 0; j < nodes[i].charts.length; j++) {\n                        var chart = nodes[i].charts[j];\n                        if (chart.active) {\n                            this.activeChartsOnHide.push(chart);\n                            self.app.removeDistributionChart(chart);\n                        }\n                    }\n                }\n            }\n            //self.app.treeDesigner.updatePlottingRegionSize();\n            setTimeout(function () {\n                self.app.treeDesigner.updatePlottingRegionSize();\n            }, 200);\n        });\n\n        var hideTextboxesCheckbox = document.getElementById('hide-textboxes');\n        hideTextboxesCheckbox.checked =\n            !self.app.treeDesigner.config.hideTextboxes;\n        hideTextboxesCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hideTextboxes =\n                !self.app.treeDesigner.config.hideTextboxes;\n            self.app.treeDesigner.redraw();\n            //self.app.treeDesigner.updatePlottingRegionSize();\n            setTimeout(function () {\n                self.app.treeDesigner.updatePlottingRegionSize();\n            }, 200);\n        });\n\n        var hideMilestonesCheckbox = document.getElementById('hide-milestones');\n        hideMilestonesCheckbox.checked =\n            !self.app.treeDesigner.config.hideMilestones;\n        hideMilestonesCheckbox.addEventListener('click', () => {\n            self.app.treeDesigner.config.hideMilestones =\n                !self.app.treeDesigner.config.hideMilestones;\n            self.app.treeDesigner.redraw();\n        });\n\n        this.updateLayoutOptions();\n    }\n\n    updateLayoutOptions() {\n        this.nodeSize.node().value =\n            this.app.treeDesigner.config.layout.nodeSize;\n        this.edgeSlantWidthMax.node().value =\n            this.app.treeDesigner.config.layout.edgeSlantWidthMax;\n        // this.marginHorizontal.node().value =\n        //     this.app.treeDesigner.config.margin.left;\n        // this.marginVertical.node().value =\n        //     this.app.treeDesigner.config.margin.top;\n        this.gridWidth.node().value =\n            this.app.treeDesigner.config.layout.gridWidth;\n        this.gridHeight.node().value =\n            this.app.treeDesigner.config.layout.gridHeight;\n        this.scale.node().value = this.app.treeDesigner.config.scale;\n        document.getElementById('hide-labels').checked =\n            !this.app.treeDesigner.config.hideLabels;\n        document.getElementById('hide-payoffs').checked =\n            !this.app.treeDesigner.config.hidePayoffs;\n        document.getElementById('hide-expected-values').checked =\n            !this.app.treeDesigner.config.hideExpectedValues;\n        document.getElementById('hide-probabilities').checked =\n            !this.app.treeDesigner.config.hideProbabilities;\n        document.getElementById('hide-charts').checked =\n            !this.app.treeDesigner.config.hideCharts;\n\n        document.body.dispatchEvent(\n            new CustomEvent('updatedGridWidth', {\n                detail: {\n                    value: this.app.treeDesigner.config.layout.gridWidth,\n                },\n            }),\n        );\n        document.body.dispatchEvent(\n            new CustomEvent('updatedGridHeight', {\n                detail: {\n                    value: this.app.treeDesigner.config.layout.gridHeight,\n                },\n            }),\n        );\n        document.body.dispatchEvent(\n            new CustomEvent('updatedEdgeSlant', {\n                detail: {\n                    value: this.app.treeDesigner.config.layout\n                        .edgeSlantWidthMax,\n                },\n            }),\n        );\n        // document.body.dispatchEvent(\n        //     new CustomEvent('updatedMarginHorizontal', {\n        //         detail: { value: this.app.treeDesigner.config.margin.left },\n        //     }),\n        // );\n        // document.body.dispatchEvent(\n        //     new CustomEvent('updatedMarginVertical', {\n        //         detail: { value: this.app.treeDesigner.config.margin.top },\n        //     }),\n        // );\n\n        this.autoLayoutOptionsGroup.classed(\n            'visible',\n            !this.app.treeDesigner.layout.isManualLayout(),\n        );\n    }\n\n    initDiagramDetails() {\n        var self = this;\n        this.diagramDetailsContainer = this.container.select(\n            '#diagram-details-box',\n        );\n        this.diagramDetailsContainer.classed(\n            'sd-hidden',\n            !this.app.config.showDetails,\n        );\n\n        this.diagramDetailsContainer\n            .select('.toggle-button')\n            .on('click', () => {\n                this.diagramDetailsContainer.classed(\n                    'sd-extended',\n                    !this.diagramDetailsContainer.classed('sd-extended'),\n                );\n                this.updateDiagramDetails();\n            });\n\n        this.diagramTitle = this.diagramDetailsContainer\n            .select('input#diagram-title')\n            .on('change', function () {\n                self.app.setDiagramTitle(this.value);\n                AppUtils.updateInputClass(d3.select(this));\n            });\n\n        this.diagramDescription = this.diagramDetailsContainer\n            .select('textarea#diagram-description')\n            .on('change', function () {\n                self.app.setDiagramDescription(this.value);\n                AppUtils.updateInputClass(d3.select(this));\n            });\n        AppUtils.elasticTextarea(this.diagramDescription);\n\n        this.updateDiagramDetails();\n    }\n\n    initDefinitions() {\n        var self = this;\n        this.definitionsContainer = this.container.select(\n            '#sd-sidebar-definitions',\n        );\n        this.definitionsContainer.classed(\n            'sd-hidden',\n            !this.app.config.showDefinitions,\n        );\n        this.onDefinitionsCodeChanged = null;\n        this.definitionsContainer.select('.toggle-button').on('click', () => {\n            this.definitionsContainer.classed(\n                'sd-extended',\n                !this.definitionsContainer.classed('sd-extended'),\n            );\n            AppUtils.updateInputClass(this.definitionsCode);\n            AppUtils.autoResizeTextarea(this.definitionsCode.node());\n        });\n\n        this.definitionsScopeLabel = this.definitionsContainer.select(\n            '.sd-variables-scope-value',\n        );\n\n        this.definitionsCode = this.definitionsContainer\n            .select('textarea#sd-sidebar-definitions-code')\n            .on('change', function () {\n                if (self.onDefinitionsCodeChanged) {\n                    self.onDefinitionsCodeChanged(this.value);\n                }\n                AppUtils.updateInputClass(d3.select(this));\n            });\n        Tooltip.attach(\n            this.definitionsCode,\n            (d) => {\n                return self.definitionsCode.attr('data-error-msg');\n            },\n            15,\n            50,\n        );\n\n        this.definitionsEvaluatedValuesContainer = this.container.select(\n            '#sd-sidebar-definitions-evaluated-values',\n        );\n\n        this.definitionsContainer\n            .select('#sd-sidebar-definitions-open-dialog-button')\n            .on('click', () => {\n                window.app.treeDesigner.clearSelection();\n                this.app.openDefinitionsDialog();\n            });\n\n        this.definitionsContainer\n            .select('#sd-sidebar-definitions-recalculate-button')\n            .on('click', () => {\n                this.app.recompute();\n            });\n\n        AppUtils.elasticTextarea(this.definitionsCode);\n    }\n\n    initMultipleCriteria() {\n        var self = this;\n        this.multipleCriteriaContainer = this.container.select(\n            '#sd-multiple-criteria',\n        );\n        this.multipleCriteriaContainer.classed(\n            'sd-hidden',\n            !this.app.isMultipleCriteria(),\n        );\n\n        this.multipleCriteriaContainer\n            .select('.toggle-button')\n            .on('click', () => {\n                this.multipleCriteriaContainer.classed(\n                    'sd-extended',\n                    !this.multipleCriteriaContainer.classed('sd-extended'),\n                );\n            });\n\n        this.showLeagueTableButton = this.multipleCriteriaContainer\n            .select('#sd-show-league-table-button')\n            .on('click', () => {\n                this.app.showLeagueTable();\n            });\n\n        this.flipCriteriaButton = this.multipleCriteriaContainer\n            .select('#sd-flip-criteria-button')\n            .on('click', () => {\n                this.app.flipCriteria();\n            });\n\n        let weightParser = (w) => {\n            return parseFloat(w) === Infinity ? Infinity : w;\n        };\n\n        this.multipleCriteriaFields = [];\n        this.multipleCriteriaFields.push(\n            new InputField(\n                'sd-multiple-criteria-nameOfCriterion1',\n                'nameOfCriterion1',\n                'text',\n                i18n.t('multipleCriteria.nameOfCriterion1'),\n                new PathValueAccessor(self.app.dataModel, 'payoffNames[0]'),\n                new RequiredInputValidator(),\n            ),\n        );\n        this.multipleCriteriaFields.push(\n            new InputField(\n                'sd-multiple-criteria-nameOfCriterion2',\n                'nameOfCriterion2',\n                'text',\n                i18n.t('multipleCriteria.nameOfCriterion2'),\n                new PathValueAccessor(self.app.dataModel, 'payoffNames[1]'),\n                new RequiredInputValidator(),\n            ),\n        );\n        let lowerBoundValueAccessor = new PathValueAccessor(\n            self.app.dataModel,\n            'weightLowerBound',\n        );\n        let upperBoundValueAccessor = new PathValueAccessor(\n            self.app.dataModel,\n            'weightUpperBound',\n        );\n        let weightValueValidator = new McdmWeightValueValidator();\n        var ee = this.app.expressionEngine.constructor;\n\n        this.multipleCriteriaFields.push(\n            new InputField(\n                'sd-multiple-criteria-weightLowerBound',\n                'weightLowerBound',\n                'text',\n                i18n.t('multipleCriteria.weightLowerBound'),\n                lowerBoundValueAccessor,\n                new McdmWeightValueValidator((v) => {\n                    let upper = upperBoundValueAccessor.get();\n                    return weightValueValidator.validate(upper)\n                        ? ee.compare(v, upper) <= 0\n                        : true;\n                }),\n                null,\n                weightParser,\n            ),\n        );\n\n        this.multipleCriteriaFields.push(\n            new InputField(\n                'sd-multiple-criteria-defaultCriterion1Weight',\n                'defaultCriterion1Weight',\n                'text',\n                i18n.t('multipleCriteria.defaultCriterion1Weight'),\n                new PathValueAccessor(\n                    self.app.dataModel,\n                    'defaultCriterion1Weight',\n                ),\n                new McdmWeightValueValidator((v) => {\n                    let upper = upperBoundValueAccessor.get();\n                    let lower = lowerBoundValueAccessor.get();\n                    return (\n                        (weightValueValidator.validate(lower)\n                            ? ee.compare(v, lower) >= 0\n                            : true) &&\n                        (weightValueValidator.validate(upper)\n                            ? ee.compare(v, upper) <= 0\n                            : true)\n                    );\n                }),\n                null,\n                weightParser,\n            ),\n        );\n\n        this.multipleCriteriaFields.push(\n            new InputField(\n                'sd-multiple-criteria-weightUpperBound',\n                'weightUpperBound',\n                'text',\n                i18n.t('multipleCriteria.weightUpperBound'),\n                upperBoundValueAccessor,\n                new McdmWeightValueValidator((v) => {\n                    let lower = lowerBoundValueAccessor.get();\n                    return weightValueValidator.validate(lower)\n                        ? ee.compare(v, lower) >= 0\n                        : true;\n                }),\n                null,\n                weightParser,\n            ),\n        );\n\n        this.updateMultipleCriteria();\n    }\n\n    updateMultipleCriteria(updateInputs = true) {\n        //TODO refactor\n        var ee = this.app.expressionEngine;\n\n        var self = this;\n        var temp = {};\n        this.multipleCriteriaContainer.classed(\n            'sd-hidden',\n            !this.app.isMultipleCriteria(),\n        );\n\n        let leagueTableAvailable = this.app.isLeagueTableAvailable();\n        this.showLeagueTableButton.attr(\n            'disabled',\n            leagueTableAvailable ? undefined : 'disabled',\n        );\n        this.flipCriteriaButton.attr(\n            'disabled',\n            leagueTableAvailable ? undefined : 'disabled',\n        );\n        this.multipleCriteriaContainer.classed(\n            'sd-invalid-league-table-params',\n            !leagueTableAvailable,\n        );\n\n        if (!updateInputs) {\n            return;\n        }\n\n        var inputGroups = this.multipleCriteriaContainer\n            .select('.sd-multiple-criteria-properties')\n            .selectAll('div.input-group')\n            .data(this.multipleCriteriaFields);\n        inputGroups.exit().remove();\n        var inputGroupsEnter = inputGroups\n            .enter()\n            .appendSelector('div.input-group')\n            .html((d) =>\n                d.type == 'select'\n                    ? Templates.get('selectInputGroup', d)\n                    : Templates.get('inputGroup', d),\n            );\n        inputGroupsEnter\n            .merge(inputGroups)\n            .select('.sd-input')\n            .on('change input', function (d, i) {\n                var prevValue = d.getValue();\n\n                var isValid = !d.validator || d.validator.validate(this.value);\n\n                let selection = d3.select(this);\n                selection.classed('invalid', !isValid);\n                if (d.styleClass) {\n                    selection.classed(d.styleClass, true);\n                }\n\n                if (\n                    d3.event.type == 'change' &&\n                    temp[i].pristineVal != this.value\n                ) {\n                    self.app.dataModel.saveStateFromSnapshot(\n                        temp[i].pristineStateSnapshot,\n                    );\n                    if (d.onChange) {\n                        d.onChange(object, this.value, temp[i].pristineVal);\n                    }\n                }\n\n                if (prevValue + '' == this.value) {\n                    return;\n                }\n\n                AppUtils.updateInputClass(selection);\n                d.setValue(d.parse(this.value));\n                self.dispatch.call('multi-criteria-updated', self, d.name);\n            })\n            .on('focus', function (d, i) {\n                temp[i].pristineVal = this.value;\n\n                temp[i].pristineStateSnapshot =\n                    self.app.dataModel.createStateSnapshot();\n            })\n            .each(function (d, i) {\n                let value = d.getValue();\n\n                this.value = value;\n                temp[i] = {};\n                d3.select(this).classed(\n                    'invalid',\n                    d.validator && !d.validator.validate(this.value),\n                );\n\n                AppUtils.updateInputClass(d3.select(this));\n                if (d.type == 'textarea') {\n                    AppUtils.elasticTextarea(d3.select(this));\n                    AppUtils.autoResizeTextarea(d3.select(this).node());\n                }\n            });\n    }\n\n    updateDefinitions(definitionsSourceObject, readOnly, changeCallback) {\n        this.definitionsContainer.classed('sd-read-only', readOnly);\n        this.onDefinitionsCodeChanged = changeCallback;\n\n        let scopeType = 'global';\n        if (definitionsSourceObject instanceof model.Node) {\n            scopeType = 'node';\n        }\n        let text = i18n.t('sidebarDefinitions.scope.' + scopeType);\n        this.definitionsScopeLabel.text(text);\n\n        this.definitionsCode.node().value = definitionsSourceObject.code;\n        this.definitionsCode.classed(\n            'invalid',\n            !!definitionsSourceObject.$codeError,\n        );\n        this.definitionsCode.attr(\n            'data-error-msg',\n            definitionsSourceObject.$codeError,\n        );\n        var html = Templates.get('evaluatedVariables', {\n            scopeVariables: Utils.getVariablesAsList(\n                definitionsSourceObject.expressionScope,\n            ),\n        });\n        this.definitionsEvaluatedValuesContainer.html(html);\n        AppUtils.updateInputClass(this.definitionsCode);\n        AppUtils.autoResizeTextarea(this.definitionsCode.node());\n    }\n\n    updateDiagramDetails() {\n        this.diagramTitle.node().value = this.app.config.title;\n        AppUtils.updateInputClass(this.diagramTitle);\n        this.diagramDescription.node().value = this.app.config.description;\n        AppUtils.updateInputClass(this.diagramDescription);\n        AppUtils.autoResizeTextarea(this.diagramDescription.node());\n    }\n\n    displayObjectProperties(object) {\n        this.updateObjectPropertiesView(object);\n    }\n\n    hideObjectProperties() {\n        this.container.select('#object-properties').classed('visible', false);\n        this.container.selectAll('div.child-object').remove();\n    }\n\n    updateObjectPropertiesView(object) {\n        var self = this;\n        this.dispatch.on('.recomputed', null); //remove all callbacks for recomputed event\n        if (\n            !object ||\n            (this.prevObject == object &&\n                this.container.select('#object-properties').classed('visible'))\n        ) {\n            this.hideObjectProperties();\n            return;\n        }\n\n        this.prevObject = object;\n        var objectProps = (this.objectProps = this.container\n            .select('#object-properties')\n            .classed('visible', true));\n\n        var borderStyle = this.getBorderForObject(object);\n        objectProps.style('border', borderStyle);\n\n        var fieldList = this.getFieldListForObject(object);\n        this.updateObjectFields(\n            object,\n            fieldList,\n            objectProps.select('.content .main-properties'),\n            true,\n        );\n        this.updateObjectChildrenProperties(object);\n\n        var connectionsContainer =\n            document.getElementById('connections-header');\n        connectionsContainer.innerHTML = '';\n\n        if (object instanceof model.Node && object.childEdges.length != 0) {\n            connectionsContainer.innerHTML = '<label>Connections</label>';\n        }\n\n        let activeVariableNames = this.app.definitionsDialog.getVariableNames();\n        document.getElementsByName('payoff').forEach((elem) => {\n            autocomplete(elem, activeVariableNames);\n        });\n    }\n\n    findParentEdge(node) {\n        if (!node.$parent) {\n            return null;\n        }\n        var parentEdge = node.$parent.childEdges.find(\n            (edge) => edge.childNode == node,\n        );\n        return parentEdge;\n    }\n\n    openEdgePropertiesView(clickedEdge) {\n        this.app.treeDesigner.selectEdge(clickedEdge, true);\n        this.updateObjectPropertiesView(clickedEdge);\n        this.app.updateVariableDefinitions();\n    }\n\n    openNodePropertiesView(clickedNode) {\n        this.app.treeDesigner.selectNode(clickedNode, true);\n        this.updateObjectPropertiesView(clickedNode);\n        this.app.updateVariableDefinitions();\n    }\n\n    updateObjectChildrenProperties(object) {\n        var self = this;\n        var childObjects = this.getChildObjectList(object);\n        var objectType = Sidebar.getObjectType(object);\n\n        var childPropsSelector = this.objectProps.select(\n            '.content .children-properties',\n        );\n\n        childPropsSelector.classed('visible', childObjects.length);\n\n        childPropsSelector\n            .select('.children-properties-header')\n            .text(\n                i18n.t(\n                    'objectProperties.childrenProperties.' +\n                        objectType +\n                        '.header',\n                ),\n            );\n        var childrenContent = childPropsSelector.select(\n            '.children-properties-content',\n        );\n        var children = childrenContent\n            .selectAll('div.child-object')\n            .data(childObjects, (d, i) => d.$id || i);\n        var childrenEnter = children.enter().appendSelector('div.child-object');\n        var childrenMerge = childrenEnter.merge(children);\n\n        childrenMerge.each(updateChildObjectProperties);\n\n        children.exit().remove();\n\n        function updateChildObjectProperties(child, i) {\n            var container = d3.select(this);\n            container\n                .selectOrAppend('div.child-header')\n                .text(child.name ? child.name : `Edge #${i + 1}`);\n            \n\n            var fieldList = self.getFieldListForObject(child);\n            container.select('div.field-list').remove()\n            var fieldContainer = container.append('div').attr('class','field-list close')\n            self.updateObjectFields(\n                child,\n                fieldList,\n                fieldContainer\n            );\n        }\n        document.body.dispatchEvent(new Event('displayObjectProperties'));\n    }\n\n    static getObjectType(object) {\n        if (object instanceof model.Node) {\n            return 'node';\n        }\n        if (object instanceof model.Edge) {\n            return 'edge';\n        }\n        if (object instanceof model.Text) {\n            return 'text';\n        }\n        return '';\n    }\n\n    static getHeaderTextForObject(object) {\n        if (object instanceof model.Node) {\n            return i18n.t('objectProperties.header.node.' + object.type);\n        }\n        if (object instanceof model.Edge) {\n            return i18n.t('objectProperties.header.edge');\n        }\n        if (object instanceof model.Text) {\n            return i18n.t('objectProperties.header.text');\n        }\n        return '';\n    }\n\n    getBorderForObject(object) {\n        if (object instanceof model.Node) {\n            if (object.type == 'decision') {\n                return '3px solid #cf5f3c';\n            } else if (object.type == 'chance') {\n                return '3px solid #F1C40F';\n            } else if (object.type == 'terminal') {\n                return '3px solid #00aa00';\n            }\n        }\n        return '3px solid #424242';\n    }\n\n    getChildObjectList(object) {\n        if (object instanceof model.Node) {\n            return object.childEdges.sort(\n                (a, b) => a.childNode.location.y - b.childNode.location.y,\n            );\n        }\n        if (object instanceof model.Edge) {\n            return [];\n        }\n        return [];\n    }\n\n    getFieldListForObject(object) {\n        var self = this;\n\n        if (object instanceof model.Node) {\n            return [\n                new ObjectInputField(object, {\n                    name: 'name',\n                    type: 'textarea',\n                }),\n                new ObjectInputField(object, {\n                    name: 'milestone',\n                    type: 'select',\n                }),\n            ];\n        }\n        if (object instanceof model.Edge) {\n            let multipleCriteria = this.app.isMultipleCriteria();\n            var list = [\n                new ObjectInputField(object, {\n                    name: 'name',\n                    type: 'textarea',\n                }),\n                new ObjectInputField(object, {\n                    name: 'payoff',\n                    path:\n                        'payoff[' +\n                        (self.app.currentViewMode.payoffIndex || 0) +\n                        ']',\n                    label: multipleCriteria\n                        ? self.app.dataModel.payoffNames[0]\n                        : undefined,\n                    type: 'text',\n                    validator: new PayoffInputValidator(\n                        self.app.expressionEngine,\n                    ),\n                }),\n            ];\n\n            if (multipleCriteria) {\n                list.push(\n                    new ObjectInputField(object, {\n                        name: 'payoff2',\n                        path: 'payoff[1]',\n                        label: self.app.dataModel.payoffNames[1],\n                        type: 'text',\n                        validator: new PayoffInputValidator(\n                            self.app.expressionEngine,\n                        ),\n                    }),\n                );\n            }\n\n            if (object.parentNode instanceof model.ChanceNode) {\n                list.push(\n                    new ObjectInputField(object, {\n                        name: 'probability',\n                        type: 'text',\n                        validator: new ProbabilityInputValidator(\n                            self.app.expressionEngine,\n                        ),\n                    }),\n                );\n            }\n            return list;\n        }\n        if (object instanceof model.Text) {\n            return [\n                new ObjectInputField(object, {\n                    name: 'value',\n                    type: 'textarea',\n                }),\n            ];\n        }\n\n        return [];\n    }\n\n    isLetter(c) {\n        return c.toLowerCase() != c.toUpperCase();\n    }\n\n    updateObjectFields(object, fieldList, container, isMainProperties = false) {\n        var self = this;\n\n        var fields = container.selectAll('div.object-field').data(fieldList);\n        var temp = {};\n        var fieldsEnter = fields.enter().appendSelector('div.object-field');\n        var fieldsMerge = fieldsEnter.merge(fields);\n\n        fieldsMerge.each(function (d, i) {\n            var fieldSelection = d3.select(this);\n            fieldSelection.html('');\n\n            var input;\n            if (d.type == 'textarea') {\n                input = fieldSelection.append('textarea').attr('rows', 1);\n            } else if (d.type == 'select') {\n                input = fieldSelection.append('select');\n            } else {\n                input = fieldSelection.append('input');\n            }\n            input.classed('sd-input', d.name == 'milestone' ? false : true);\n            input.classed('sd-select', d.name == 'milestone' ? true : false);\n\n            fieldSelection.appendSelector('span.bar');\n            fieldSelection.append('label');\n            fieldSelection.classed('input-group', true);\n            fieldSelection.classed('autocomplete', d.name == 'payoff');\n        });\n\n        fieldsMerge\n            .select('label')\n            .attr('for', (d) => d.id)\n            .style('margin-top', (d) => (d.name == 'value' ? '10px' : ''))\n            .html((d) => (d.name == 'name' ? '' : d.label));\n        fieldsMerge\n            .select('.sd-input')\n            .attr('type', (d) => (d.type == 'textarea' ? undefined : d.type))\n            .attr('name', (d) => d.name)\n            .attr('id', (d) => d.id)\n            .attr('autocomplete', (d) => (d.name == 'payoff' ? 'off' : 'on'))\n            .attr('placeholder', (d) =>\n                d.name == 'name'\n                    ? 'Give name..'\n                    : d.name == 'payoff'\n                    ? 'Number or Variable..'\n                    : 'Value here..',\n            )\n            .on('change keyup', function (d, i) {\n                var prevValue = d.getValue();\n                if (d.name == 'payoff') {\n                    this.value = this.value.replace(/,/g, '');\n                }\n\n                var isValid =\n                    !d.validator ||\n                    d.validator.validate(this.value, object, d.path);\n                object.setSyntaxValidity(d.path, isValid);\n\n                d3.select(this).classed(\n                    'invalid',\n                    !object.isFieldValid(d.path),\n                );\n\n                if (\n                    d3.event.type == 'change' &&\n                    temp[i].pristineVal != this.value\n                ) {\n                    self.app.dataModel.saveStateFromSnapshot(\n                        temp[i].pristineStateSnapshot,\n                    );\n                    if (d.onChange) {\n                        d.onChange(object, this.value, temp[i].pristineVal);\n                    }\n                }\n\n                if (prevValue + '' == this.value) {\n                    return;\n                }\n\n                AppUtils.updateInputClass(d3.select(this));\n                if (d.customOnInput) {\n                    d.customOnInput(object, this.value, temp[i].pristineVal);\n                } else {\n                    d.setValue(this.value);\n                    self.dispatch.call('object-updated', self, object, d.path);\n                }\n            })\n            .on('focus', function (d, i) {\n                if (d.name == 'payoff') {\n                    this.value = this.value.replace(/,/g, '');\n                }\n                temp[i].pristineVal = this.value;\n                temp[i].pristineStateSnapshot =\n                    self.app.dataModel.createStateSnapshot();\n            })\n            .on('blur', function (d, i) {\n                if (\n                    d.name == 'payoff' &&\n                    !self.isLetter(this.value.charAt(0))\n                ) {\n                    if (this.value.charAt(0) === '0' && this.value.length > 1) {\n                        this.value = this.value.substring(1);\n                    }\n                    this.value = this.value\n                        .toString()\n                        .replace(/\\B(?=(\\d{3})+(?!\\d))/g, ',');\n                }\n            })\n            .each(function (d, i) {\n                this.value = d.getValue();\n                temp[i] = {};\n                if (\n                    d.validator &&\n                    !d.validator.validate(this.value, object, d.path)\n                ) {\n                    d3.select(this).classed('invalid', true);\n                    object.setSyntaxValidity(d.path, false);\n                } else {\n                    object.setSyntaxValidity(d.path, true);\n                }\n\n                var _this = this;\n                var checkFieldStatus = () => {\n                    d3.select(_this).classed(\n                        'invalid',\n                        !object.isFieldValid(d.path),\n                    );\n                };\n                checkFieldStatus();\n\n                self.dispatch.on(\n                    'recomputed.' + object.$id + '.' + d.path,\n                    checkFieldStatus,\n                );\n\n                AppUtils.updateInputClass(d3.select(this));\n                if (d.type == 'textarea') {\n                    AppUtils.elasticTextarea(d3.select(this));\n                    AppUtils.autoResizeTextarea(d3.select(this).node());\n                }\n\n                if (d.type == 'textarea' && isMainProperties) {\n                    setTimeout(function () {\n                        var elem = document.getElementById(d.id);\n                        elem.value += self.inputBuffer;\n                        self.inputBuffer = '';\n                        var len = elem.value.length;\n\n                        if (elem.setSelectionRange) {\n                            elem.focus();\n                            elem.setSelectionRange(len, len);\n                        } else if (elem.createTextRange) {\n                            var t = elem.createTextRange();\n                            t.collapse(true);\n                            t.moveEnd('character', len);\n                            t.moveStart('character', len);\n                            t.select();\n                        }\n                    }, 200);\n                }\n                if (\n                    d.name == 'payoff' &&\n                    !self.isLetter(this.value.charAt(0))\n                ) {\n                    this.value = this.value\n                        .toString()\n                        .replace(/\\B(?=(\\d{3})+(?!\\d))/g, ',');\n                }\n            });\n\n        var milestoneSelect = fieldsMerge\n            .select('.sd-select')\n            .attr('name', (d) => d.name)\n            .on('change', function (d, i) {\n                var milestoneValue = this.value.split('M')[1];\n                object.setMilestone(parseInt(milestoneValue));\n                this.value = `M${object.getMilestone()}`;\n                self.app.treeDesigner.printMilestones();\n            })\n            .on('focus', function (d, i) {\n                this.value = `M${object.getMilestone()}`;\n            })\n            .each(function (d, i) {\n                this.value = `M${object.getMilestone()}`;\n            });\n\n        var data = [{ MILESTONE: null, LABEL: null }];\n        for (let i = 1; i < 10; i++) {\n            var label = this.app.treeDesigner.config.milestoneNames[i];\n            if (label.length > 12) label = `${label.substring(0, 12)}..`;\n            data.push({\n                MILESTONE: `M${i}`,\n                LABEL: `M${i}${label ? ' - ' + label : ''}`,\n            });\n        }\n\n        var options = milestoneSelect\n            .selectAll('option')\n            .data(data)\n            .enter()\n            .append('option');\n\n        options\n            .text((d) => d.MILESTONE)\n            .attr('value', (d) => d.MILESTONE)\n            .attr('label', (d) => d.LABEL)\n            .attr('disabled', (d) =>\n                !d.MILESTONE ||\n                self.isValidMilestone(\n                    object,\n                    parseInt(d.MILESTONE.split('M')[1]),\n                )\n                    ? null\n                    : true,\n            )\n            .attr('selected', (d) =>\n                d.MILESTONE == `M${object.getMilestone()}` ? true : null,\n            );\n\n        fields.exit().remove();\n    }\n\n    isValidMilestone(node, value) {\n        if (!value) return true;\n        if (value < 1 || value > 9) {\n            return false;\n        }\n        var parent = node.$parent;\n        while (parent) {\n            if (parent.milestone >= value) return false;\n            parent = parent.$parent;\n        }\n        return true;\n    }\n\n    addToInputBuffer(char) {\n        this.inputBuffer += char;\n    }\n}\n\nclass ObjectInputField extends InputField {\n    //config object with fields: name, path, type, validator, options\n    constructor(object, config) {\n        super(\n            'object-' + object.$id + '-field-' + config.name,\n            config.name,\n            config.type,\n            config.label\n                ? config.label\n                : i18n.t(Sidebar.getObjectType(object) + '.' + config.name),\n            new PathValueAccessor(object, config.path || config.name),\n            config.validator,\n            config.options,\n        );\n        this.path = config.path || config.name;\n        this.onChange = config.onChange;\n    }\n}\n","import { Templates as TdTemplates } from 'sd-tree-designer';\nimport { i18n } from './i18n/i18n';\nimport { Utils, log } from 'sd-utils';\n\nexport class Templates extends TdTemplates {\n    //TODO automate\n    static about_de = require('./templates/about/de.html');\n    static about_en = require('./templates/about/en.html');\n    static about_fr = require('./templates/about/fr.html');\n    static about_it = require('./templates/about/it.html');\n    static about_pl = require('./templates/about/pl.html');\n\n    static toolbar = require('./templates/toolbar.html');\n    static layoutOptions = require('./templates/sidebar/layout_options.html');\n    static objectProperties = require('./templates/sidebar/object_properties.html');\n    static diagramDetailsBox = require('./templates/sidebar/diagram_details_box.html');\n    static evaluatedVariables = require('./templates/evaluated_variables.html');\n    static definitions = require('./templates/sidebar/definitions.html');\n    static multipleCriteria = require('./templates/sidebar/multiple_criteria.html');\n    static sidebar = require('./templates/sidebar/sidebar.html');\n    static settingsDialog = require('./templates/settings_dialog.html');\n    static settingsDialogFormGroup = require('./templates/settings_dialog_form_group.html');\n    static inputGroup = require('./templates/input_group.html');\n    static selectInputGroup = require('./templates/select_input_group.html');\n    static help = require('./templates/help.html');\n    static aboutDialog = require('./templates/about_dialog.html');\n    static helpDialog = require('./templates/help_dialog.html');\n    static definitionsDialog = require('./templates/definitions_dialog.html');\n    static sensitivityAnalysisDialog = require('./templates/sensitivity_analysis_dialog.html');\n    static jobParametersBuilder = require('./templates/jobs/job_parameters_builder.html');\n    static jobParameter = require('./templates/jobs/job_parameter.html');\n    static leagueTableDialog = require('./templates/league_table_dialog.html');\n    static loadingIndicator = require('./templates/loading_indicator.html');\n    static fullscreenPopup = require('./templates/fullscreen_popup.html');\n    static warningMessage = require('./templates/warning_message.html');\n    static main = require('./templates/main.html');\n\n    static get(templateName, variables) {\n        var compiled = Utils.template(Templates[templateName], {\n            imports: {\n                i18n: i18n,\n                Templates: Templates,\n                include: function (n, v) {\n                    return Templates.get(n, v);\n                },\n            },\n        });\n        if (variables) {\n            variables.variables = variables;\n        } else {\n            variables = { variables: {} };\n        }\n        return compiled(variables);\n    }\n}\n","module.exports = \"<p>\\n    <strong>SilverDecisions <%= version %> (gebaut <%= buildTimestamp%>)</strong><br/>Open Source Entscheidungsbaum Software.\\n</p>\\n<p>\\n<strong>Zitierung:</strong><br/>\\nB. Kamiński, M. Jakubczyk, P. Szufel: A framework for sensitivity analysis of decision trees, Central European Journal of Operations Research (2017).</br>\\n<a href=\\\"https://link.springer.com/article/10.1007/s10100-017-0479-6\\\" target=\\\"_blank\\\">doi:10.1007/s10100-017-0479-6</a>\\n</p>\\n<p class=\\\"sd-project-team\\\">\\n    Projektteam:\\n    <ul>\\n        <li><a href=\\\"http://bogumilkaminski.pl/\\\" target=\\\"_blank\\\">Bogumił Kamiński</a> (Projektleiter)</li>\\n        <li><a href=\\\"https://szufel.pl/\\\" target=\\\"_blank\\\">Przemysław Szufel</a> (Stellvertretender Projektleiter)</li>\\n        <li><a href=\\\"https://github.com/mwasiluk\\\" target=\\\"_blank\\\">Michał Wasiluk</a> (Designer)</li>\\n        <li><a href=\\\"http://www.michaljakubczyk.pl/\\\" target=\\\"_blank\\\">Michał Jakubczyk</a> (Entwickler)</li>\\n        <li>Anna Wiertlewska (Projekt Unterstützung)</li>\\n        <li>Marcin Czupryna (Tester)</li>\\n    </ul>\\n</p>\\n<p>\\n    Das Projekt wird von Decision Support and Analysis Division, Warsaw School of Economics entwickelt.<br/>\\n    Kontakt: silverdecisions@sgh.waw.pl\\n</p>\\n<p>\\n    SilverDecisions ist ein gemeinschaftsgetriebenes Projekt. Sollten Sie es für Ihre Untericht, Forschung oder jede andere Aktivität, die Sie mit uns teilen möchten verwenden, wir würden uns freuen, einen Link zu Ihren Aktivitäten zu der <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/SilverDecisions-Community\\\" target=\\\"_blank\\\">SilverDecisions Gemeinschaft</a> Seite hinzufügen zu können.\\n</p>\\n<p>\\n    Software wird als Teil von <a href=\\\"http://routetopa.eu/\\\" target=\\\"_blank\\\">ROUTE-TO-PA</a> Projekt entwickelt. Dieses Projekt hat      Mittel aus dem Horizon 2020 (Forschungs- und Innovationsprogramm der Europäischen Union) im Rahmen der Finanzhilfevereinbarung Nr 645860 erhalten. Ziel dieses Projektes ist es, eine transparente Kommunikation zwischen der öffentlichen Verwaltung und den Bürgern über das Thema, öffentliche Daten und Entscheidungsprozesse zu unterstützen. \\n</p>\\n<p>\\n    Alle Quelldateien werden unter den Bedingungen der GNU Lesser General Public License Version 3 lizenziert.\\n</p>\\n<p>\\n    Für weitere Informationen besuchen Sie bitte, unsere Website unter <a href=\\\"http://silverdecisions.pl/\\\" target=\\\"_blank\\\">http://silverdecisions.pl/</a>.\\n</p>\\n\";\n","module.exports = \"<p>\\n    <strong><a href=\\\"https://www.dnodes.io\\\" target=\\\"_blank\\\">dNodes.io</a> 2.1.1 <%= version %> (build <%= buildTimestamp%>)</strong><br/>\\n    <i>An open platform to structure and solve complex decision problems.</i> \\n</p>\\n<p>\\n    The project is developed at DecisionNodes AS, Oslo, Norway. Contact: <a href=\\\"mailto:support@decisionnodes.com\\\" target=\\\"_blank\\\">support@decisionnodes.com</a>\\n</p>\\n<p>\\n    dNodes.io is designed to reduce the complexity of decision analysis software, enabling more active use of decision analysis methodology and encouraging team collaboration.\\n</p>\\n<p>\\n    dNodes.io allows you to sketch out strategies live in a meeting, to test assumptions and structure discussions. At last, project teams and management can experience the power of decision modelling hands-on, through an intuitive, yet powerful application.\\n</p>\\n<p>\\n    dNodes.io is developed by <a href=\\\"https://www.decisionnodes.com\\\" target=\\\"_blank\\\">DecisionNodes AS</a>. DecisionNodes AS is a Norwegian based consultancy company. We deliver the ability to tackle and solve challenging decision situations and engage our clients in exploiting their full value potential. It is our ambition to further develop dNodes.io to become the preferred choice for problem solving software for large corporations, small businesses and individuals.\\n</p>\\n<p>\\n    We provide free licenses of the software to universities and students to promote the use of decision analysis methodology in research, academia and business.\\n</p>\\n<p>\\n    dNodes.io makes use of libraries from SilverDecisions, a <a href=\\\"http://routetopa.eu/\\\" target=\\\"_blank\\\">ROUTE-TO-PA</a> Project that has received funding from the European Union’s Horizon 2020 research and innovation programme under grant agreement No 645860. \\n    All the <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki\\\" target=\\\"_blank\\\">source files</a> of the SilverDecisions libraries are licensed under the terms of the <a href=\\\"https://www.gnu.org/licenses/lgpl-3.0.html\\\" target=\\\"_blank\\\">GNU Lesser General Public License version 3</a>.\\n</p>\";\n","module.exports = \"<p>\\n    <strong>SilverDecisions <%= version %> (build <%= buildTimestamp%>)</strong><br/>Un logiciel libre et open source pour faire son propre arbre de décision.\\n</p>\\n\\n<p>\\n<strong>Citation:</strong><br/>\\nB. Kamiński, M. Jakubczyk, P. Szufel: A framework for sensitivity analysis of decision trees, Central European Journal of Operations Research (2017).</br>\\n<a href=\\\"https://link.springer.com/article/10.1007/s10100-017-0479-6\\\" target=\\\"_blank\\\">doi:10.1007/s10100-017-0479-6</a>\\n</p>\\n\\n<p class=\\\"sd-project-team\\\">\\n    Equipe du projet:\\n    <ul>\\n        <li><a href=\\\"http://bogumilkaminski.pl/\\\" target=\\\"_blank\\\">Bogumił Kamiński</a> (chef de projet)</li>\\n        <li><a href=\\\"https://szufel.pl/\\\" target=\\\"_blank\\\">Przemysław Szufel</a> (chef de projet adjoint)</li>\\n        <li><a href=\\\"https://github.com/mwasiluk\\\" target=\\\"_blank\\\">Michał Wasiluk</a> (développeur)</li>\\n        <li><a href=\\\"http://www.michaljakubczyk.pl/\\\" target=\\\"_blank\\\">Michał Jakubczyk</a> (designer)</li>\\n        <li>Anna Wiertlewska (documentaliste)</li>\\n\\t<li>Marcin Czupryna (testeur)</li>\\n    </ul>\\n</p>\\n<p>\\n    Le projet est conçu et développé par la Division de l'aide à la décision et de l'analyse, à l'École d'économie de Varsovie. <br/>Contact: silverdecisions@sgh.waw.pl\\n</p>\\n<p>\\n    SilverDecisions est un projet communautaire, donc si vous l'utilisez pour l'enseignement, la recherche ou toute autre activité que vous aimeriez partager, \\n    faites-le nous savoir. Nous serions heureux d'ajouter un lien vers vos activités sur le site web de \\n    <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/SilverDecisions-Community\\\" target=\\\"_blank\\\">SilverDecisions Community</a>.\\n</p>\\n<p>  \\n    Le logiciel est développé dans le cadre du projet <a href=\\\"http://routetopa.eu/\\\" target=\\\"_blank\\\">ROUTE-TO-PA</a>, \\n    financé par le programme de recherche et d'innovation Horizon 2020 de l'Union Européenne dans le cadre de l'accord de subvention n° 645860. \\n    Son objectif est permettre une communication transparente entre l'administration publique et les citoyens \\n    concernant les données publiques (Open Data) et la prise de décision des administrations.  \\n</p>\\n<p>\\n    Tous les fichiers source sont sous licence GNU Lesser General Public License version 3.\\n</p>\\n<p>\\n    Pour plus d'informations, visitez notre site web à <a href=\\\"http://silverdecisions.pl/\\\" target=\\\"_blank\\\">http://silverdecisions.pl/</a>.\\n</p>\\n\\n\";\n","module.exports = \"<p>\\n    <strong>SilverDecisions <%= version %> (construzione <%= buildTimestamp%>)</strong><br/>\\n    Un Software Open Source Free per gestire alberi di decisione.\\n</p>\\n\\n<p>\\n<strong>Citazione:</strong><br/>\\nB. Kamiński, M. Jakubczyk, P. Szufel: A framework for sensitivity analysis of decision trees, Central European Journal of Operations Research (2017).</br>\\n<a href=\\\"https://link.springer.com/article/10.1007/s10100-017-0479-6\\\" target=\\\"_blank\\\">doi:10.1007/s10100-017-0479-6</a>\\n</p>\\n\\n<p class=\\\"sd-project-team\\\">\\n    Team di progetto:\\n    <ul>\\n        <li><a href=\\\"http://bogumilkaminski.pl/\\\" target=\\\"_blank\\\">Bogumił Kamiński</a> (project manager)</li>\\n        <li><a href=\\\"https://szufel.pl/\\\" target=\\\"_blank\\\">Przemysław Szufel</a> (vice project manager)</li>\\n        <li><a href=\\\"https://github.com/mwasiluk\\\" target=\\\"_blank\\\">Michał Wasiluk</a> (sviluppo)</li>\\n        <li>Marcin Czupryna (test)</li>\\n        <li><a href=\\\"http://www.michaljakubczyk.pl/\\\" target=\\\"_blank\\\">Michał Jakubczyk</a> (tester)</li>\\n        <li>Anna Wiertlewska (documentazione)</li>\\n    </ul>\\n</p>\\n<p>\\n    Il progetto è sviluppato presso la Divisione “Supporto alla decisione ed Analisi” della Scuola di Economia dell’Università di Varsavia. <br/>Contatto:\\n    silverdecisions@sgh.waw.pl\\n</p>\\n<p>\\nSilverDecision è un Progetto basato su di una Comunità di sviluppo, se lo utilizzi a scopo di insegnamento, ricerca o altra attività che vorresti rendere nota tienici informati. Saremmo lieti di aggiungere un <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/SilverDecisions-Community\\\" target=\\\"_blank\\\">link</a> alla tua attività.\\n</p>\\n<p>\\n    Il software è sviluppato nell’ambito del progetto <a href=\\\"http://routetopa.eu/\\\" target=\\\"_blank\\\">ROUTE-TO-PA</a> \\n    finanziato dal programma di ricerca ed innovazione H2020 dell’ Unione Europea (contratto n. 645860). \\n    Scopo del progetto è quello di permettere una comunicazione trasparente tra Pubblica Amministrazione e cittadini \\n    riguardo ai dati pubblici ed ai processi di decisione portati avanti dalla stessa Pubblica Amministrazione.    \\n</p>\\n<p>\\n    Tutti i codici sorgente sono rilasciati secondo i termini della licenza “GNU Lesser General Public License version 3\\\".\\n</p>\\n<p>\\n    Per maggiori informazioni visita il sito <a href=\\\"http://silverdecisions.pl/\\\" target=\\\"_blank\\\">http://silverdecisions.pl/</a>.\\n</p>\\n\\n\";\n","module.exports = \"<p>\\n    <strong>SilverDecisions <%= version %> (build <%= buildTimestamp%>)</strong><br/>\\n    Oprogramowanie do analizy drzew decyzyjnych typu Free Open Source.\\n</p>\\n\\n<p>\\n<strong>Cytowanie:</strong><br/>\\nB. Kamiński, M. Jakubczyk, P. Szufel: A framework for sensitivity analysis of decision trees, Central European Journal of Operations Research (2017).</br>\\n<a href=\\\"https://link.springer.com/article/10.1007/s10100-017-0479-6\\\" target=\\\"_blank\\\">doi:10.1007/s10100-017-0479-6</a>\\n</p>\\n\\n<p class=\\\"sd-project-team\\\">\\n    Zespół projektowy:\\n    <ul>\\n        <li><a href=\\\"http://bogumilkaminski.pl/\\\" target=\\\"_blank\\\">Bogumił Kamiński</a> (manager projektu)</li>\\n        <li><a href=\\\"https://szufel.pl/\\\" target=\\\"_blank\\\">Przemysław Szufel</a> (zastępca managera projektu)</li>\\n        <li><a href=\\\"https://github.com/mwasiluk\\\" target=\\\"_blank\\\">Michał Wasiluk</a> (developer)</li>\\n        <li><a href=\\\"http://www.michaljakubczyk.pl/\\\" target=\\\"_blank\\\">Michał Jakubczyk</a> (projektant)</li>\\n        <li>Anna Wiertlewska (dokumentalistka)</li>\\n        <li>Marcin Czupryna (tester)</li>\\n    </ul>\\n</p>\\n<p>\\n    Projekt jest realizowany w Zakładzie Wspomagania i Analizy Decyzji w Szkole Głównej Handlowej w Warszawie.<br/>\\n    Kontakt: silverdecisions@sgh.waw.pl\\n</p>\\n<p>\\n    Rozwój SilverDecisions zależy od potrzeb użytkowników. W związku z tym jeśli wykorzystujesz je do nauczania, badań lub innych aktywności, o których zechcesz na powiedzieć prosimy o kontakt. Byłoby nam bardzo miło, jeśli moglibyśmy dodać informację o Twoich aktywnościach na stronie <a href=\\\"https://github.com/SilverDecisions/SilverDecisions/wiki/SilverDecisions-Community\\\" target=\\\"_blank\\\">SilverDecisions Community</a>.\\n</p>\\n<p>\\n<p>\\n    Oprogramowanie jest rozwijane w ramach projektu <a href=\\\"http://routetopa.eu/\\\" target=\\\"_blank\\\">ROUTE-TO-PA</a> (<em>Raising\\n    Open and User-friendly Transparency-Enabling Technologies for Public Administrations</em>),\\n    który jest finansowany ze środków Europejskiego Programu w Zakresie Badań Naukowych i Innowacji Horizon 2020 na\\n    podstawie umowy o dotację nr 645860. Celem projektu ROUTE-TO-PA jest umożliwienie przejrzystej komunikacji pomiędzy\\n    administracją publiczną a mieszkańcami w zakresie publicznych danych dotyczących procesu podejmowania przez\\n    administracje publiczne decyzji.\\n</p>\\n<p>\\n    Wszystkie pliki źródłowe są licencjonowane zgodnie ze słabszą powszechną licencją publiczną GNU (GNU Lesser General Public License version 3).\\n</p>\\n<p>\\n    Więcej informacji można znaleźć na stronie internetowej: <a href=\\\"http://silverdecisions.pl/\\\" target=\\\"_blank\\\">http://silverdecisions.pl/</a>.\\n</p>\\n\";\n","module.exports = \"<div id=\\\"sd-about-dialog\\\" class=\\\"sd-modal\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-header\\\">\\n            <span class=\\\"sd-modal-button sd-close-modal\\\"><i class=\\\"material-icons\\\">close</i></span>\\n            <span class=\\\"sd-modal-button sd-extend-modal\\\"><i class=\\\"material-icons\\\">fullscreen</i></span>\\n            <span class=\\\"sd-modal-button sd-shrink-modal\\\"><i class=\\\"material-icons\\\">fullscreen_exit</i></span>\\n            <h2><%= i18n.t(\\\"aboutDialog.title\\\")%></h2>\\n        </div>\\n        <div class=\\\"sd-modal-body\\\">\\n            <% if ( [\\\"de\\\", \\\"en\\\", \\\"fr\\\", \\\"it\\\", \\\"pl\\\"].indexOf(lng) !== -1) { %>\\n                <%= include('about_'+lng, variables) %>\\n            <% } else { %>\\n                <%= include('about_en', variables) %>\\n            <% } %>\\n\\n            <%= include('help', variables) %>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<link\\n    href=\\\"https://fonts.googleapis.com/icon?family=Material+Icons|Material+Icons+Outlined\\\"\\n    rel=\\\"stylesheet\\\"\\n/>\\n<div id=\\\"sd-definitions-dialog\\\" class=\\\"sd-modal\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-body\\\">\\n            <div class=\\\"table-error-text\\\" id=\\\"table-error-text\\\"></div>\\n            <h4 class=\\\"definitions-header\\\">Variables</h4>\\n            <table class=\\\"variable-table\\\">\\n                <thead>\\n                    <tr class=\\\"variable-table-row\\\">\\n                        <th class=\\\"variable-table-header\\\">Name</th>\\n                        <th class=\\\"variable-table-header\\\">Base case</th>\\n                        <th class=\\\"variable-table-header\\\">Low</th>\\n                        <th class=\\\"variable-table-header\\\">High</th>\\n                        <th class=\\\"variable-table-header\\\">Chart</th>\\n                        <th class=\\\"variable-table-header\\\"></th>\\n                    </tr>\\n                </thead>\\n                <tbody id=\\\"data-table-body\\\"></tbody>\\n            </table>\\n\\n            <div class=\\\"add-row-button\\\" id=\\\"add-row-button\\\">\\n                <div class=\\\"plus\\\"></div>\\n                Add line\\n            </div>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<table class=\\\"sd-evaluated-variables\\\">\\n    <% for(i=0; i<scopeVariables.length; ++i) { %>\\n    <tr>\\n        <td><%= scopeVariables[i].key %></td>\\n        <td>=</td>\\n        <td><%= scopeVariables[i].value %></td>\\n    </tr>\\n    <% } %>\\n</table>\\n\";\n","module.exports = \"<div class=\\\"sd-fullscreen-popup\\\">\\n    <div class=\\\"sd-popup-header\\\">\\n        <span class=\\\"sd-close-popup\\\"><i class=\\\"material-icons\\\">close</i></span>\\n        <h2><%= title %></h2>\\n    </div>\\n\\n    <div class=\\\"sd-popup-body\\\">\\n        <%= body %>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div>\\n    <!-- <h3><%= i18n.t(\\\"help.header\\\")%></h3> -->\\n    <p>\\n        <h6><%= i18n.t(\\\"help.mouse.header\\\")%></h6>\\n        <ul>\\n            <li><%= i18n.t(\\\"help.mouse.list.1\\\")%></li>\\n            <li><%= i18n.t(\\\"help.mouse.list.2\\\")%></li>\\n            <li><%= i18n.t(\\\"help.mouse.list.3\\\")%></li>\\n            <li><%= i18n.t(\\\"help.mouse.list.4\\\")%></li>\\n            <li><%= i18n.t(\\\"help.mouse.list.5\\\")%></li>\\n        </ul>\\n    </p>\\n    <p>\\n        <h6><%= i18n.t(\\\"help.keyboard.header\\\")%></h6>\\n        <ul>\\n            <li><%= i18n.t(\\\"help.keyboard.list.1\\\")%></li>\\n            <li><%= i18n.t(\\\"help.keyboard.list.2\\\")%></li>\\n            <li><%= i18n.t(\\\"help.keyboard.list.3\\\")%></li>\\n            <li><%= i18n.t(\\\"help.keyboard.list.4\\\")%></li>\\n            <li><%= i18n.t(\\\"help.keyboard.list.5\\\")%></li>\\n            <li><%= i18n.t(\\\"help.keyboard.list.6\\\")%></li>\\n        </ul>\\n    </p>\\n    <h6 id=\\\"support-text\\\"><%= i18n.t(\\\"help.docs\\\")%></h6>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-help-dialog\\\" class=\\\"sd-modal\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-header\\\">\\n            <span class=\\\"sd-modal-button sd-close-modal\\\">\\n                <i class=\\\"material-icons\\\">close</i>\\n            </span>\\n            <span class=\\\"sd-modal-button sd-extend-modal\\\">\\n                <i class=\\\"material-icons\\\">fullscreen</i>\\n            </span>\\n            <span class=\\\"sd-modal-button sd-shrink-modal\\\">\\n                <i class=\\\"material-icons\\\">fullscreen_exit</i>\\n            </span>\\n            <h2><%= i18n.t(\\\"help.header\\\")%></h2>\\n        </div>\\n        <div class=\\\"sd-modal-body\\\"><%= include('help', variables) %></div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<input id=\\\"<%= id %>\\\" type=\\\"<%= type %>\\\" name=\\\"<%= name %>\\\" class=\\\"sd-input\\\">\\n<span class=\\\"bar\\\"></span>\\n<label for=\\\"<%= id %>\\\"><%= label %></label>\\n\";\n","module.exports = \"\\n\";\n","module.exports = \"<div class=\\\"sd-job-parameters-builder\\\">\\n\\n</div>\\n\";\n","module.exports = \"<div class=\\\"sd-modal sd-league-table-dialog\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-header\\\">\\n            <span class=\\\"sd-modal-button sd-close-modal\\\"><i class=\\\"material-icons\\\">close</i></span>\\n            <span class=\\\"sd-modal-button sd-extend-modal\\\"><i class=\\\"material-icons\\\">fullscreen</i></span>\\n            <span class=\\\"sd-modal-button sd-shrink-modal\\\"><i class=\\\"material-icons\\\">fullscreen_exit</i></span>\\n\\n            <h2><%= i18n.t(\\\"leagueTableDialog.title\\\")%></h2>\\n        </div>\\n        <div class=\\\"sd-modal-body\\\">\\n            <div class=\\\"sd-league-table-warnings\\\">\\n\\n            </div>\\n            <div class=\\\"sd-job-progress-bar-container sd-progress-bar-container sd-hidden\\\"><div class=\\\"sd-progress-bar\\\"></div></div>\\n            <div class=\\\"sd-league-table-job-results sd-hidden\\\">\\n                <div class=\\\"sd-job-result-table-container\\\"></div>\\n                <div class=\\\"sd-job-result-plot-container\\\"></div>\\n            </div>\\n            <div class=\\\"sd-league-table-action-buttons\\\">\\n                <button class=\\\"sd-download-csv-button sd-hidden\\\"><%= i18n.t('leagueTableDialog.buttons.downloadCsv')%></button>\\n            </div>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div class=\\\"sd-loading-indicator\\\">\\n    <div></div>\\n    <div class=\\\"sd-spinner\\\" title=\\\"loading...\\\"></div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"silver-decisions\\\" tabindex=\\\"0\\\">\\n    <%= include('toolbar', variables) %>\\n    <div id=\\\"main-region\\\">\\n        <%= include('sidebar', variables) %>\\n        <div id=\\\"tree-designer-container\\\"></div>\\n    </div>\\n    <input\\n        type=\\\"file\\\"\\n        style=\\\"display: none\\\"\\n        id=\\\"sd-file-input\\\"\\n        accept=\\\".json,.dNodesIO\\\"\\n    />\\n    <%= include('settingsDialog', variables) %> <%= include('aboutDialog',\\n    variables) %> <%= include('helpDialog', variables) %> <%=\\n    include('templateMenuDialog', variables) %> <%= include('definitionsDialog',\\n    variables) %> <%= include('sensitivityAnalysisDialog', variables) %> <%=\\n    include('leagueTableDialog', variables) %>\\n</div>\\n\";\n","module.exports = \"<select id=\\\"<%= id %>\\\" name=\\\"<%= name %>\\\" class=\\\"sd-input\\\">\\n    <% for(i=0; i<options.length; ++i) { %>\\n    <option value=\\\"<% if (options[i].value !== undefined){ %><%= options[i].value %><%} else { %><%= options[i] %><%}%>\\\"><% if (options[i].label !== undefined){ %><%= options[i].label %><%} else { %><%= options[i] %><%}%></option>\\n    <% } %>\\n</select>\\n<span class=\\\"bar\\\"></span>\\n<label for=\\\"<%= id %>\\\"><%= label %></label>\\n\";\n","module.exports = \"<div class=\\\"sd-modal sd-sensitivity-analysis-dialog\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-header\\\">\\n            <span class=\\\"sd-modal-button sd-close-modal\\\"><i class=\\\"material-icons\\\">close</i></span>\\n            <span class=\\\"sd-modal-button sd-extend-modal\\\"><i class=\\\"material-icons\\\">fullscreen</i></span>\\n            <span class=\\\"sd-modal-button sd-shrink-modal\\\"><i class=\\\"material-icons\\\">fullscreen_exit</i></span>\\n\\n            <h2><%= i18n.t(\\\"sensitivityAnalysisDialog.title\\\")%></h2>\\n        </div>\\n        <div class=\\\"sd-modal-body\\\">\\n            <div class=\\\"sd-sensitivity-analysis-job-configuration\\\">\\n                <div class=\\\"sd-job-select-input-group input-group\\\"></div>\\n                <%= include('jobParametersBuilder', variables) %>\\n            </div>\\n            <div class=\\\"sd-sensitivity-analysis-warnings\\\">\\n\\n            </div>\\n            <div class=\\\"sd-job-progress-bar-container sd-progress-bar-container sd-hidden\\\"><div class=\\\"sd-progress-bar\\\"></div></div>\\n            <div class=\\\"sd-sensitivity-analysis-job-results sd-hidden\\\">\\n                <div class=\\\"sd-job-result-table-container\\\"></div>\\n                <div class=\\\"sd-job-result-plot-container\\\"></div>\\n            </div>\\n            <div class=\\\"sd-sensitivity-analysis-action-buttons\\\">\\n                <button class=\\\"sd-terminate-job-button sd-hidden\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.terminateJob')%></button>\\n                <button class=\\\"sd-stop-job-button sd-hidden\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.stopJob')%></button>\\n                <button class=\\\"sd-resume-job-button sd-hidden\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.resumeJob')%></button>\\n                <button class=\\\"sd-back-button  sd-hidden\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.back')%></button>\\n                <button class=\\\"sd-download-csv-button sd-hidden\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.downloadCsv')%></button>\\n                <button class=\\\"sd-clear-button \\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.clear')%></button>\\n                <button class=\\\"sd-run-job-button\\\"><%= i18n.t('sensitivityAnalysisDialog.buttons.runJob')%></button>\\n\\n            </div>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-settings-dialog\\\" class=\\\"sd-modal\\\">\\n    <div class=\\\"sd-modal-content\\\">\\n        <div class=\\\"sd-modal-header\\\">\\n            <span class=\\\"sd-modal-button sd-close-modal\\\"><i class=\\\"material-icons\\\">close</i></span>\\n            <span class=\\\"sd-modal-button sd-extend-modal\\\"><i class=\\\"material-icons\\\">fullscreen</i></span>\\n            <span class=\\\"sd-modal-button sd-shrink-modal\\\"><i class=\\\"material-icons\\\">fullscreen_exit</i></span>\\n            <h2><%= i18n.t(\\\"settingsDialog.title\\\")%></h2>\\n        </div>\\n        <div class=\\\"sd-modal-body\\\">\\n            <form id=\\\"sd-settings-form\\\">\\n            </form>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div class=\\\"header\\\">\\n    <h4><%= i18n.t(\\\"settingsDialog.\\\"+name+\\\".title\\\")%>\\n        <span class=\\\"toggle-button\\\">\\n            <i class=\\\"material-icons icon-arrow-up\\\">keyboard_arrow_up</i>\\n            <i class=\\\"material-icons icon-arrow-down\\\">keyboard_arrow_down</i>\\n        </span>\\n    </h4>\\n</div>\\n<div class=\\\"sd-form-group-content\\\">\\n    <div class=\\\"sd-form-group-inputs\\\"></div>\\n    <div class=\\\"sd-form-group-child-groups\\\"></div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-sidebar-definitions\\\">\\n    <div class=\\\"header\\\">\\n        <%= i18n.t(\\\"sidebarDefinitions.header\\\")%>\\n        <span class=\\\"toggle-button\\\">\\n            <i class=\\\"material-icons icon-arrow-up\\\">keyboard_arrow_up</i>\\n            <i class=\\\"material-icons icon-arrow-down\\\">keyboard_arrow_down</i>\\n        </span>\\n    </div>\\n    <div class=\\\"content\\\">\\n        <div class=\\\"sd-variables-scope\\\">\\n            <div class=\\\"sd-variables-scope-label\\\"><%= i18n.t('sidebarDefinitions.scope.label')%></div>\\n            <div class=\\\"sd-variables-scope-value\\\"></div>\\n        </div>\\n        <div class=\\\"input-group\\\">\\n            <textarea rows=\\\"1\\\" id=\\\"sd-sidebar-definitions-code\\\" type=\\\"text\\\" name=\\\"sidebar-definitions-code\\\"></textarea>\\n            <span class=\\\"bar\\\"></span>\\n            <label for=\\\"sd-sidebar-definitions-code\\\"><%= i18n.t(\\\"sidebarDefinitions.code\\\") %></label>\\n        </div>\\n        <div class=\\\"sd-action-buttons\\\">\\n            <button id=\\\"sd-sidebar-definitions-open-dialog-button\\\" class=\\\"icon-button\\\"  title=\\\"<%= i18n.t('sidebarDefinitions.buttons.openDialog')%>\\\"><i class=\\\"material-icons\\\">open_in_new</i></button>\\n            <button id=\\\"sd-sidebar-definitions-recalculate-button\\\" class=\\\"icon-button\\\"  title=\\\"<%= i18n.t('sidebarDefinitions.buttons.recalculate')%>\\\"><i class=\\\"material-icons\\\">refresh</i></button>\\n        </div>\\n        <div class=\\\"evaluated-variables-preview\\\">\\n            <div class=\\\"evaluated-variables-preview-header\\\">\\n                <%= i18n.t('sidebarDefinitions.evaluatedVariables')%>\\n            </div>\\n            <div id=\\\"sd-sidebar-definitions-evaluated-values\\\"></div>\\n        </div>\\n\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"diagram-details-box\\\" style=\\\"display:none;\\\">\\n    <div class=\\\"header toggle-button\\\">\\n        <%= i18n.t(\\\"diagramDetails.header\\\")%>\\n        <span class=\\\"toggle-button\\\">\\n            <i class=\\\"material-icons icon-arrow-up\\\">keyboard_arrow_up</i>\\n            <i class=\\\"material-icons icon-arrow-down\\\">keyboard_arrow_down</i>\\n        </span>\\n    </div>\\n    <div class=\\\"content\\\">\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"diagram-title\\\" type=\\\"text\\\" name=\\\"diagram-title\\\">\\n            <span class=\\\"bar\\\"></span>\\n            <label for=\\\"diagram-title\\\"><%= i18n.t(\\\"diagramDetails.title\\\") %></label>\\n        </div>\\n        <div class=\\\"input-group\\\" style=\\\"display:none;\\\">\\n            <textarea id=\\\"diagram-description\\\" name=\\\"diagram-description\\\"></textarea>\\n            <span class=\\\"bar\\\"></span>\\n            <label for=\\\"diagram-description\\\"><%= i18n.t(\\\"diagramDetails.description\\\") %></label>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"layout-options\\\">\\n    <div class=\\\"header\\\">\\n        <%= i18n.t(\\\"layoutOptions.header\\\")%>\\n        <span class=\\\"toggle-button\\\">\\n            <i class=\\\"material-icons icon-arrow-up\\\">keyboard_arrow_up</i>\\n            <i class=\\\"material-icons icon-arrow-down\\\">keyboard_arrow_down</i>\\n        </span>\\n    </div>\\n    <div class=\\\"content\\\">\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"margin-horizontal\\\" name=\\\"margin-horizontal\\\" type=\\\"range\\\" min=\\\"5\\\" max=\\\"150\\\" step=\\\"5\\\"/>\\n            <label for=\\\"margin-horizontal\\\"><%= i18n.t(\\\"layoutOptions.marginHorizontal\\\")%></label>\\n        </div>\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"margin-vertical\\\" name=\\\"margin-vertical\\\" type=\\\"range\\\" min=\\\"5\\\" max=\\\"150\\\" step=\\\"5\\\"/>\\n            <label for=\\\"margin-vertical\\\"><%= i18n.t(\\\"layoutOptions.marginVertical\\\")%></label>\\n        </div>\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"node-size\\\" name=\\\"node-size\\\" type=\\\"range\\\" min=\\\"20\\\" max=\\\"60\\\" step=\\\"5\\\"/>\\n            <label for=\\\"node-size\\\"><%= i18n.t(\\\"layoutOptions.nodeSize\\\")%></label>\\n        </div>\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"edge-slant-width-max\\\" name=\\\"edge-slant-width-max\\\" type=\\\"range\\\" min=\\\"0\\\" max=\\\"150\\\" step=\\\"5\\\"/>\\n            <label for=\\\"edge-slant-width-max\\\"><%= i18n.t(\\\"layoutOptions.edgeSlantWidthMax\\\")%></label>\\n        </div>\\n        <div class=\\\"input-group\\\">\\n            <input id=\\\"sd-svg-scale\\\" name=\\\"svg-scale\\\" type=\\\"range\\\" min=\\\"0.2\\\" max=\\\"3\\\" step=\\\"0.1\\\"/>\\n            <label for=\\\"sd-svg-scale\\\"><%= i18n.t(\\\"layoutOptions.scale\\\")%></label>\\n        </div>\\n        <div id=\\\"auto-layout-options\\\">\\n            <div class=\\\"input-group\\\">\\n                <input id=\\\"grid-width\\\" name=\\\"grid-width\\\" type=\\\"range\\\" min=\\\"105\\\" max=\\\"300\\\" step=\\\"5\\\"/>\\n                <label for=\\\"grid-width\\\"><%= i18n.t(\\\"layoutOptions.gridWidth\\\")%></label>\\n            </div>\\n            <div class=\\\"input-group\\\">\\n                <input id=\\\"grid-height\\\" name=\\\"grid-height\\\" type=\\\"range\\\" min=\\\"55\\\" max=\\\"150\\\" step=\\\"5\\\"/>\\n                <label for=\\\"grid-height\\\"><%= i18n.t(\\\"layoutOptions.gridHeight\\\")%></label>\\n            </div>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-multiple-criteria\\\">\\n    <div class=\\\"header\\\">\\n        <%= i18n.t(\\\"multipleCriteria.header\\\")%>\\n        <span class=\\\"toggle-button\\\">\\n            <i class=\\\"material-icons icon-arrow-up\\\">keyboard_arrow_up</i>\\n            <i class=\\\"material-icons icon-arrow-down\\\">keyboard_arrow_down</i>\\n        </span>\\n    </div>\\n    <div class=\\\"content\\\">\\n        <div class=\\\"sd-action-buttons\\\">\\n            <button id=\\\"sd-show-league-table-button\\\" class=\\\"icon-button\\\"  title=\\\"<%= i18n.t('multipleCriteria.buttons.showLeagueTable')%>\\\"><i class=\\\"material-icons\\\">assignment</i></button>\\n            <button id=\\\"sd-flip-criteria-button\\\" class=\\\"icon-button\\\"  title=\\\"<%= i18n.t('multipleCriteria.buttons.flip')%>\\\"><i class=\\\"material-icons\\\">swap_vert</i></button>\\n        </div>\\n        <div class=\\\"sd-multiple-criteria-properties\\\"></div>\\n\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"object-properties\\\">\\n    <!-- <div class=\\\"header\\\"></div> -->\\n    <div class=\\\"content\\\">\\n        <div class=\\\"main-properties\\\"></div>\\n        <div id=\\\"connections-header\\\"></div>\\n        <div class=\\\"children-properties\\\">\\n            <!-- <div class=\\\"children-properties-header\\\"></div> -->\\n            <div class=\\\"children-properties-content\\\"></div>\\n        </div>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-sidebar\\\">\\n    <div id=\\\"sd-sidebar-inner\\\">\\n        <%= include('layoutOptions', variables) %>\\n        <%= include('diagramDetailsBox', variables) %>\\n        <%= include('definitions', variables) %>\\n        <%= include('multipleCriteria', variables) %>\\n        <%= include('objectProperties', variables) %>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div id=\\\"sd-toolbar\\\">\\n    <div class=\\\"toolbar-group\\\">\\n        <button id=\\\"new-diagram-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.newDiagram')%>\\\"><i class=\\\"material-icons\\\">insert_drive_file</i></button>\\n        <button id=\\\"template-diagram-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.newDiagram')%>\\\"><i class=\\\"material-icons\\\">insert_drive_file</i></button>\\n        <button id=\\\"open-diagram-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.openDiagram')%>\\\"><i class=\\\"material-icons\\\">folder_open</i></button>\\n        <button id=\\\"save-diagram-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.saveDiagram')%>\\\"><i class=\\\"material-icons\\\">save</i></button>\\n    </div>\\n    <div id=\\\"export-toolbar-group\\\" class=\\\"toolbar-group\\\">\\n        <label><%= i18n.t(\\\"toolbar.export.label\\\")%></label>\\n        <button id=\\\"saveButton\\\"><%= i18n.t(\\\"toolbar.export.png\\\")%></button>\\n        <button id=\\\"saveButtonSvg\\\"><%= i18n.t(\\\"toolbar.export.svg\\\")%></button>\\n        <button id=\\\"saveButtonPdf\\\"><%= i18n.t(\\\"toolbar.export.pdf\\\")%></button>\\n    </div>\\n    <div class=\\\"toolbar-group\\\">\\n        <label><%= i18n.t(\\\"toolbar.layout.label\\\")%></label>\\n        <button id=\\\"manualLayoutButton\\\"><%= i18n.t(\\\"toolbar.layout.manual\\\")%></button>\\n        <button id=\\\"treeAutoLayoutButton\\\"><%= i18n.t(\\\"toolbar.layout.tree\\\")%></button>\\n        <button id=\\\"clusterAutoLayoutButton\\\"><%= i18n.t(\\\"toolbar.layout.cluster\\\")%></button>\\n    </div>\\n    <div id=\\\"view-mode-toolbar-group\\\" class=\\\"toolbar-group\\\">\\n        <label for=\\\"view-mode-select\\\"><%= i18n.t(\\\"toolbar.viewMode.label\\\")%></label>\\n        <div class=\\\"input-group no-floating-label\\\" style=\\\"display: inline-block\\\">\\n            <select id=\\\"view-mode-select\\\"></select>\\n            <span class=\\\"bar\\\"></span>\\n        </div>\\n    </div>\\n    <div id=\\\"objective-rule-toolbar-group\\\" class=\\\"toolbar-group\\\">\\n        <label for=\\\"objective-rule-select\\\"><%= i18n.t(\\\"toolbar.objectiveRule.label\\\")%></label>\\n        <div class=\\\"input-group no-floating-label\\\" style=\\\"display: inline-block\\\">\\n            <select id=\\\"objective-rule-select\\\"></select>\\n            <span class=\\\"bar\\\"></span>\\n        </div>\\n    </div>\\n    <div class=\\\"toolbar-group\\\">\\n        <button id=\\\"undoButton\\\" class=\\\"icon-button\\\" disabled=\\\"disabled\\\" title=\\\"<%= i18n.t('toolbar.undo')%>\\\"><i class=\\\"material-icons\\\">undo</i></button>\\n        <button id=\\\"redoButton\\\" class=\\\"icon-button\\\" disabled=\\\"disabled\\\" title=\\\"<%= i18n.t('toolbar.redo')%>\\\"><i class=\\\"material-icons\\\">redo</i></button>\\n    </div>\\n    <div class=\\\"toolbar-group\\\">\\n        <button id=\\\"sensitivity-analysis-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.sensitivityAnalysis')%>\\\"><i class=\\\"material-icons\\\">assessment</i></button>\\n        <button id=\\\"recompute-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.recompute')%>\\\"><i class=\\\"material-icons\\\">refresh</i></button>\\n        <button id=\\\"settings-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.settings')%>\\\"><i class=\\\"material-icons\\\">settings</i></button>\\n        <button id=\\\"about-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.about')%>\\\"><i class=\\\"material-icons\\\">info_outline</i></button>\\n        <button id=\\\"help-button\\\" class=\\\"icon-button\\\" title=\\\"<%= i18n.t('toolbar.about')%>\\\"><i class=\\\"material-icons\\\">info_outline</i></button>\\n    </div>\\n</div>\\n\";\n","module.exports = \"<div class=\\\"sd-warning-message\\\">\\n    <i class=\\\"material-icons sd-icon\\\">warning</i>\\n    <div class=\\\"sd-warning-message-text\\\">\\n       <%= message %>\\n    </div>\\n</div>\\n\";\n","import * as d3 from './d3';\nimport { i18n } from './i18n/i18n';\nimport { AppUtils } from './app-utils';\nimport { Exporter } from './exporter';\nimport { FileLoader } from './file-loader';\n\nexport class Toolbar {\n    app;\n    container;\n    hiddenClass = 'sd-hidden';\n    constructor(container, app) {\n        this.app = app;\n        this.container = container;\n        this.initDiagramButtons();\n        this.initExportToolbarGroup();\n        this.initLayoutButtons();\n        this.initUndoRedoButtons();\n        this.initSettingsButton();\n        this.initHelpButton();\n        this.initSensitivityAnalysisButton();\n        this.initRecomputeButton();\n        this.initViewModeToolbarGroup();\n        this.initObjectiveRuleToolbarGroup();\n    }\n\n    initDiagramButtons() {\n        this.newDiagramButton = this.container\n            .select('#new-diagram-button')\n            .on('click', () => {\n                if (!confirm(i18n.t('confirm.newDiagram'))) {\n                    return;\n                }\n                this.app.newDiagram();\n            });\n        this.newDiagramButton.classed(\n            this.hiddenClass,\n            !this.app.config.buttons.new,\n        );\n        // this.templateDiagramButton = this.container\n        //     .select('#template-diagram-button')\n        //     .on('click', () => {\n        //         if (!confirm(i18n.t('confirm.newDiagram'))) {\n        //             return;\n        //         }\n        //         this.app.templateMenuDialog.open();\n        //     });\n        // this.templateDiagramButton.classed(\n        //     this.hiddenClass,\n        //     !this.app.config.buttons.new,\n        // );\n        this.openDiagramButton = this.container\n            .select('#open-diagram-button')\n            .on('click', () => {\n                let fullAccess = localStorage.getItem(\"full_access\");\n                if(fullAccess === \"f02cb0277828bb3084e147\"){\n                    if (!confirm(i18n.t('confirm.openDiagram'))) {\n                        return;\n                    }\n                    FileLoader.openFile((model) => {\n                        this.app.openDiagram(model);\n                    });    \n                }\n            });\n        this.openDiagramButton.classed(\n            this.hiddenClass,\n            !this.app.config.buttons.open,\n        );\n        this.saveDiagramButton = this.container\n            .select('#save-diagram-button')\n            .on('click', () => {\n                let fullAccess = localStorage.getItem(\"full_access\");\n                if(fullAccess === \"f02cb0277828bb3084e147\"){\n                    this.app.saveToFile();\n                }\n            });\n        this.saveDiagramButton.classed(\n            this.hiddenClass,\n            !this.app.config.buttons.save,\n        );\n    }\n\n    initLayoutButtons() {\n        var self = this;\n        self.app.treeDesigner.layout.onAutoLayoutChanged.push((layout) =>\n            self.onLayoutChanged(layout),\n        );\n        this.layoutButtons = {};\n        this.layoutButtons['manual'] = this.container\n            .select('#manualLayoutButton')\n            .on('click', function () {\n                if (self.app.treeDesigner.config.layout.type == 'manual') {\n                    return;\n                }\n                self.app.treeDesigner.layout.disableAutoLayout();\n                self.showSizeSliders(false);\n            });\n        this.layoutButtons['tree'] = this.container\n            .select('#treeAutoLayoutButton')\n            .on('click', function () {\n                if (self.app.treeDesigner.config.layout.type == 'tree') {\n                    return;\n                }\n                self.app.treeDesigner.autoLayout('tree');\n                self.showSizeSliders(true);\n            });\n        this.layoutButtons['cluster'] = this.container\n            .select('#clusterAutoLayoutButton')\n            .on('click', function () {\n                if (self.app.treeDesigner.config.layout.type == 'cluster') {\n                    return;\n                }\n                self.app.treeDesigner.autoLayout('cluster');\n                self.showSizeSliders(true);\n            });\n\n        this.updateLayoutButtons();\n    }\n\n    showSizeSliders(show) {\n        var widthSlider = document.getElementById('width-slider');\n        var heightSlider = document.getElementById('height-slider');\n        if (show) {\n            widthSlider.style.display = 'flex';\n            heightSlider.style.display = 'flex';\n        } else {\n            widthSlider.style.display = 'none';\n            heightSlider.style.display = 'none';\n        }\n    }\n\n    updateLayoutButtons() {\n        this.onLayoutChanged(this.app.treeDesigner.config.layout.type);\n    }\n\n    initSettingsButton() {\n        this.settingsButton = this.container\n            .select('#settings-button')\n            .on('click', () => {\n                this.app.settingsDialog.open();\n            });\n    }\n\n    initHelpButton() {\n        this.helpButton = this.container\n            .select('#help-button')\n            .on('click', () => {\n                this.app.helpDialog.open();\n            });\n    }\n\n    initRecomputeButton() {\n        this.recomputeButton = this.container\n            .select('#recompute-button')\n            .on('click', () => {\n                this.app.recompute();\n            });\n    }\n\n    initSensitivityAnalysisButton() {\n        this.sensitivityAnalysisButton = this.container\n            .select('#sensitivity-analysis-button')\n            .on('click', () => {\n                this.app.openSensitivityAnalysis();\n            });\n    }\n\n    updateSensitivityAnalysisButton() {\n        this.sensitivityAnalysisButton.attr(\n            'disabled',\n            this.app.isSensitivityAnalysisAvailable() ? null : 'disabled',\n        );\n        document.body.dispatchEvent(\n            new CustomEvent('undoRedoUpdated', {\n                detail: {\n                    isUndoAvailable: this.app.dataModel.isUndoAvailable(),\n                    isRedoAvailable: this.app.dataModel.isRedoAvailable(),\n                    isSensitivityAvailable:\n                        this.app.isSensitivityAnalysisAvailable(),\n                },\n            }),\n        );\n    }\n\n    onLayoutChanged(layout) {\n        Object.getOwnPropertyNames(this.layoutButtons).forEach((l) => {\n            this.layoutButtons[l].classed('active', false);\n        });\n        var button = this.layoutButtons[layout];\n        if (button) {\n            button.classed('active', true);\n        }\n    }\n\n    initUndoRedoButtons() {\n        var self = this;\n        self.app.dataModel.undoRedoStateChangedCallback = () =>\n            this.onUndoRedoChanged();\n        this.undoButton = this.container\n            .select('#undoButton')\n            .on('click', function () {\n                self.app.undo();\n            });\n        this.redoButton = this.container\n            .select('#redoButton')\n            .on('click', function () {\n                self.app.redo();\n            });\n    }\n\n    onUndoRedoChanged() {\n        this.updateUndoRedoButtons();\n        this.updateSensitivityAnalysisButton();\n    }\n    updateUndoRedoButtons() {\n        this.undoButton.attr(\n            'disabled',\n            this.app.dataModel.isUndoAvailable() ? null : 'disabled',\n        );\n\n        this.redoButton.attr(\n            'disabled',\n            this.app.dataModel.isRedoAvailable() ? null : 'disabled',\n        );\n    }\n\n    update() {\n        this.updateUndoRedoButtons();\n        this.updateSensitivityAnalysisButton();\n        this.updateLayoutButtons();\n        this.updateViewModeValue();\n        this.updateObjectiveRuleOptions();\n        this.updateObjectiveRuleValue();\n    }\n\n    initExportToolbarGroup() {\n        this.container\n            .select('#export-toolbar-group')\n            .classed(this.hiddenClass, !this.app.config.exports.show);\n        if (!this.app.config.exports.show) {\n            return;\n        }\n        this.initExportToPngButton();\n        this.initExportSvgButton();\n        this.initExportPdfButton();\n    }\n    initExportToPngButton() {\n        var svg = this.app.treeDesigner.svg;\n        this.container\n            .select('#saveButton')\n            .on('click', () => Exporter.saveAsPng(svg, this.app.config.exports))\n            .classed(this.hiddenClass, !this.app.config.buttons.exportToPng);\n    }\n\n    initExportSvgButton() {\n        var svg = this.app.treeDesigner.svg;\n        this.container\n            .select('#saveButtonSvg')\n            .on('click', () => Exporter.saveAsSvg(svg))\n            .classed(this.hiddenClass, !this.app.config.buttons.exportToSvg);\n    }\n\n    initExportPdfButton() {\n        var svg = this.app.treeDesigner.svg;\n        this.container\n            .select('#saveButtonPdf')\n            .on('click', () => Exporter.saveAsPdf(svg, this.app.config.exports))\n            .classed(this.hiddenClass, !this.app.config.buttons.exportToPdf);\n    }\n\n    initObjectiveRuleToolbarGroup() {\n        var self = this;\n        this.objectiveRuleSelect = this.container.select(\n            '#objective-rule-select',\n        );\n\n        this.updateObjectiveRuleOptions();\n        this.updateObjectiveRuleValue();\n\n        this.objectiveRuleSelect.on('change', function () {\n            self.app.setObjectiveRule(this.value);\n        });\n    }\n\n    updateObjectiveRuleOptions() {\n        var rules = this.app.getObjectiveRules();\n        var options = this.objectiveRuleSelect.selectAll('option').data(rules);\n        options.exit().remove();\n        options\n            .enter()\n            .append('option')\n            .merge(options)\n            .attr('value', (d) => d.name)\n            .text((d) => i18n.t('toolbar.objectiveRule.options.' + d.name));\n    }\n\n    updateObjectiveRuleValue() {\n        this.objectiveRuleSelect.node().value =\n            this.app.getCurrentObjectiveRule().name;\n    }\n\n    initViewModeToolbarGroup() {\n        var self = this;\n        this.viewModeSelect = this.container.select('#view-mode-select');\n        var rules = this.app.getViewModes();\n        var options = this.viewModeSelect.selectAll('option').data(rules);\n        options\n            .enter()\n            .append('option')\n            .merge(options)\n            .attr('value', (d) => d.name)\n            .text((d) => i18n.t('toolbar.viewMode.options.' + d.name));\n\n        this.updateViewModeValue();\n\n        this.viewModeSelect.on('change', function () {\n            self.app.setViewModeByName(this.value);\n        });\n    }\n\n    updateViewModeValue() {\n        this.viewModeSelect.node().value = this.app.getCurrentViewMode().name;\n    }\n}\n","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1641216304572,\n  \"savetime\": \"2022-02-11T14:54:58.005Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Basic tree\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 500,\n      \"right\": 500,\n      \"top\": 250,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 20\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"INVEST=-75000\\nHIGHVALUE=500000\\nMODERATEVALUE=300000\\nLOWVALUE=150000\\n\",\n    \"expressionScope\": {\n      \"INVEST\": -75000,\n      \"HIGHVALUE\": 500000,\n      \"MODERATEVALUE\": 300000,\n      \"LOWVALUE\": 150000\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"82500\"\n            ],\n            \"payoff\": [\n              \"82500\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"82500\"\n            ],\n            \"payoff\": [\n              \"82500\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"-75000\"\n            ],\n            \"payoff\": [\n              \"-75000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"425000\"\n            ],\n            \"payoff\": [\n              \"425000\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-75000\"\n            ],\n            \"payoff\": [\n              \"-75000\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"425000\"\n            ],\n            \"payoff\": [\n              \"425000\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-82500\",\n            \"payoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"82500\",\n            \"payoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-82500\",\n            \"payoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"82500\",\n            \"payoff\": [\n              \"82500\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"-75000\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              \"INVEST\",\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"157500\"\n                  ],\n                  \"payoff\": [\n                    \"82500\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"157500\"\n                  ],\n                  \"payoff\": [\n                    \"82500\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"-75000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"500000\"\n                  ],\n                  \"payoff\": [\n                    \"425000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"-75000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"500000\"\n                  ],\n                  \"payoff\": [\n                    \"425000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"157500\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-82500\",\n                  \"payoff\": [\n                    \"82500\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"157500\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"82500\",\n                  \"payoff\": [\n                    \"82500\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"157500\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-82500\",\n                  \"payoff\": [\n                    \"82500\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"157500\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"82500\",\n                  \"payoff\": [\n                    \"82500\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".5\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"315000\"\n                        ],\n                        \"payoff\": [\n                          \"315000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"315000\"\n                        ],\n                        \"payoff\": [\n                          \"315000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"150000\"\n                        ],\n                        \"payoff\": [\n                          \"150000\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"500000\"\n                        ],\n                        \"payoff\": [\n                          \"500000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150000\"\n                        ],\n                        \"payoff\": [\n                          \"150000\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"500000\"\n                        ],\n                        \"payoff\": [\n                          \"500000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-315000\",\n                        \"payoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"315000\",\n                        \"payoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-315000\",\n                        \"payoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"315000\",\n                        \"payoff\": [\n                          \"315000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"500000\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"High case\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"HIGHVALUE\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"payoff\": [\n                                \"500000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"payoff\": [\n                                \"500000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500000\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"500000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500000\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"500000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"-500000\",\n                              \"payoff\": [\n                                \"500000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"500000\",\n                              \"payoff\": [\n                                \"500000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"-500000\",\n                              \"payoff\": [\n                                \"500000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"425000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"500000\",\n                              \"payoff\": [\n                                \"500000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"INVEST\": -75000,\n                            \"HIGHVALUE\": 500000,\n                            \"MODERATEVALUE\": 300000,\n                            \"LOWVALUE\": 150000\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 425000,\n                          \"p10\": 425000,\n                          \"p90\": 425000\n                        },\n                        \"expectedValue\": 500000,\n                        \"p10\": 500000,\n                        \"p90\": 500000,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"300000\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Base case\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"MODERATEVALUE\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"payoff\": [\n                                \"300000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"payoff\": [\n                                \"300000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"300000\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"300000\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"300000\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"300000\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"combinedPayoff\": \"-300000\",\n                              \"payoff\": [\n                                \"300000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"combinedPayoff\": \"300000\",\n                              \"payoff\": [\n                                \"300000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"combinedPayoff\": \"-300000\",\n                              \"payoff\": [\n                                \"300000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"225000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/5\",\n                              \"combinedPayoff\": \"300000\",\n                              \"payoff\": [\n                                \"300000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"INVEST\": -75000,\n                            \"HIGHVALUE\": 500000,\n                            \"MODERATEVALUE\": 300000,\n                            \"LOWVALUE\": 150000\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 105.99999999999999\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 225000,\n                          \"p10\": 225000,\n                          \"p90\": 225000\n                        },\n                        \"expectedValue\": 300000,\n                        \"p10\": 300000,\n                        \"p90\": 300000,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150000\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Low case\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"LOWVALUE\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"payoff\": [\n                                \"150000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"payoff\": [\n                                \"150000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150000\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150000\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150000\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150000\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"-150000\",\n                              \"payoff\": [\n                                \"150000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"150000\",\n                              \"payoff\": [\n                                \"150000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"-150000\",\n                              \"payoff\": [\n                                \"150000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"75000\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/20\",\n                              \"combinedPayoff\": \"150000\",\n                              \"payoff\": [\n                                \"150000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"INVEST\": -75000,\n                            \"HIGHVALUE\": 500000,\n                            \"MODERATEVALUE\": 300000,\n                            \"LOWVALUE\": 150000\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 201\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 75000,\n                          \"p10\": 75000,\n                          \"p90\": 75000\n                        },\n                        \"expectedValue\": 150000,\n                        \"p10\": 150000,\n                        \"p90\": 150000,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Outcome\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"INVEST\": -75000,\n                      \"HIGHVALUE\": 500000,\n                      \"MODERATEVALUE\": 300000,\n                      \"LOWVALUE\": 150000\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 105.99999999999999\n                    },\n                    \"type\": \"chance\",\n                    \"milestone\": null,\n                    \"expectedValue\": 315000,\n                    \"p10\": 150000,\n                    \"p90\": 500199\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-75000\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-75000\"\n                        ],\n                        \"probabilityToEnter\": 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\"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-75000\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"INVEST\": -75000,\n                      \"HIGHVALUE\": 500000,\n                      \"MODERATEVALUE\": 300000,\n                      \"LOWVALUE\": 150000\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 491,\n                      \"y\": 315\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -75000,\n                    \"p10\": -75000,\n                    \"p90\": -75000\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"INVEST\": -75000,\n                \"HIGHVALUE\": 500000,\n                \"MODERATEVALUE\": 300000,\n                \"LOWVALUE\": 150000\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 210.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 157500,\n              \"p10\": 0,\n              \"p90\": 499998\n            },\n            \"expectedValue\": -75000,\n            \"p10\": -75000,\n            \"p90\": -75000,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision:\\nInvest\\nin project A\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"INVEST\": -75000,\n          \"HIGHVALUE\": 500000,\n          \"MODERATEVALUE\": 300000,\n          \"LOWVALUE\": 150000\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 210.5\n        },\n        \"type\": \"decision\",\n        \"milestone\": null,\n        \"expectedValue\": 82500,\n        \"p10\": -75000,\n        \"p90\": 225600\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Decision nodes \\nare points where \\ndecisions are made.\",\n        \"location\": {\n          \"x\": -40.00222551822662,\n          \"y\": 373.999796628952\n        }\n      },\n      {\n        \"value\": \"Chance nodes \\nare points where\\nuncertainty is \\nresolved.\",\n        \"location\": {\n          \"x\": 130.99688720703125,\n          \"y\": 374.9998035430908\n        }\n      },\n      {\n        \"value\": \"End nodes are points that return \\nthe payoff and probability for the \\nassociated branch in the tree. \",\n        \"location\": {\n          \"x\": 400.99554443359375,\n          \"y\": 378.9997787475586\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"INVEST\",\n        \"value\": \"-75000\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"HIGHVALUE\",\n        \"value\": \"500000\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"MODERATEVALUE\",\n        \"value\": \"300000\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"LOWVALUE\",\n        \"value\": \"150000\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n    \"SilverDecisions\": \"1.1.0\",\n    \"buildTimestamp\": 1701170596893,\n    \"savetime\": \"2023-11-28T11:50:52.907Z\",\n    \"lng\": \"en\",\n    \"viewMode\": \"criterion1\",\n    \"rule\": 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\"defaultCriterion1Weight\": 1,\n        \"weightLowerBound\": 0,\n        \"weightUpperBound\": \"Infinity\"\n    },\n    \"sensitivityAnalysis\": {},\n    \"definitionsDialog\": {\n        \"valueList\": [\n            {\n                \"name\": null,\n                \"value\": \"\",\n                \"low\": null,\n                \"high\": null,\n                \"distribution\": \"constant\",\n                \"error\": \"\"\n            },\n            {\n                \"name\": null,\n                \"value\": \"\",\n                \"low\": null,\n                \"high\": null,\n                \"distribution\": \"constant\",\n                \"error\": \"\"\n            },\n            {\n                \"name\": null,\n                \"value\": \"\",\n                \"low\": null,\n                \"high\": null,\n                \"distribution\": \"constant\",\n                \"error\": \"\"\n            },\n            {\n                \"name\": null,\n         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0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 150,\n      \"right\": 50,\n      \"top\": 150,\n      \"bottom\": 150\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"1px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"1.5px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n  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\"Outcome_B\": 500,\n      \"Outcome_C\": 200,\n      \"Outcome_D\": 600,\n      \"Alternative_X\": 500,\n      \"Alternative_Y\": 1200\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"465 10795732517909/17592186044416\"\n            ],\n            \"payoff\": [\n              \"465 78141146221/687194767360\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"-1479 318138261801/2199023255552\"\n            ],\n            \"payoff\": [\n              \"-1479 318138261801/2199023255552\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"-316 1283402710515/4398046511104\"\n            ],\n            \"payoff\": [\n              \"-316 1283402710515/4398046511104\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"800 7878352497/4398046511104\"\n            ],\n            \"payoff\": [\n              \"800 7878352497/4398046511104\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-1800\"\n            ],\n            \"payoff\": [\n              \"-1800\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"-1158 1272553047203/4398046511104\"\n            ],\n            \"payoff\": [\n              \"-1158 1272553047203/4398046511104\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"-1479 318138261801/2199023255552\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1479 318138261801/2199023255552\",\n            \"payoff\": [\n              \"-1479 318138261801/2199023255552\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"465 78141146221/687194767360\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"465 78141146221/687194767360\",\n            \"payoff\": [\n              \"465 78141146221/687194767360\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"-1479 318138261801/2199023255552\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1479 318138261801/2199023255552\",\n            \"payoff\": [\n              \"-1479 318138261801/2199023255552\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"465 78141146221/687194767360\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"465 78141146221/687194767360\",\n            \"payoff\": [\n              \"465 78141146221/687194767360\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"-1000\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                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\"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"1466 77069442979/274877906944\"\n                  ],\n                  \"payoff\": [\n                    \"465 78141146221/687194767360\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"765 618235611333/5497558138880\"\n                  ],\n                  \"payoff\": [\n                    \"-234 4879322527547/5497558138880\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"683 3114643800589/4398046511104\"\n                  ],\n                  \"payoff\": [\n                    \"-316 1283402710515/4398046511104\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"1800 7878352497/4398046511104\"\n                  ],\n                  \"payoff\": [\n                    \"800 7878352497/4398046511104\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"683 3114643800589/4398046511104\"\n                  ],\n                  \"payoff\": [\n                    \"-316 1283402710515/4398046511104\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"800\"\n                  ],\n                  \"payoff\": [\n                    \"-200\"\n                  ]\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"765 618235611333/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": 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         \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"1465 78141146221/687194767360\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"465 78141146221/687194767360\",\n                  \"payoff\": [\n                    \"465 78141146221/687194767360\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"300\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"Outcome_A\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"1500 7878352497/4398046511104\"\n                        ],\n                        \"payoff\": [\n                          \"1800 7878352497/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"500\"\n                        ],\n                        \"payoff\": [\n                          \"800\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"1500 7878352497/4398046511104\"\n                        ],\n                        \"payoff\": [\n                          \"1800 7878352497/4398046511104\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"1500 7878352497/4398046511104\"\n                        ],\n                        \"payoff\": [\n                          \"1800 7878352497/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"500\"\n                        ],\n                        \"payoff\": [\n                          \"800\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"500\"\n                        ],\n                        \"payoff\": [\n                          \"800\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"500\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-800\",\n                        \"payoff\": [\n                          \"800\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"1500 7878352497/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1800 7878352497/4398046511104\",\n                        \"payoff\": [\n                          \"1800 7878352497/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"500\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-800\",\n                        \"payoff\": [\n                          \"800\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"1500 7878352497/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1800 7878352497/4398046511104\",\n                        \"payoff\": [\n                          \"1800 7878352497/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"500\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"Alternative_X\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"500\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-500\",\n                              \"payoff\": [\n                                \"500\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"500\",\n                              \"payoff\": [\n                                \"500\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-500\",\n                              \"payoff\": [\n                                \"500\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"-200\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"500\",\n                              \"payoff\": [\n                                \"500\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"Alternative_A\": -1000,\n                            \"Alternative_B\": -2000,\n                            \"Outcome_A\": 300,\n                            \"Outcome_B\": 500,\n                            \"Outcome_C\": 200,\n                            \"Outcome_D\": 600,\n                            \"Alternative_X\": 500,\n                            \"Alternative_Y\": 1200\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 2,\n                          \"expectedValue\": -200,\n                          \"p10\": -759,\n                          \"p90\": 363,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"75fbc32b-9fab-8390-812a-0a853155a6fe\",\n                              \"x\": 89,\n                              \"y\": -41,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            },\n                            {\n                              \"nodeId\": \"75fbc32b-9fab-8390-812a-0a853155a6fe\",\n                              \"x\": 248,\n                              \"y\": -41.000003814697266,\n                              \"type\": \"waterfall\",\n                              \"active\": true\n                            },\n                            {\n                              \"nodeId\": \"75fbc32b-9fab-8390-812a-0a853155a6fe\",\n                              \"x\": 403.00000762939453,\n                              \"y\": -41.000003814697266,\n                              \"type\": \"tornado\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 500,\n                        \"p10\": 297,\n                        \"p90\": 704,\n                        \"optimal\": false\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"1500 7878352497/4398046511104\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          \"Alternative_Y\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"801 3842445301/2199023255552\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-1500 7878352497/4398046511104\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"1500 7878352497/4398046511104\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-1500 7878352497/4398046511104\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"800 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"1500 7878352497/4398046511104\",\n                              \"payoff\": [\n                                \"1500 7878352497/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"Alternative_A\": -1000,\n                            \"Alternative_B\": -2000,\n                            \"Outcome_A\": 300,\n                            \"Outcome_B\": 500,\n                            \"Outcome_C\": 200,\n                            \"Outcome_D\": 600,\n                            \"Alternative_X\": 500,\n                            \"Alternative_Y\": 1200\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 2,\n                          \"expectedValue\": 801.0017473418216,\n                          \"p10\": -88,\n                          \"p90\": 1738,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"b3ecbdeb-cac0-cb2d-0ed6-e162639fd48b\",\n                              \"x\": 89,\n                              \"y\": -41.000003814697266,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            },\n                            {\n                              \"nodeId\": \"b3ecbdeb-cac0-cb2d-0ed6-e162639fd48b\",\n                              \"x\": 248.00000762939453,\n                              \"y\": -40.999996185302734,\n                              \"type\": \"waterfall\",\n                              \"active\": true\n                            },\n                            {\n                              \"nodeId\": \"b3ecbdeb-cac0-cb2d-0ed6-e162639fd48b\",\n                              \"x\": 406.00000762939453,\n                              \"y\": -40.99999809265137,\n                              \"type\": \"tornado\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 1500.0017913299637,\n                        \"p10\": 781,\n                        \"p90\": 2310,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Alternative_A\": -1000,\n                      \"Alternative_B\": -2000,\n                      \"Outcome_A\": 300,\n                      \"Outcome_B\": 500,\n                      \"Outcome_C\": 200,\n                      \"Outcome_D\": 600,\n                      \"Alternative_X\": 500,\n                      \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": 1,\n                    \"expectedValue\": 1500.0017913299637,\n                    \"p10\": 781,\n                    \"p90\": 2310\n                  },\n                  \"expectedValue\": 300,\n                  \"p10\": 99,\n                  \"p90\": 506,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"683 3114643800589/4398046511104\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"Outcome_B\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 8431254359617/8796093022208\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-683 3114643800589/4398046511104\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"683 3114643800589/4398046511104\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-683 3114643800589/4398046511104\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-316 1283402710515/4398046511104\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"683 3114643800589/4398046511104\",\n                        \"payoff\": [\n                          \"683 3114643800589/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Alternative_A\": -1000,\n                      \"Alternative_B\": -2000,\n                      \"Outcome_A\": 300,\n                      \"Outcome_B\": 500,\n                      \"Outcome_C\": 200,\n                      \"Outcome_D\": 600,\n                      \"Alternative_X\": 500,\n                      \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"milestone\": 1,\n                    \"expectedValue\": -316.95852264617145,\n                    \"p10\": -869,\n                    \"p90\": 242\n                  },\n                  \"expectedValue\": 683.7081880086364,\n                  \"p10\": 451,\n                  \"p90\": 968,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Alternative_A\": -1000,\n                \"Alternative_B\": -2000,\n                \"Outcome_A\": 300,\n                \"Outcome_B\": 500,\n                \"Outcome_C\": 200,\n                \"Outcome_D\": 600,\n                \"Alternative_X\": 500,\n                \"Alternative_Y\": 1200\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 1466.280377000232,\n              \"p10\": 561,\n              \"p90\": 2486,\n              \"charts\": [\n                {\n                  \"nodeId\": \"76ec9544-8cee-05d2-13ef-37325dec725d\",\n                  \"x\": -75,\n                  \"y\": -187,\n                  \"type\": \"distribution\",\n                  \"active\": true\n                }\n              ]\n            },\n            \"expectedValue\": -1000,\n            \"p10\": -1507,\n            \"p90\": -495,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"-2000\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              \"Alternative_B\",\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"520 1651171923353/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"520 7523539975005/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"200\"\n                  ],\n                  \"payoff\": [\n                    \"-1800\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"841 3125493463901/4398046511104\"\n                  ],\n                  \"payoff\": [\n                    \"-1158 1272553047203/4398046511104\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"200\"\n                  ],\n                  \"payoff\": [\n                    \"-1800\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"841 3125493463901/4398046511104\"\n                  ],\n                  \"payoff\": [\n                    \"-1158 1272553047203/4398046511104\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"520 7523539975005/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1479 318138261801/2199023255552\",\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"520 7523539975005/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1479 318138261801/2199023255552\",\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"520 7523539975005/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1479 318138261801/2199023255552\",\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"520 7523539975005/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1479 318138261801/2199023255552\",\n                  \"payoff\": [\n                    \"-1479 318138261801/2199023255552\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"200\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n    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\"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"200\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"200\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"200\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"200\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"200\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"200\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-200\",\n                        \"payoff\": [\n                          \"200\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"200\",\n                        \"payoff\": [\n                          \"200\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-200\",\n                        \"payoff\": [\n                          \"200\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1800\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"200\",\n                        \"payoff\": [\n                          \"200\",\n                   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           \"841 3125493463901/4398046511104\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"Outcome_D\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-1159 2738656666617/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-841 3125493463901/4398046511104\",\n                        \"payoff\": [\n                          \"841 3125493463901/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-1158 1272553047203/4398046511104\",\n                    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              \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"milestone\": 1,\n                    \"expectedValue\": -1159.6226984320658,\n                    \"p10\": -2200,\n                    \"p90\": -121,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"eb907bcf-c00a-679f-e7ed-51d0d6072c6e\",\n                        \"x\": 87,\n                        \"y\": -38.99999809265137,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 841.710654936461,\n                  \"p10\": 561,\n                  \"p90\": 1188,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Alternative_A\": -1000,\n                \"Alternative_B\": -2000,\n                \"Outcome_A\": 300,\n                \"Outcome_B\": 500,\n                \"Outcome_C\": 200,\n                \"Outcome_D\": 600,\n                \"Alternative_X\": 500,\n                \"Alternative_Y\": 1200\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 520.1877165145007,\n              \"p10\": 132,\n              \"p90\": 1067,\n              \"charts\": [\n                {\n                  \"nodeId\": \"9a95bd38-3fd3-f5ac-9b05-6c2b6023d0ac\",\n                  \"x\": -77,\n                  \"y\": 114,\n                  \"type\": \"distribution\",\n                  \"active\": true\n                }\n              ]\n            },\n            \"expectedValue\": -2000,\n            \"p10\": -3003,\n            \"p90\": -1001,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Alternative_A\": -1000,\n          \"Alternative_B\": -2000,\n          \"Outcome_A\": 300,\n          \"Outcome_B\": 500,\n          \"Outcome_C\": 200,\n          \"Outcome_D\": 600,\n          \"Alternative_X\": 500,\n          \"Alternative_Y\": 1200\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 465.61366634542475,\n        \"p10\": -561,\n        \"p90\": 1573,\n        \"charts\": [\n          {\n            \"nodeId\": \"ee2f7811-1bcb-0325-9811-805f580e9d20\",\n            \"x\": -143,\n            \"y\": 43,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"ee2f7811-1bcb-0325-9811-805f580e9d20\",\n            \"x\": 55,\n            \"y\": -95,\n            \"type\": \"bar\",\n            \"active\": false\n          },\n          {\n            \"nodeId\": \"ee2f7811-1bcb-0325-9811-805f580e9d20\",\n            \"x\": -143,\n            \"y\": 129,\n            \"type\": \"tornado\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Decision nodes \\nare points where \\ndecisions are made.\",\n        \"location\": {\n          \"x\": -113.993896484375,\n          \"y\": 151.46615934371948\n        }\n      },\n      {\n        \"value\": \"Chance nodes \\nare points where\\nuncertainty is \\nresolved.\",\n        \"location\": {\n          \"x\": 162.73875427246094,\n          \"y\": 32.376731872558594\n        }\n      },\n      {\n        \"value\": \"End nodes are points that return \\nthe payoff and probability for the \\nassociated branch in the tree. \",\n        \"location\": {\n          \"x\": 640.580810546875,\n          \"y\": -68.63452760378505\n        }\n      },\n      {\n        \"value\": \"Payoffs with uncertainty\",\n        \"location\": {\n          \"x\": 891.0538330078125,\n          \"y\": -41.283836364746094\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Alternative_A\",\n        \"value\": \"-1000\",\n        \"low\": -1500,\n        \"high\": -500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_B\",\n        \"value\": \"-2000\",\n        \"low\": -3000,\n        \"high\": -1000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_A\",\n        \"value\": \"300\",\n        \"low\": 100,\n        \"high\": 500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_B\",\n        \"value\": \"500\",\n        \"low\": 400,\n        \"high\": 900,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_C\",\n        \"value\": \"200\",\n        \"low\": 100,\n        \"high\": 300,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_D\",\n        \"value\": \"600\",\n        \"low\": 500,\n        \"high\": 1100,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_X\",\n        \"value\": \"500\",\n        \"low\": 300,\n        \"high\": 700,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_Y\",\n        \"value\": \"1200\",\n        \"low\": 700,\n        \"high\": 2200,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1641216304572,\n  \"savetime\": \"2022-02-11T15:06:47.419Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Uncertainties\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 500,\n      \"right\": 500,\n      \"top\": 250,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 205,\n      \"edgeSlantWidthMax\": 20\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"Pad 4\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"INFOCOST=-100\\nDEVX=20000\\nDEVXREV=25000\\n\",\n    \"expressionScope\": {\n      \"INFOCOST\": -100,\n      \"DEVX\": 20000,\n      \"DEVXREV\": 25000\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"27616 250075376401/274877906944\"\n            ],\n            \"payoff\": [\n              \"27617 2661102655/8589934592\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"20000\"\n            ],\n            \"payoff\": [\n              \"20000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"20000\"\n            ],\n            \"payoff\": [\n              \"20000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"30924 25023368991/34359738368\"\n            ],\n            \"payoff\": [\n              \"30924 25023368991/34359738368\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"19900\"\n            ],\n            \"payoff\": [\n              \"19900\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"20000\"\n            ],\n            \"payoff\": [\n              \"20000\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"20000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-20000\",\n            \"payoff\": [\n              \"20000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"27617 2661102655/8589934592\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"27617 2661102655/8589934592\",\n            \"payoff\": [\n              \"27617 2661102655/8589934592\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"20000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-20000\",\n            \"payoff\": [\n              \"20000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"27617 2661102655/8589934592\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"27617 2661102655/8589934592\",\n            \"payoff\": [\n              \"27617 2661102655/8589934592\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"-100\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 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            },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"20000\",\n                      \"0\"\n                    ],\n                    \"expected-value-maximization\": {\n                      \"probability\": 1\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": 1\n                    },\n                    \"min-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": 1\n                    }\n                  },\n                  \"name\": \"\",\n                  \"payoff\": [\n                    \"DEVX\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20000\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"20000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"20000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20000\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20000\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"20000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"-20000\",\n                        \"payoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"20000\",\n                        \"payoff\": [\n                          \"20000\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"-20000\",\n                        \"payoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"20000\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"20000\",\n                        \"payoff\": [\n                          \"20000\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"INFOCOST\": -100,\n                      \"DEVX\": 20000,\n                      \"DEVXREV\": 25000\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 626,\n                      \"y\": 239\n                    },\n                    \"type\": \"terminal\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 20000,\n                    \"p10\": 14948,\n                    \"p90\": 25048,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"b9ffdbf1-6ad5-47d1-0b57-c398e50dea14\",\n                        \"x\": 70.99989318847656,\n                        \"y\": -41.000288009643555,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 20000,\n                  \"p10\": 14948,\n                  \"p90\": 25048,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Develop\\nX\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"INFOCOST\": -100,\n                \"DEVX\": 20000,\n                \"DEVXREV\": 25000\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 421,\n                \"y\": 239\n              },\n              \"type\": \"decision\",\n              \"milestone\": 2,\n              \"expectedValue\": 20000,\n              \"p10\": 14948,\n              \"p90\": 25048\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Development\\nproject\\nX\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"INFOCOST\": -100,\n          \"DEVX\": 20000,\n          \"DEVXREV\": 25000\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 153.5\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 27616.909768919522,\n        \"p10\": 17878,\n        \"p90\": 40199,\n        \"charts\": [\n          {\n            \"nodeId\": \"7c4fdfb8-6b95-6bf5-1f81-e0e238a340e1\",\n            \"x\": -215.9987030029297,\n            \"y\": -39.000301361083984,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Optimal decision\",\n        \"location\": {\n          \"x\": 125.00055313110352,\n          \"y\": -25.000837802886963\n        }\n      },\n      {\n        \"value\": \"Suboptimal decision\",\n        \"location\": {\n          \"x\": 110.00054931640625,\n          \"y\": 305.99743843078613\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"INFOCOST\",\n        \"value\": \"-100\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"DEVX\",\n        \"value\": \"20000\",\n        \"low\": 15000,\n        \"high\": 25000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"DEVXREV\",\n        \"value\": \"25000\",\n        \"low\": 20000,\n        \"high\": 40000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","const chartsForInsightTutorialHtml = [\n    \"<p>This is the last of three introductory tutorials. When completed, you are ready to solve problems on your own.</p> <p><u>As in previous tutorials</u><br>Use your <strong>ARROW KEYS</strong> ← → on the keyboard to click through the tutorial.</p> <p>You can play around and tweak the tree as we go along, testing your own ideas and assumptions.</p> <p>Let's get started!</p>\",\n\n    \"<p><u>Tip</u><br>This and other tutorials are readily available under the Help menu.</p> <img src=\\\"/build/images/tutorial-images/help-menu-screenshot.png\\\" alt=\\\"\\\"> <br><br> <p><u>Mouse actions</u><br>You’ll find them under the mouse icon in the top left corner of the canvas.</p><img src=\\\"/build/images/tutorial-images/mouse-actions-2.png\\\" alt=\\\"\\\" style=\\\"width: 219px;\\\">\",\n\n    \"<i>Tutorial overview</i><p>1. In the previous tutorials, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also learned how the tree is calculated and when to use variables and distributions.</p> <p class='tutorial-text-opacity'>3. Now, we will focus on communicating results and insights using charts.</p>\",\n\n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorials, you learned the basics of building a decision tree.</p> <p>2. You also learned how the tree is calculated and when to use variables and distributions.</p> <p class='tutorial-text-opacity'>3. Now, we will focus on communicating results and insights using charts.</p>\",\n\n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorials, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also learned how the tree is calculated and when to use variables and distributions.</p> <p>3. Now, we will focus on communicating results and insights using charts.</p>\",\n\n    \"<i>Just a friendly reminder</i> <br> <p>The example we'll be using is from a previous tutorial.</p> <p>It involves a legal case with multiple claims and assesses the potential range of financial gain. </p> <p>The tree structure is displayed on the right.</p>\",\n\n    \"<p>In this example, we have three variables: MainClaimA, ClaimB, and ClaimC.</p> <p>These variables are interconnected in the tree and form the foundation for our calculations.</p> <p>Now, let's dive into the charts and explore them in more detail!</p>\",\n    \n    \"<p>We offer four types of charts in dNodes.io:</p> <p><i>1. Bar chart <br> 2. Waterfall <br> 3. Distribution <br> 4. Tornado</i></p> <p>Let's explore the uses and insights provided by each of these charts.</p>\",\n\n    \"<u>1. Bar chart</u> <br> <br> <img src=\\\"/build/images/tutorial-images/bar-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>Bar charts are used to visualize the relationship between value and probability.</p> <p>They can be displayed at any node of a decision tree.</p>\",\n\n    \"<u>1. Bar chart</u> <br> <br> <img src=\\\"/build/images/tutorial-images/bar-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>The grey bar represents the expected value ($84) of the selected node.</p> <p>This value is multiplied by a 32% chance to occur, resulting in the green bar.</p> <p>A wide grey bar with a narrow green bar indicates a high value with a low probability.</p>\",\n\n    \"<u>1. Bar chart</u> <br> <br> <img src=\\\"/build/images/tutorial-images/bar-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>By stacking these charts vertically, different expected values can be easily compared.</p> <p>The x-axis (horizontal axis) is automatically set and remains consistent across all bar charts, enabling visual comparison between nodes.</p>\",\n\n    \"<u>2. Waterfall</u> <br> <br> <img src=\\\"/build/images/tutorial-images/waterfall.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <br> <p>Waterfall diagrams illustrate the breakdown of payoffs that contribute to the expected value of the selected node. </p> <p>These diagrams are only displayed at the terminal nodes of the tree.</p>\",\n\n    \"<u>2. Waterfall</u> <br> <br> <img src=\\\"/build/images/tutorial-images/waterfall.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <br> <p>In the example above, the three green bars represent the payoffs associated with winning Claim A, Claim B, and Claim C, which collectively result in an expected value of $84 for the selected node.</p>\",\n\n    \"<u>2. Waterfall</u> <br> <br> <img src=\\\"/build/images/tutorial-images/waterfall-2.png\\\" alt=\\\"\\\" style=\\\"width: 300px;\\\"> <br> <br> <p>By hovering your mouse over each green bar, you can inspect the specific payoff reference. </p> <p>In this particular example, the first bar corresponds to the payoff ($51) defined by the variable \\\"MainClaimA\\\".</p>\",\n\n    \"<u>3. Distribution</u> <br> <br> <img src=\\\"/build/images/tutorial-images/distribution-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>The probability distribution helps in understanding uncertainty and indicates which values are more or less likely to occur.</p> <p>Distribution charts can be shown for any node in the tree, provided you have defined and connected relevant variables.</p>\",\n\n    \"<u>3. Distribution</u> <br> <br> <img src=\\\"/build/images/tutorial-images/distribution-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>In the example above, the $64 represents the expected value, which is the probability-weighted average of all possible outcomes.</p>\",\n\n    \"<u>3. Distribution</u> <br> <br> <img src=\\\"/build/images/tutorial-images/distribution-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>The $28 represents the low value, defined such that there is a 10% probability that the outcome is lower than this value.</p> <p>The $93 represents the high value, defined such that there is a 10% probability that the outcome is higher than this value.</p>\",\n\n    \"<u>3. Distribution</u> <br> <br> <img src=\\\"/build/images/tutorial-images/distribution-chart-2.png\\\" alt=\\\"\\\" style=\\\"width: 200px;\\\"> <br> <p>Similar to bar charts, you can stack distribution charts vertically to compare outcomes easily.</p> <p>The x-axis is automatically set and consistent across all distribution charts, enabling convenient visual comparison of different nodes in the tree.</p>\",\n\n    \"<u>4. Tornado</u> <br> <br> <img src=\\\"/build/images/tutorial-images/tornado.png\\\" alt=\\\"\\\" style=\\\"width: 220px;\\\"> <br> <p>The tornado diagram is used to identify the relative importance each variable has on the outcome.</p> <p>Tornado diagrams can be displayed for either the root or terminal nodes in the tree, as long as you have defined and connected relevant variables.</p>\",\n\n    \"<u>4. Tornado</u> <br> <br> <img src=\\\"/build/images/tutorial-images/tornado.png\\\" alt=\\\"\\\" style=\\\"width: 220px;\\\"> <br> <p>In the example above, the $64 represents the expected value of the selected node. </p> <p>Each bar in the tornado diagram has been constructed by changing the value of one variable at a time, from low to high.</p>\",\n\n    \"<u>4. Tornado</u> <br> <br> <img src=\\\"/build/images/tutorial-images/tornado.png\\\" alt=\\\"\\\" style=\\\"width: 220px;\\\"> <br> <p>Hovering your mouse over each bar reveals the impact each variable has on the outcome, in descending order.</p> <p>In this example, the variable \\\"MainClaimA\\\" has the most impact. It can potentially alter the expected outcome (the $64) down to $50 on the low side or up to $82 on the high side.</p>\",\n\n    \"<p>Combining charts allows us to draw important conclusions from this example:</p> <p>- The expected financial gain is $64. <br> - Winning MainClaimA leads to an expected financial gain ranging from $47 to $93, with an average of $71. <br> - Winning all claims has a 32% chance and an expected financial gain of $84. <br> - There is a 19% chance of winning MainClaimA but losing other claims, resulting in an expected financial gain of $51. <br> - The variable MainClaimA contributes the most to overall uncertainty.</p>\",\n\n    \"<p>That’s it - well done on finishing this tutorial!</p> <p>Feel free to revise your learnings by clicking on the previous tutorial.</p> <div class=\\\"tutorial-button-container\\\"><button id=\\\"previous-tutorial-button\\\" class=\\\"prev-tutorial-btn\\\">← PREVIOUS TUTORIAL</button></div> <br> <p>Alternatively, dive in and start exploring the tool on your own.</p> <p>Have fun!</p>\",\n];\n\nexport default chartsForInsightTutorialHtml;","const theBasicsTutorialHtml = [\n    \"<p>First time clicking around dNodes.io?</p> <p>No stress! We’re here to guide you through the basics.</p> <p>Use your <strong>ARROW KEYS</strong> ← → on the keyboard to click through the tutorial.</p> <p>Let’s get started!</p>\",\n    \n    \"<p><u>Tip</u><br>In the Help menu you’ll find more advanced tutorials for later.</p><img src=\\\"/build/images/tutorial-images/help-menu-screenshot.png\\\" alt=\\\"\\\"> <br><br> <p><u>Mouse actions</u><br>Open the mouse actions menu to see available mouse actions.</p><img src=\\\"/build/images/tutorial-images/mouse-actions.png\\\" alt=\\\"\\\">\",\n    \n    \"<p><i>Tutorial overview</i></p> <p>1. We’ll start by building the basic tree structure you see to the right.</p> <p class='tutorial-text-opacity'>2. We will add annotations and probabilities as we go along.</p> <p class='tutorial-text-opacity'>3. We'll play around with payoffs to see how the tree does its math.</p> <p class='tutorial-text-opacity'>4. And we’ll add a few charts and milestones for extra insight.</p>\",\n    \n    \"<p><i>Tutorial overview</i></p> <p  class='tutorial-text-opacity'>1. We’ll start by building the basic tree structure you see to the right.</p> <p>2. We will add annotations and probabilities as we go along.</p> <p class='tutorial-text-opacity'>3. We'll play around with payoffs to see how the tree does its math.</p> <p class='tutorial-text-opacity'>4. And we’ll add a few charts and milestones for extra insight.</p>\",\n    \n    \"<p><i>Tutorial overview</i></p> <p  class='tutorial-text-opacity'>1. We’ll start by building the basic tree structure you see to the right.</p> <p class='tutorial-text-opacity'>2. We will add annotations and probabilities as we go along.</p> <p>3. We'll play around with payoffs to see how the tree does its math.</p> <p class='tutorial-text-opacity'>4. And we’ll add a few charts and milestones for extra insight.</p>\",\n    \n    \"<p><i>Tutorial overview</i></p> <p  class='tutorial-text-opacity'>1. We’ll start by building the basic tree structure you see to the right.</p> <p class='tutorial-text-opacity'>2. We will add annotations and probabilities as we go along.</p> <p class='tutorial-text-opacity'>3. We'll play around with payoffs to see how the tree does its math.</p> <p>4. And we’ll add a few charts and milestones for extra insight.</>\",\n    \n    \"<p><u>Here's a cool tip</u><br>You can play around and tweak the tree at any step, testing your own ideas and assumptions!</p> <p>Did you notice? I just flipped the tree. Try it yourself by dragging a node to a new position.</p>\",\n    \n    \"<p>But first: A decision tree is built up from three basic elements.</p><p><img src=\\\"/build/images/tutorial-images/decision-node.png\\\" alt=\\\"\\\"><strong>Decision</strong> nodes are points where decisions are made.</p><p><img src=\\\"/build/images/tutorial-images/chance-node.png\\\" alt=\\\"\\\"><strong>Chance</strong> nodes are points where uncertainty is resolved.</p><p><img src=\\\"/build/images/tutorial-images/terminal-node.png\\\" alt=\\\"\\\"><strong>Terminal</strong> nodes are points that return the <strong>Payoff</strong>.</p><p><u>Note</u><br>The payoff can be profit, cost, time, distance, or another measure.</p>\",\n    \n    \"<p>So, what exactly is a decision tree?</p><p>Well, it's basically a visual way to show the structure of a problem.</p> <p class='tutorial-text-opacity'>Navigating a decision tree from left to right  is like a journey through time. Decision nodes are points in time where choices are made in the face of uncertainty. While chance nodes are points in time when those uncertainties are resolved.</p><p class='tutorial-text-opacity'>Often, a decision tree is linked to important project milestones as illustrated here. More on this later.</p>\",\n    \n    \"<p class='tutorial-text-opacity'>So, what exactly is a decision tree?</p><p class='tutorial-text-opacity'>Well, it's basically a visual way to show the structure of a problem.</p> <p>Navigating a decision tree from left to right  is like a journey through time. Decision nodes are points in time where choices are made in the face of uncertainty. While chance nodes are points in time when those uncertainties are resolved.</p><p class='tutorial-text-opacity'>Often, a decision tree is linked to important project milestones as illustrated here. More on this later.</p>\",\n    \n    \"<p class='tutorial-text-opacity'>So, what exactly is a decision tree?</p><p class='tutorial-text-opacity'>Well, it's basically a visual way to show the structure of a problem.</p class='tutorial-text-opacity'> <p class='tutorial-text-opacity'>Navigating a decision tree from left to right  is like a journey through time. Decision nodes are points in time where choices are made in the face of uncertainty. While chance nodes are points in time when those uncertainties are resolved.</p><p>Often, a decision tree is linked to important project milestones as illustrated here. More on this later.</p>\",\n    \n    \"<p>Let's explore three distinct scenarios utilising our basic modeling elements.</p><p class='tutorial-text-opacity'>1. Generic</p><p class='tutorial-text-opacity'>2. Tech</p><p class='tutorial-text-opacity'>3. Legal</p>\",\n    \n    \"<p class='tutorial-text-opacity'>Let's explore three distinct scenarios utilising our basic modeling elements.</p><p>1. In the first scenario, we've got a <strong>generic</strong> decision tree with two options, Alternative A or B, each with their own risks represented by Chance nodes. If you decide on Alternative A there is chance that Outcome A or B happens. If Outcome A happens, you have to decide between Alternative X and Y. Each path in the tree leads to a Payoff.</p>\",\n    \n    \"<p class='tutorial-text-opacity'>Let's explore three distinct scenarios utilising our basic modeling elements.</p><p>2. Moving on to the second scenario, it's a <strong>tech</strong> case. We're deciding whether to switch from a proven technology to an experimental one. R&D success with the experimental tech leads to investing in new facilities or adapting the old ones. Sticking with the proven tech means revising the marketing strategy to regain the otherwise declining market share.</p>\",\n    \n    \"<p class='tutorial-text-opacity'>Let's explore three distinct scenarios utilising our basic modeling elements.</p><p>3. Lastly, in the <strong>legal</strong> case scenario, picture yourself in a patent infringement situation. Do you take legal action or wait to see how your competitor fares in the market? Consider the costs, risks of litigation, and the competitor's potential success.</p>\",\n    \n    \"<p><u>Summary</u></p><p>The example trees showcase how the same problem structure can represent vastly different business problems. In this step, we’re displaying them on the same canvas so that you can easily inspect and compare their differences.</p><p>Make sure to scroll down.</p>\",\n    \n    \"<p>Now that we are familiar with the basic elements, we’re ready to start building a tree from the ground.</p><p>Add nodes by right-clicking on the canvas. Here we have added the root node for our tree.</p><img src=\\\"/build/images/tutorial-images/dropdown-canvas-small.png\\\" alt=\\\"\\\">\",\n\n    \"<p><u>Tip</u><br>Most trees start with a decision node.</p> <img height=65 src=\\\"/build/images/tutorial-images/decision-node-2.png\\\" alt=\\\"\\\"> <br><br> <p>At these points, the decision maker has control and must make choices.</p>\",\n\n    \"<p>To add a node to another node, right click on a node and select the node type you want to add.</p><img src=\\\"/build/images/tutorial-images/add-node-to-node.png\\\" alt=\\\"\\\">\",\n    \n    \"<p>We’ll keep adding to our tree one step at a time. We make sure to follow a logical order based on the problem at hand.</p><p><u>Just some friendly reminders</u><br>1. Each node can have as many branches as you need.<br> 2. If you hover over the symbol ‼️, it will help you identify any issues in your tree.<br>3. Try to keep your trees as simple as possible to start with. Don't worry, you can always add more details later on!</li></ol></p>\",\n    \n    \"<p>Alright, we've finished building the structure of the tree. It's time to add some annotations! Here’s how.</p> <p>1. Select a node and begin typing.</p> <p>OR</p> <p>2. Double-click on a node to open the node panel.</p><img src=\\\"/build/images/tutorial-images/node-panel-small.png\\\" alt=\\\"\\\">\",\n\n    \"<p><u>Quick tip</u><br>You can also click on the branches in the tree to add annotations directly to that branch.</p> <p>Adding annotations as you build the tree can be beneficial unless you have a clear mental picture of how the final tree will appear.</p>\",\n    \n    \"<p>Adjusting the probabilities in the chance nodes is the next step to completing your decision tree.</p> <p>I'm sure you've got the hang of how to do it by now.</p><img src=\\\"/build/images/tutorial-images/node-panel-probability.png\\\" alt=\\\"\\\">\",\n\n    \"<p><u>Just a heads-up</u><br>It’s only the chance node panel that contains probabilities.</p> <p><u>Remember</u><br>Ensure the probabilities add up to ONE. Any empty field will be calculated automatically.</p>\",\n    \n    \"<p>And lastly, let's add a payoff to one of the end nodes in our tree to see the magic happen!</p> <p>As you can see, by adding $100 to the upper branch of the tree (marked in blue), the expected value of our project (first node in the tree) is $70.</p> <p>Don’t worry, in the next step we will explain <strong>how it’s calculated.</strong></p><img src=\\\"/build/images/tutorial-images/alternative-x-payoff-100.png\\\" width=195 alt=\\\"\\\">\",\n    \n    \"<p>The tree is calculated from the right to the left (←) as each node is encountered.</p> <p>The value of a decision node <img src=\\\"/build/images/tutorial-images/decision-node.png\\\" alt=\\\"\\\"> is the highest value of the succeeding branches leading from that node.</p> <p>The value of each chance node <img src=\\\"/build/images/tutorial-images/chance-node.png\\\" alt=\\\"\\\"> is the sum of the values of the uncertain outcomes multiplied by their probabilities.</p>\",\n    \n    \"<p><u>Note</u><br>The value at the root node is often called the expected value. The probability-weighted value at a chance node is also called the expected value.</p><p>In statistics, the term \\\"mean\\\" is another way to refer to the expected value.</p><p>In finance, the term EMV (Expected Monetary Value) is commonly used.</p>\",\n    \n    \"<p>Here it is in symbol format, making it easy to follow along.</p> <div class=\\\"img-and-p-wrapper\\\"><img src=\\\"/build/images/tutorial-images/decision-node-c.png\\\" width=31 height=51.91 alt=\\\"\\\"><p class=\\\"p-without-margin\\\">C1 > C2, hence C = $100</p></div> <div class=\\\"img-and-p-wrapper\\\"><img src=\\\"/build/images/tutorial-images/chance-node-b.png\\\" width=31 height=44.3 alt=\\\"\\\"><p class=\\\"p-without-margin\\\">B1 x P(B1) + ... = $100 x 70% + $0 x 30% = $70</p></div> <p><i>Where, P(B1) = Probability for B1 to occur.</i></p> <div class=\\\"img-and-p-wrapper\\\"><img src=\\\"/build/images/tutorial-images/decision-node-a.png\\\" width=31 height=47.14 alt=\\\"\\\"><p class=\\\"p-without-margin\\\">A1 > A2, hence A = $70</p></div>\",\n    \n    \"<p>To make the tree more realistic, we’ve added a few more payoffs to various branches. </p> <p>By opening the Layout panel, you can turn off all other annotations to see clearly where the payoffs have been added.</p> <p>You locate the layout panel here:</p><img src=\\\"/build/images/tutorial-images/layout-menu.png\\\" alt=\\\"\\\">\",\n    \n    \"<p>Cool, let's switch those annotations back on!</p> <p><u>Just a heads up</u><br>The <strong>payoffs</strong> are in bold right under each branch of the tree. The <strong>expected values</strong> are right under each node. And the section of the tree highlighted in green represents the <strong>optimum path</strong>.</p>\\n</p>\",\n\n    \"<p><u>Don’t forget</u><br><i>Payoffs: what you put in.</i></p><p><i>Expected values: the math stuff.</i></p><p><i>Optimum path: the sequence of decisions and uncertain outcomes leading to the highest expected value at the root node.</i></p>\",\n    \n    \"<p>Almost done with this tutorial!</p> <p>But before we wrap up, let's add some charts for better visualization.</p> <p>Simply right-click on a node and select your preferred chart type.</p> <p><u>Tip</u><br>Click on the plus sign in the chart bar to enlarge it for better readability!</p><img height=130 src=\\\"/build/images/tutorial-images/bar-chart.png\\\" alt=\\\"\\\">\",\n    \n    \"<p>Milestones are also added to give a sense of time. They're there to help you visualize when important decisions need to be made or when uncertainties are resolved.</p><img height=240 src=\\\"/build/images/tutorial-images/milestone-menu.png\\\" alt=\\\"\\\">\",\n    \n    \"<p><u>Here's a quick summary of the tree</u></p> <p>Opting for Alternative A is the best decision to make.</p> <p>You can anticipate a payoff of $75, which is $35 more than Alternative B.</p> <p>The optimum path presents two potential outcomes:</p> <p>Payoff 1 = $150 with a 70% chance of occurring.</p> <p>Payoff 2 = -$100 with a 30% probability of occurring.</p>\",\n    \n    \"<p>That’s it - well done on finishing this tutorial!</p> <p>Feel free to keep learning by clicking on the next tutorial.</p><div class=\\\"tutorial-button-container\\\"><button id=\\\"next-tutorial-button\\\" class=\\\"next-tutorial-btn\\\">→ NEXT TUTORIAL</button></div> <br> <p>Alternatively, dive in and start exploring the tool on your own. You can revisit any of the tutorials whenever you like.</p><img src=\\\"/build/images/tutorial-images/help-menu-screenshot.png\\\" alt=\\\"\\\"><br><br><p>Have fun!</p>\"\n];\n\nexport default theBasicsTutorialHtml;","const variablesAndDistributionsTutorialHtml = [\n    \"<p>Ready to learn some powerful modelling techniques using variables and distributions?</p> <p><u>As in previous tutorials</u><br>Use your <strong>ARROW KEYS</strong> ← → on the keyboard to click through the tutorial.</p> <p>You can play around and tweak the tree as we go along, testing your own ideas and assumptions.</p> <p>Let's get started!</p>\",\n\n    \"<p><u>Tip</u><br>This and other tutorials are readily available under the Help menu.</p> <img src=\\\"/build/images/tutorial-images/help-menu-screenshot.png\\\" alt=\\\"\\\"> <br><br> <p><u>Mouse actions</u><br>You’ll find them under the mouse icon in the top left corner of the canvas.</p><img src=\\\"/build/images/tutorial-images/mouse-actions-2.png\\\" alt=\\\"\\\" style=\\\"width: 219px;\\\">\",\n\n    \"<i>Tutorial overview</i><p>1. In the <a href=\\\"#\\\" id=\\\"previous-tutorial-link\\\">previous tutorial</a>, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also gained an understanding of how the tree is calculated.</p> <p class='tutorial-text-opacity'>3. This tutorial will focus on simplifying large decision trees.</p> <p class='tutorial-text-opacity'>4. We will achieve this by defining variables and distributions.</p> <p class='tutorial-text-opacity'>5. This will help us perform advanced calculations easily.</p>\",\n    \n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorial, you learned the basics of building a decision tree.</p> <p>2. You also gained an understanding of how the tree is calculated.</p> <p class='tutorial-text-opacity'>3. This tutorial will focus on simplifying large decision trees.</p> <p class='tutorial-text-opacity'>4. We will achieve this by defining variables and distributions.</p> <p class='tutorial-text-opacity'>5. This will help us perform advanced calculations easily.</p>\",\n    \n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorial, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also gained an understanding of how the tree is calculated.</p> <p>3. This tutorial will focus on simplifying large decision trees.</p> <p class='tutorial-text-opacity'>4. We will achieve this by defining variables and distributions.</p> <p class='tutorial-text-opacity'>5. This will help us perform advanced calculations easily.</p>\",\n    \n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorial, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also gained an understanding of how the tree is calculated.</p> <p class='tutorial-text-opacity'>3. This tutorial will focus on simplifying large decision trees.</p> <p>4. We will achieve this by defining variables and distributions.</p> <p class='tutorial-text-opacity'>5. This will help us perform advanced calculations easily.</p>\",\n    \n    \"<i>Tutorial overview</i><p class='tutorial-text-opacity'>1. In the previous tutorial, you learned the basics of building a decision tree.</p> <p class='tutorial-text-opacity'>2. You also gained an understanding of how the tree is calculated.</p> <p class='tutorial-text-opacity'>3. This tutorial will focus on simplifying large decision trees.</p> <p class='tutorial-text-opacity'>4. We will achieve this by defining variables and distributions.</p> <p>5. This will help us perform advanced calculations easily.</p>\",\n\n    \"<p>It’s useful to keep the following in mind when working with uncertainties:</p> <p><i>Decision node = decision point where the decision maker is in control.</i></p> <p><i>Chance node = information point where uncertainty is resolved.</i></p> <p><i>Terminal node =  represents the remaining uncertainty.</i></p> <p>There are exceptions to this, but it serves as a good starting point for most situations.</p> <p>You can always break the rules later.</p>\",\n\n    \"<p>The simple tree in the previous step would typically be represented with three discrete outcomes: High, Base, and Low.</p> <p>However, this approach has limitations.</p> <p><i>Firstly</i>, it doesn't fully capture uncertainty in real-life situations.</p> <p><i>Secondly</i>, using distributions instead of discrete outcomes helps manage the size of the tree.</p>\",\n\n    \"<p>Let's apply distributions to a case you are familiar with from the Basic Tutorial.</p> <p><u>Tech case</u><br><i>We have to decide whether to switch from a proven technology to an experimental one. </i></p> <p><i>If the experimental tech is successful, we'll invest in new facilities or adapt the old ones.</i></p> <p><i>On the other hand, sticking with the proven tech means revising the marketing strategy to regain market share.</i></p>\",\n    \n    \"<p>We assume that the goal of the modeling is to determine which set of decisions maximises the economic value of the project and to gain a better understanding of the uncertainty involved.</p>\",\n\n    \"<p>We have <strong>2 information points</strong> in the tech case, X and Y. At these points, information is revealed. </p> <p><i>Point X</i><br>Here we will know the outcome of the experimental R&D program: Whether it is successful or not.</p> <p><i>Point Y</i><br>Here we will know the outcome of the Revised marketing strategy: Whether it will help to regain the lost market share or not. </p>\",\n\n    \"<p>We have <strong>5 points of remaining uncertainty</strong> in the tree, A, B, C, D and E.</p> <p><i>Point A, B and C</i><br>Experimental tech cases.</p> <p><i>Point D and E</i><br>Proven tech cases.</p>\",\n\n    \"<p>To estimate the project's economic value, we establish a cash flow model. This model is adapted to points A to E.</p> <p>At each point (A to E), we create base, low, and high scenarios.</p> <p>These scenarios form five triangular distributions that can be connected in the decision tree.</p> <p>All input in the example is in thousands of USD.</p>\",\n\n    \"<p>The variables and distributions are linked up by double-clicking on the relevant nodes or edges of the tree.</p> <p>In the input panel that appears, click inside the <strong>payoff</strong> input area and hit the <strong>spacebar</strong>.</p>\",\n\n    \"<p>A list of all your variables will appear for you to select from.</p>  <img src=\\\"/build/images/tutorial-images/payoff-menu.png\\\" alt=\\\"\\\" style=\\\"height: 160px;\\\"> <br><br> <p>Alternatively, just start writing the name of the variable you want to select and it will appear as you write.</p>\",\n\n    \"<p>As we link up each of the variables for Point A, B, C, D and E, the tree is being instantly calculated.</p> <p>Right-click on any terminal node and select “Distribution” to see the graph.</p> <img src=\\\"/build/images/tutorial-images/charts-menu.png\\\" alt=\\\"\\\" style=\\\"width: 150px;\\\"> <br><br> <p>Do you recognise the distributions we just defined inside the Variables module?</p>\",\n\n    \"<p>Now, we move to the very first node in the decision tree and right-click to display a distribution for this node as well.</p> <p><u>Tip</u><br>Click on the + or - sign in the top left corner of the graph window to adjust its size</p> <img src=\\\"/build/images/tutorial-images/distribution-chart.png\\\" alt=\\\"\\\" style=\\\"width: 230px;\\\">\",\n\n    \"<p>At the root node, the project's expected value is $143. This is calculated by weighing the values of outcomes A and C, which represent the optimum path. </p> <p>The Low value is -$48, with a 90% chance the project value is higher. The High value is $342, with a 10% chance the project value exceeds this amount.</p>\",\n\n    \"<p>There are many other useful ways to use distributions and decision trees than to calculate the expected economic value of a project. Here are three examples:</p> <p><strong>1) Project timeline</strong></p> <p><strong>2) Legal dispute</strong></p> <p><strong>3) Product demand</strong></p> <p>Let’s start with the project timeline.</p>\",\n\n    \"<p><strong>1) Project timeline</strong></p> <p><i>In project management, distributions can be used to estimate the <strong><u>total duration</u></strong> or cost of a project that involves various uncertain tasks or activities. By summing the distributions of individual task durations or costs, project managers can obtain a more accurate estimate of the overall project timeline or budget.</i></p> <p class='tutorial-text-opacity'>2) Legal dispute</p> <p class='tutorial-text-opacity'>3) Product demand</p>\",\n    \n    \"<p><strong>1) Project timeline</strong></p> <p><i>In project management, distributions can be used to estimate the total duration or cost of a project that involves various uncertain tasks or activities. By summing the distributions of <strong><u>individual task durations</strong></u> or costs, project managers can obtain a more accurate estimate of the overall project timeline or budget.</i></p> <p class='tutorial-text-opacity'>2) Legal dispute</p> <p class='tutorial-text-opacity'>3) Product demand</p>\",\n\n    \"<p class='tutorial-text-opacity'>1) Project timeline</p> <p><strong>2) Legal dispute</strong></p> <p><i>In the legal field, distributions can be applied to assess the potential <strong><u>range of financial gain</strong></u> in a legal case involving multiple claims. It can help legal professionals make more informed decisions during settlement negotiations or trial proceedings, ensuring fair and accurate outcomes for all parties involved in the case.</i></p> <p class='tutorial-text-opacity'>3) Product demand</p>\",\n    \n    \"<p class='tutorial-text-opacity'>1) Project timeline</p> <p><strong>2) Legal dispute</strong></p> <p><i>In the legal field, distributions can be applied to assess the potential range of financial gain in a legal case involving <strong><u>multiple claims</strong></u>. It can help legal professionals make more informed decisions during settlement negotiations or trial proceedings, ensuring fair and accurate outcomes for all parties involved in the case.</i></p> <p class='tutorial-text-opacity'>3) Product demand</p>\",\n\n    \"<p class='tutorial-text-opacity'>1) Project timeline</p> <p class='tutorial-text-opacity'>2) Legal dispute</p> <p><strong>3) Product demand</strong></p> <p><i>In supply chain management, distributions can be utilized to forecast the <strong><u>total demand</strong></u> for products across different locations. By summing the distributions of individual demand forecasts, supply chain planners can optimize inventory levels to meet customer needs.</i></p>\",\n    \n    \"<p class='tutorial-text-opacity'>1) Project timeline</p> <p class='tutorial-text-opacity'>2) Legal dispute</p> <p><strong>3) Product demand</strong></p> <p><i>In supply chain management, distributions can be utilized to forecast the total demand for products across different locations. By summing the distributions of <strong><u>individual demand</strong></u> forecasts, supply chain planners can optimize inventory levels to meet customer needs.</i></p>\",\n\n    \"<p>That’s it - well done on finishing this tutorial!</p> <p>Feel free to keep learning by clicking on the next tutorial.</p> <div class=\\\"tutorial-button-container\\\"><button id=\\\"previous-tutorial-button\\\" class=\\\"prev-tutorial-btn\\\">← PREVIOUS TUTORIAL</button> <button id=\\\"next-tutorial-button\\\" class=\\\"next-tutorial-btn\\\">→ NEXT TUTORIAL</button></div> <br> <p>Alternatively, dive in and start exploring the tool on your own.</p> <p>Have fun!</p>\"\n];\n\nexport default variablesAndDistributionsTutorialHtml;","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:14:30.664Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 1\",\n  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   ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"insight\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 415,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"for\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 213,\n                \"y\": 11\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Charts\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 11\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:36:54.866Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10 (5)\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"64 22211443580769/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 216.9999828338623,\n                                          \"y\": -40.00000762939453,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 374.99998474121094,\n                                          \"y\": -40.999996185302734,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 532.9999847412109,\n                                          \"y\": -52,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 375,\n                                          \"y\": -41,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 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130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                            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    \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 220\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 63.92408609680792,\n                                      \"p10\": 48.921336425546365,\n                                      \"p90\": 81.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": 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                                    \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n               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\"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    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\"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n  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0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Range of \\nfinancial gain\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 296\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 64.31564359774119,\n        \"p10\": 28,\n        \"p90\": 93,\n        \"charts\": [\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -73.99999618530273,\n            \"y\": -135,\n            \"type\": \"distribution\",\n            \"active\": false\n          },\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -72.99999415874481,\n            \"y\": 40,\n            \"type\": \"tornado\",\n            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     \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:47:46.058Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10 (5) (5)\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": 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 \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"64 22211443580769/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 216.9999828338623,\n                                          \"y\": -40.00000762939453,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 64.99998474121094,\n                                          \"y\": -38.99999809265137,\n                                          \"type\": \"waterfall\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 532.9999847412109,\n                                          \"y\": -52,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 65,\n                                          \"y\": -40,\n                                          \"type\": \"waterfall\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                    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\"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".90\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    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        \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 60.999982833862305,\n                                          \"y\": -41.0000057220459,\n                                          \"type\": \"distribution\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 64.99998474121094,\n                                          \"y\": -38.99999809265137,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 532.9999847412109,\n                                          \"y\": -52,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 61,\n                                          \"y\": -40,\n                                          \"type\": \"distribution\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 65,\n                                          \"y\": -40,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 220\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 63.92408609680792,\n                                      \"p10\": 48.921336425546365,\n                                      \"p90\": 81.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 60,\n                                          \"y\": -39.000003814697266,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 61,\n                                          \"y\": -40.00000190734863,\n                                          \"type\": \"distribution\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 65,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 65,\n                                          \"y\": -90,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            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                                     \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            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                \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                   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\"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 811,\n                      \"y\": 429\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 61,\n                        \"y\": -40,\n                        \"type\": \"bar\",\n                        \"active\": false\n                      },\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 61,\n       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\"name\": \"ClaimB\",\n        \"value\": \"20\",\n        \"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:50:26.126Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": 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\"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n   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\"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 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16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 216.9999828338623,\n                                          \"y\": -40.00000762939453,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 64.99998474121094,\n                                          \"y\": -38.99999809265137,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 56.99998474121094,\n                                          \"y\": -50,\n                                          \"type\": \"tornado\",\n                                          \"active\": true\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 121\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 65,\n     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                  ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 66\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                 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                                  ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n    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                           ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n         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\"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 253\n                                      },\n        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       \"active\": true\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n           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                      },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n  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          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n   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              \"probability\": \"1/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"No\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n           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           ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"All  claims \\nare lost\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 811,\n                      \"y\": 495\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 61,\n                        \"y\": -40,\n                        \"type\": \"bar\",\n                        \"active\": false\n                      },\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 221,\n                        \"y\": -40,\n                        \"type\": \"distribution\",\n                        \"active\": false\n                      },\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 67,\n                        \"y\": -42,\n                        \"type\": \"waterfall\",\n                        \"active\": false\n                      },\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 61,\n                        \"y\": -51.000000953674316,\n                        \"type\": \"tornado\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Basis for \\nterminating \\nthe contract\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"MainClaimA\": 43,\n                \"ClaimB\": 20,\n                \"ClaimC\": 14\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 341\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 64.31564359774121,\n              \"p10\": 28,\n              \"p90\": 93\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Range of \\nfinancial gain\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 341\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 64.31564359774119,\n        \"p10\": 28,\n        \"p90\": 93,\n        \"charts\": [\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -73.99999618530273,\n            \"y\": -135,\n            \"type\": \"distribution\",\n            \"active\": false\n          },\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -74.99999415874481,\n            \"y\": -364.9999771118164,\n            \"type\": \"tornado\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -81.9999942779541,\n            \"y\": -213,\n            \"type\": \"bar\",\n            \"active\": false\n 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\"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 105,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"64 22211443580769/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 53,\n                                          \"y\": -91.99999618530273,\n                                          \"type\": \"bar\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 211.9999828338623,\n                                          \"y\": -40.0000057220459,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 52.99998617172241,\n                                          \"y\": 2.0000057220458984,\n                                          \"type\": \"waterfall\",\n                                          \"active\": true\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 64.99998664855957,\n                                          \"y\": -50,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 116\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 68,\n                                          \"y\": -39,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 64.00000143051147,\n                                          \"y\": -40,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 64.99996948242188,\n                                          \"y\": -50,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 63.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n       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663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                     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\"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          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130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n           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       },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                   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\"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"All  claims \\nare lost\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 811,\n                      \"y\": 473\n                    },\n        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           },\n              \"type\": \"chance\",\n              \"expectedValue\": 64.31564359774121,\n              \"p10\": 28,\n              \"p90\": 93\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Range of \\nfinancial gain\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 326\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 64.31564359774119,\n        \"p10\": 28,\n        \"p90\": 93,\n        \"charts\": [\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -74.99999690055847,\n            \"y\": -136.00001525878906,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -72.99999370045407,\n            \"y\": 47.99996566772461,\n            \"type\": \"tornado\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -81.9999942779541,\n            \"y\": -213,\n            \"type\": \"bar\",\n            \"active\": false\n          }\n        ]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"MainClaimA\",\n        \"value\": \"43\",\n        \"low\": 36,\n        \"high\": 68,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimB\",\n        \"value\": \"20\",\n        \"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:19:50.866Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T11:13:56.553Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 275,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"PointA=148\\nPointB=163\\nPointC=-42\\nPointD=87\\nPointE=32\\n\",\n    \"expressionScope\": {\n      \"PointA\": 148,\n      \"PointB\": 163,\n      \"PointC\": -42,\n      \"PointD\": 87,\n      \"PointE\": 32\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"142 15246561238495/17592186044416\"\n            ],\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"payoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"payoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"payoff\": [\n         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2727199869269/27487790694400\"\n                  ],\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ]\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                   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                     \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"220 11728124029609/17592186044416\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": 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                    \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        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31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n           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],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n             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1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n 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\"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 135,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"64 22211443580769/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n          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\"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 686,\n                                        \"y\": 121\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": -75.99999618530273,\n                                          \"y\": 63,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 551,\n                                  \"y\": 66\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 686,\n                                        \"y\": 253\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 63.92408609680792,\n                                      \"p10\": 48.921336425546365,\n                                      \"p90\": 81.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 60,\n                                          \"y\": -39.000003814697266,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 219,\n                                          \"y\": -40.00000190734863,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 376,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 65,\n                                          \"y\": -90,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                           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\"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                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],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"All  claims \\nare lost\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n      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\"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 500,\n      \"right\": 500,\n      \"top\": 150,\n      \"bottom\": 250\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": 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 \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"64 22211443580767/70368744177664\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n            \"payoff\": [\n              \"83 16256694536103/17592186044416\"\n            ],\n     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2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"64 22211443580769/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 216.9999828338623,\n                                          \"y\": -40.00000762939453,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 374.99998474121094,\n                                          \"y\": -40.999996185302734,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 532.9999847412109,\n                                          \"y\": -52,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 375,\n                                          \"y\": -41,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 220\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 63.92408609680792,\n                                      \"p10\": 48.921336425546365,\n                                      \"p90\": 81.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 60,\n                                          \"y\": -39.000003814697266,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 219,\n                                          \"y\": -40.00000190734863,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 376,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 65,\n                                          \"y\": -90,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 315\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 50.78287103089173,\n                                      \"p10\": 36.236649627652014,\n                                      \"p90\": 68.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"83771ccc-ce71-6cec-f1f2-3157b5b95034\",\n                                          \"x\": 61,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"83771ccc-ce71-6cec-f1f2-3157b5b95034\",\n                                          \"x\": 219,\n                                          \"y\": -42.000003814697266,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"83771ccc-ce71-6cec-f1f2-3157b5b95034\",\n                                          \"x\": 376,\n                                          \"y\": -41.000003814697266,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"83771ccc-ce71-6cec-f1f2-3157b5b95034\",\n                                          \"x\": 65,\n                                          \"y\": -90,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 267.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 4.03196631346813,\n                                \"p10\": 0,\n                                \"p90\": 15\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Claim\\nB\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"MainClaimA\": 43,\n                            \"ClaimB\": 20,\n                            \"ClaimC\": 14\n                          },\n                          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       \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Main\\nclaim\\nA\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 163\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 70.69847584736453,\n                    \"p10\": 47.236649627652014,\n                    \"p90\": 93.23664962765201,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"7b65e73c-282e-91e3-b2b0-a351abbcb358\",\n                        \"x\": -76.00000238418579,\n                        \"y\": 44.999996185302734,\n                        \"type\": 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\"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"No\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n          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                    \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"All  claims \\nare lost\",\n                    \"code\": \"\",\n                    \"expressionScope\": 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\"type\": \"distribution\",\n                        \"active\": false\n                      },\n                      {\n                        \"nodeId\": \"a69c60dd-8147-e918-3395-b14cc714cd23\",\n                        \"x\": 379,\n                        \"y\": -40,\n                        \"type\": \"waterfall\",\n                        \"active\": false\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Basis for \\nterminating \\nthe contract\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"MainClaimA\": 43,\n                \"ClaimB\": 20,\n                \"ClaimC\": 14\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 296\n   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\"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:35:48.650Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10 (5)\",\n  \"description\": \"\",\n  \"format\": {\n 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\"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": 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\"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n            \"payoff\": [\n              \"63 2184012748173/4294967296000\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                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\"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"83 16256694536103/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"63 2184012748173/4294967296000\",\n                  \"payoff\": [\n                    \"63 2184012748173/4294967296000\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"70 383991157949/549755813888\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"83 16256694536103/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                        \"payoff\": [\n                          \"70 38826893300853/68719476736000\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"50 13772412824231/17592186044416\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 257719844392841/281474976710656\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\"\n                              ],\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"50 13772412824231/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33 19874253694977/140737488355328\"\n                              ],\n                              \"payoff\": [\n                                \"83 16256694536103/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 214991529768801/274877906944000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"70 38826893300853/68719476736000\",\n                              \"payoff\": [\n                                \"70 38826893300853/68719476736000\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 405292360077433/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33 19874253694977/140737488355328\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 642446968201219/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 160611742050305/281474976710656\",\n                                    \"payoff\": [\n                                      \"26 160611742050305/281474976710656\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 32513389072209/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"83 16256694536103/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B-C\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 83.924086096808,\n                                      \"p10\": 67.92133642554637,\n                                      \"p90\": 101.92133642554637,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 59,\n                                          \"y\": -39.999996185302734,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 216.9999828338623,\n                                          \"y\": -40.00000762939453,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 374.99998474121094,\n                                          \"y\": -40.999996185302734,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"e060c1f4-a939-1b01-44b1-537332dfa258\",\n                                          \"x\": 532.9999847412109,\n                                          \"y\": -52,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 27544825648461/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"70 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Wins A-B\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 70.7828710308917,\n                                      \"p10\": 55.236649627652014,\n                                      \"p90\": 88.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 59,\n                                          \"y\": -40,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 219,\n                                          \"y\": -41,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 375,\n                                          \"y\": -41,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"2880e625-a93b-7233-407f-ff0849bbfde6\",\n                                          \"x\": 533.9999694824219,\n                                          \"y\": -42,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.719943855780217,\n                                \"p10\": 0,\n                                \"p90\": 17,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"403493c5-b71a-86c1-1bc7-0469145c9ef3\",\n                                    \"x\": -73.99999332427979,\n                                    \"y\": -155,\n                                    \"type\": \"bar\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                        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                          \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"4 17995434677935/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 79497014779907/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                     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\"combinedPayoff\": \"3 663130078141441/703687441776640\",\n                                    \"payoff\": [\n                                      \"3 663130078141441/703687441776640\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 79497014779907/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n   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79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"63 130053556288825/140737488355328\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 79497014779907/562949953421312\",\n                                            \"0\"\n                                          ],\n      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\"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 376,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"waterfall\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"a1ae636e-b86e-f9e1-0586-7e35e9522cab\",\n                                          \"x\": 65,\n                                          \"y\": -90,\n                                          \"type\": \"tornado\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 13.14121506591619,\n                                    \"p10\": 7.684686797894351,\n                                    \"p90\": 17.68468679789435,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                          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\"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"50 13772412824231/17592186044416\",\n                                            \"0\"\n                                          ],\n           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false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 315\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 50.78287103089173,\n                                      \"p10\": 36.236649627652014,\n                                      \"p90\": 68.23664962765201,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"83771ccc-ce71-6cec-f1f2-3157b5b95034\",\n                                          \"x\": 61,\n                                          \"y\": -40.000003814697266,\n                                          \"type\": \"bar\",\n                                          \"active\": false\n                                        },\n                               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14\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 163\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 19.915604816472783,\n                          \"p10\": 0,\n                          \"p90\": 36,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"1e850abc-e685-4131-6c94-5669428f325d\",\n                              \"x\": -76.99999809265137,\n                              \"y\": -156,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 50.78287103089173,\n                        \"p10\": 36.236649627652014,\n                        \"p90\": 68.23664962765201,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Main\\nclaim\\nA\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 163\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 70.69847584736453,\n                    \"p10\": 47.236649627652014,\n                    \"p90\": 93.23664962765201,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"7b65e73c-282e-91e3-b2b0-a351abbcb358\",\n                        \"x\": -76.00000238418579,\n                        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        \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"No\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n               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\"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n 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\"location\": {\n                \"x\": 171,\n                \"y\": 296\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 64.31564359774121,\n              \"p10\": 28,\n              \"p90\": 93\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Range of \\nfinancial gain\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 296\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 64.31564359774119,\n        \"p10\": 28,\n        \"p90\": 93,\n        \"charts\": [\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -73.99999618530273,\n            \"y\": -135,\n 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{\n        \"name\": \"ClaimB\",\n        \"value\": \"20\",\n        \"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1717147542185,\n  \"savetime\": \"2024-06-05T12:31:51.662Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 520,\n      \"right\": 500,\n      \"top\": 250,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 105,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"58 49577598069649/140737488355328\"\n            ],\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"57 51441066624935/52776558133248\"\n            ],\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"43 19874253694977/140737488355328\"\n            ],\n            \"payoff\": [\n              \"43 19874253694977/140737488355328\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"80 13772412824231/17592186044416\"\n            ],\n            \"payoff\": [\n              \"80 13772412824231/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"43 19874253694977/140737488355328\"\n            ],\n            \"payoff\": [\n              \"43 19874253694977/140737488355328\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"80 13772412824231/17592186044416\"\n            ],\n            \"payoff\": [\n              \"80 13772412824231/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-57 51441066624935/52776558133248\",\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"57 51441066624935/52776558133248\",\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-57 51441066624935/52776558133248\",\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"57 51441066624935/52776558133248\",\n            \"payoff\": [\n              \"57 51441066624935/52776558133248\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"30\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              \"30\",\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"28 49577598069645/140737488355328\"\n                  ],\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"27 51441066624935/52776558133248\"\n                  ],\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"13 79497014779907/562949953421312\"\n                  ],\n                  \"payoff\": [\n                    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13772412824231/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"27 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-57 51441066624935/52776558133248\",\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"27 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"57 51441066624935/52776558133248\",\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"27 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-57 51441066624935/52776558133248\",\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"27 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"57 51441066624935/52776558133248\",\n                  \"payoff\": [\n                    \"57 51441066624935/52776558133248\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50 13772412824231/17592186044416\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/3\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"MainClaimA\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"80 55089651296923/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      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     \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-50 13772412824231/17592186044416\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"50 13772412824231/17592186044416\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-50 13772412824231/17592186044416\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"80 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"50 13772412824231/17592186044416\",\n                        \"payoff\": [\n                          \"50 13772412824231/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 80.78287103089171,\n                    \"p10\": 66.23664962765201,\n                    \"p90\": 98.23664962765201,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"da92370a-702b-f453-ade2-19b9f8e62487\",\n                        \"x\": 57,\n                        \"y\": -42,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      },\n    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     \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"ClaimB\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 116\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 46,\n                    \"p90\": 54,\n                    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\"nodeId\": \"9e792b1d-9be8-baef-0c4e-49ebdc061610\",\n                        \"x\": 213.99998474121094,\n                        \"y\": -41.000003814697266,\n                        \"type\": \"waterfall\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 20,\n                  \"p10\": 16,\n                  \"p90\": 24,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"13 79497014779907/562949953421312\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/3\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/3\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"ClaimC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"-13 79497014779907/562949953421312\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"43 19874253694977/140737488355328\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/3\",\n                        \"combinedPayoff\": \"13 79497014779907/562949953421312\",\n                        \"payoff\": [\n                          \"13 79497014779907/562949953421312\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 221\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 43.14121506591619,\n                    \"p10\": 37.68468679789435,\n                    \"p90\": 47.68468679789435,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"a111e74e-09e6-f21e-fdf0-6e20498695c6\",\n                        \"x\": 56,\n                        \"y\": -42.99999809265137,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      },\n                      {\n                        \"nodeId\": \"a111e74e-09e6-f21e-fdf0-6e20498695c6\",\n                        \"x\": 369.99998474121094,\n                        \"y\": -43,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      },\n                      {\n                        \"nodeId\": \"a111e74e-09e6-f21e-fdf0-6e20498695c6\",\n                        \"x\": 213.99998474121094,\n          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          {\n                  \"nodeId\": \"c2399cc8-d763-c6f4-f208-cc26100779fd\",\n                  \"x\": -73.99999904632568,\n                  \"y\": -106,\n                  \"type\": \"distribution\",\n                  \"active\": false\n                }\n              ]\n            },\n            \"expectedValue\": 30,\n            \"p10\": 30,\n            \"p90\": 30,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 116\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 58.35227002164823,\n        \"p10\": 40.68468679789435,\n        \"p90\": 87.68468679789436,\n        \"charts\": [\n          {\n            \"nodeId\": \"b09007a7-a9d3-ba27-22b7-4bd7fbc05ffb\",\n            \"x\": -75.9999942779541,\n            \"y\": -124,\n            \"type\": \"tornado\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b09007a7-a9d3-ba27-22b7-4bd7fbc05ffb\",\n            \"x\": -73.99999618530273,\n            \"y\": -106,\n            \"type\": \"distribution\",\n            \"active\": false\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"1. Bar chart\",\n        \"location\": {\n          \"x\": 391,\n          \"y\": -46\n        }\n      },\n      {\n        \"value\": \"2. Waterfall\",\n        \"location\": {\n          \"x\": 546,\n          \"y\": -46.33161544799805\n        }\n      },\n      {\n        \"value\": \"3. Distribution\",\n        \"location\": {\n          \"x\": 700,\n          \"y\": -46.33162307739258\n        }\n      },\n      {\n        \"value\": \"4. Tornado\",\n        \"location\": {\n          \"x\": -64,\n          \"y\": -20.331621170043945\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"MainClaimA\",\n        \"value\": \"43\",\n        \"low\": 36,\n        \"high\": 68,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimB\",\n        \"value\": \"20\",\n        \"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": 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\"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"1px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"1.5px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"Main Decision Point\",\n      \"Milestone 1\",\n      \"Milestone 2\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"Alternative_A=-1000\\nAlternative_B=-2000\\nOutcome_A=300\\nOutcome_B=500\\nOutcome_C=200\\nOutcome_D=600\\nAlternative_X=500\\nAlternative_Y=1200\\n\",\n    \"expressionScope\": {\n      \"Alternative_A\": -1000,\n      \"Alternative_B\": -2000,\n      \"Outcome_A\": 300,\n      \"Outcome_B\": 500,\n      \"Outcome_C\": 200,\n      \"Outcome_D\": 600,\n      \"Alternative_X\": 500,\n      \"Alternative_Y\": 1200\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": 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    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n       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            \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": 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             },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"started!\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Alternative_A\": -1000,\n                      \"Alternative_B\": -2000,\n                      \"Outcome_A\": 300,\n                      \"Outcome_B\": 500,\n                      \"Outcome_C\": 200,\n                      \"Outcome_D\": 600,\n                      \"Alternative_X\": 500,\n                      \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"get\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Alternative_A\": -1000,\n                \"Alternative_B\": -2000,\n                \"Outcome_A\": 300,\n                \"Outcome_B\": 500,\n                \"Outcome_C\": 200,\n                \"Outcome_D\": 600,\n                \"Alternative_X\": 500,\n                \"Alternative_Y\": 1200\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 11\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Let’s\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Alternative_A\": -1000,\n          \"Alternative_B\": -2000,\n          \"Outcome_A\": 300,\n          \"Outcome_B\": 500,\n          \"Outcome_C\": 200,\n          \"Outcome_D\": 600,\n          \"Alternative_X\": 500,\n          \"Alternative_Y\": 1200\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 11\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Alternative_A\",\n        \"value\": \"-1000\",\n        \"low\": -1500,\n        \"high\": -500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_B\",\n        \"value\": \"-2000\",\n        \"low\": -3000,\n        \"high\": -1000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_A\",\n        \"value\": \"300\",\n        \"low\": 100,\n        \"high\": 500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_B\",\n        \"value\": 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\"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"1px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"1.5px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"1st Milestone\",\n      \"2nd Milestone\",\n      \"3rd Milestone\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"Alternative_A=-1000\\nAlternative_B=-2000\\nOutcome_A=300\\nOutcome_B=500\\nOutcome_C=200\\nOutcome_D=600\\nAlternative_X=500\\nAlternative_Y=1200\\n\",\n    \"expressionScope\": {\n      \"Alternative_A\": -1000,\n      \"Alternative_B\": -2000,\n      \"Outcome_A\": 300,\n      \"Outcome_B\": 500,\n      \"Outcome_C\": 200,\n      \"Outcome_D\": 600,\n      \"Alternative_X\": 500,\n      \"Alternative_Y\": 1200\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            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\"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                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      \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n           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\"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Terminal node / Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Alternative_A\": -1000,\n                      \"Alternative_B\": -2000,\n                      \"Outcome_A\": 300,\n                      \"Outcome_B\": 500,\n                      \"Outcome_C\": 200,\n                      \"Outcome_D\": 600,\n                      \"Alternative_X\": 500,\n                      \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance node\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Alternative_A\": -1000,\n                \"Alternative_B\": -2000,\n                \"Outcome_A\": 300,\n                \"Outcome_B\": 500,\n                \"Outcome_C\": 200,\n                \"Outcome_D\": 600,\n                \"Alternative_X\": 500,\n                \"Alternative_Y\": 1200\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 11\n              },\n              \"type\": \"chance\",\n              \"milestone\": 2,\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision nodes\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Alternative_A\": -1000,\n          \"Alternative_B\": -2000,\n          \"Outcome_A\": 300,\n          \"Outcome_B\": 500,\n          \"Outcome_C\": 200,\n          \"Outcome_D\": 600,\n          \"Alternative_X\": 500,\n          \"Alternative_Y\": 1200\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 11\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Alternative_A\",\n        \"value\": \"-1000\",\n        \"low\": -1500,\n        \"high\": -500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_B\",\n        \"value\": \"-2000\",\n        \"low\": -3000,\n        \"high\": -1000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_A\",\n        \"value\": \"300\",\n        \"low\": 100,\n        \"high\": 500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_B\",\n        \"value\": \"500\",\n        \"low\": 400,\n        \"high\": 900,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_C\",\n        \"value\": \"200\",\n        \"low\": 100,\n        \"high\": 300,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_D\",\n        \"value\": \"600\",\n        \"low\": 500,\n        \"high\": 1100,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_X\",\n        \"value\": \"500\",\n        \"low\": 300,\n        \"high\": 700,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_Y\",\n        \"value\": \"1200\",\n        \"low\": 700,\n        \"high\": 2200,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:21:48.964Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:23:09.979Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Generic\\nscenario\",\n        \"location\": {\n          \"x\": 33.99813461303711,\n          \"y\": 15.003554344177246\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:26:19.533Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": 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       ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Experimential\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n           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true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Do nothing\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Successful\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Pull product\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Lower price\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Revised \\nstrategy\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Not successful\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Competitor\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Litigate\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Won\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": 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            \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Lost\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Court case\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Deal with\\npatent infringement\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Legal\\nscenario\",\n        \"location\": {\n          \"x\": 33.99813461303711,\n          \"y\": 15.003554344177246\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:37:10.333Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Altenative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      },\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Experimental\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 460.4\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 562.4\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 511.4\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 613.4\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 562.4\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n        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                   0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                       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  \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n             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    },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Do nothing\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n              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            \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Successful\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n     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          ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                  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              },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Pull product\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            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   \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 909.8\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Lower price\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 1011.8\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Revised \\nstrategy\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 960.8\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Not successful\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        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         \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 1062.8\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Competitor\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 1011.8\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Litigate\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n               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                 \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Won\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 1185.2\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Lost\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 1287.2\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Court case\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 1236.2\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Deal with\\npatent infringement\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 1124\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Generic\\nscenario\",\n        \"location\": {\n          \"x\": 33.99813461303711,\n          \"y\": 15.003554344177246\n        }\n      },\n      {\n        \"value\": \"Tech \\nscenario\",\n        \"location\": {\n          \"x\": 32.9981689453125,\n          \"y\": 461.99908447265625\n        }\n      },\n      {\n        \"value\": \"Legal \\nscenario\",\n        \"location\": {\n          \"x\": 35.998138427734375,\n          \"y\": 911.9806518554688\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": 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}\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:44:35.000Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    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 \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": 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\"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n           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      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n               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\"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:48:31.529Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n    \"SilverDecisions\": \"1.1.0\",\n    \"buildTimestamp\": 1669186055643,\n    \"savetime\": \"2024-03-02T11:48:31.529Z\",\n    \"lng\": \"en\",\n    \"viewMode\": \"criterion1\",\n    \"rule\": \"expected-value-maximization\",\n    \"title\": \"\",\n    \"description\": \"\",\n    \"format\": {\n      \"locales\": \"en\",\n      \"payoff1\": {\n        \"style\": \"currency\",\n        \"currency\": \"USD\",\n        \"currencyDisplay\": \"symbol\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      },\n      \"payoff2\": {\n        \"style\": \"percent\",\n        \"currency\": \"USD\",\n        \"currencyDisplay\": \"symbol\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      },\n      \"probability\": {\n        \"style\": \"percent\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      }\n    },\n    \"treeDesigner\": {\n      \"margin\": {\n        \"left\": 550,\n        \"right\": 500,\n        \"top\": 200,\n        \"bottom\": 100\n      },\n      \"scale\": 1,\n      \"lng\": \"en\",\n      \"layout\": {\n        \"type\": \"tree\",\n        \"nodeSize\": 22,\n        \"limitNodePositioning\": true,\n        \"limitTextPositioning\": false,\n        \"gridHeight\": 102,\n        \"gridWidth\": 260,\n        \"edgeSlantWidthMax\": 0\n      },\n      \"fontFamily\": \"sans-serif\",\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"normal\",\n      \"fontStyle\": \"normal\",\n      \"node\": {\n        \"strokeWidth\": \"2px\",\n        \"optimal\": {\n          \"stroke\": \"#006f00\",\n          \"strokeWidth\": \"2px\"\n        },\n        \"label\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        },\n        \"decision\": {\n          \"fill\": \"#ff7777\",\n          \"stroke\": \"#660000\",\n          \"selected\": {\n            \"fill\": \"#aa3333\"\n          }\n        },\n        \"chance\": {\n          \"fill\": \"#ffff44\",\n          \"stroke\": \"#666600\",\n          \"selected\": {\n            \"fill\": \"#aaaa00\"\n          }\n        },\n        \"terminal\": {\n          \"fill\": \"#44ff44\",\n          \"stroke\": \"black\",\n          \"selected\": {\n            \"fill\": \"#00aa00\"\n          },\n          \"payoff\": {\n            \"fontSize\": \"1em\",\n            \"color\": \"black\",\n            \"negativeColor\": \"#b60000\"\n          }\n        }\n      },\n      \"edge\": {\n        \"stroke\": \"#424242\",\n        \"strokeWidth\": \"1.5\",\n        \"optimal\": {\n          \"stroke\": \"#006f00\",\n          \"strokeWidth\": \"2.4\"\n        },\n        \"selected\": {\n          \"stroke\": \"#045ad1\",\n          \"strokeWidth\": \"3.5\"\n        },\n        \"label\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"back\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      },\n      \"probability\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"#0000d7\"\n      },\n      \"title\": {\n        \"fontSize\": \"16px\",\n        \"fontWeight\": \"bold\",\n        \"fontStyle\": \"normal\",\n        \"color\": \"#000000\",\n        \"margin\": {\n          \"top\": 15,\n          \"bottom\": 10\n        }\n      },\n      \"description\": {\n        \"show\": true,\n        \"fontSize\": \"12px\",\n        \"fontWeight\": \"bold\",\n        \"fontStyle\": \"normal\",\n        \"color\": \"#000000\",\n        \"margin\": {\n          \"top\": 5,\n          \"bottom\": 10\n        }\n      },\n      \"readOnly\": false,\n      \"disableAnimations\": false,\n      \"forceFullEdgeRedraw\": false,\n      \"hideLabels\": false,\n      \"hidePayoffs\": false,\n      \"hideProbabilities\": false,\n      \"hideCharts\": false,\n      \"hideTextboxes\": false,\n      \"hideMilestones\": false,\n      \"raw\": false,\n      \"payoffNames\": [\n        null,\n        null\n      ],\n      \"maxPayoffsToDisplay\": 1,\n      \"milestoneNames\": [\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\"\n      ]\n    },\n    \"data\": {\n      \"code\": \"\",\n      \"expressionScope\": {},\n      \"trees\": [\n        {\n          \"computed\": {\n            \"expected-value-maximization\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"expected-value-minimization\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"maxi-min\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"maxi-max\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"mini-min\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"mini-max\": {\n              \"childrenPayoff\": [\n                \"0\"\n              ],\n              \"payoff\": [\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"min-max\": {\n              \"childrenPayoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"combinedPayoff\": \"0\",\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"max-min\": {\n              \"childrenPayoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"combinedPayoff\": \"0\",\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"min-min\": {\n              \"childrenPayoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"combinedPayoff\": \"0\",\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"optimal\": true\n            },\n            \"max-max\": {\n              \"childrenPayoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"combinedPayoff\": \"0\",\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"optimal\": true\n            }\n          },\n          \"childEdges\": [\n            {\n              \"computed\": {\n                \"payoff\": [\n                  \"0\",\n                  \"0\"\n                ],\n                \"expected-value-maximization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                }\n              },\n              \"name\": \"Alternative A\",\n              \"payoff\": [\n                0,\n                0\n              ],\n              \"childNode\": {\n                \"computed\": {\n                  \"expected-value-maximization\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"expected-value-minimization\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"maxi-min\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"maxi-max\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"mini-min\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"mini-max\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"min-max\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"max-min\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"min-min\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"max-max\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  }\n                },\n                \"childEdges\": [\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"0\",\n                        \"0\"\n                      ],\n                      \"probability\": \"7/10\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"probability\": \"7/10\",\n                        \"optimal\": true\n                      }\n                    },\n                    \"name\": \"Outcome A\",\n                    \"probability\": \".7\",\n                    \"payoff\": [\n                      0,\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-max\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-min\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-max\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-max\": {\n                          \"childrenPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-min\": {\n                          \"childrenPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"childrenPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"childrenPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [\n                        {\n                          \"computed\": {\n                            \"payoff\": [\n                              \"0\",\n                              \"0\"\n                            ],\n                            \"expected-value-maximization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            }\n                          },\n                          \"name\": \"Alternative X\",\n                          \"payoff\": [\n                            0,\n                            0\n                          ],\n                          \"childNode\": {\n                            \"computed\": {\n                              \"expected-value-maximization\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"expected-value-minimization\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"maxi-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"maxi-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"mini-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"mini-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              }\n                            },\n                            \"childEdges\": [],\n                            \"name\": \"Payoff\",\n                            \"code\": \"\",\n                            \"expressionScope\": {},\n                            \"folded\": false,\n                            \"location\": {\n                              \"x\": 791,\n                              \"y\": 11\n                            },\n                            \"type\": \"terminal\",\n                            \"expectedValue\": 0,\n                            \"p10\": 0,\n                            \"p90\": 0\n                          },\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0,\n                          \"optimal\": true\n                        },\n                        {\n                          \"computed\": {\n                            \"payoff\": [\n                              \"0\",\n                              \"0\"\n                            ],\n                            \"expected-value-maximization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            }\n                          },\n                          \"name\": \"Alternative Y\",\n                          \"payoff\": [\n                            0,\n                            0\n                          ],\n                          \"childNode\": {\n                            \"computed\": {\n                              \"expected-value-maximization\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"expected-value-minimization\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"maxi-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"maxi-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"mini-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"mini-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"1/2\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              }\n                            },\n                            \"childEdges\": [],\n                            \"name\": \"Payoff\",\n                            \"code\": \"\",\n                            \"expressionScope\": {},\n                            \"folded\": false,\n                            \"location\": {\n                              \"x\": 791,\n                              \"y\": 113.00000000000001\n                            },\n                            \"type\": \"terminal\",\n                            \"expectedValue\": 0,\n                            \"p10\": 0,\n                            \"p90\": 0\n                          },\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0,\n                          \"optimal\": true\n                        }\n                      ],\n                      \"name\": \"Decision\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 62\n                      },\n                      \"type\": \"decision\",\n                      \"expectedValue\": 0,\n                      \"p10\": 0,\n                      \"p90\": 0\n                    },\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"optimal\": true\n                  },\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"0\",\n                        \"0\"\n                      ],\n                      \"probability\": \"3/10\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      }\n                    },\n                    \"name\": \"Outcome B\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      0,\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 164\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": 0,\n                      \"p10\": 0,\n                      \"p90\": 0\n                    },\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"optimal\": true\n                  }\n                ],\n                \"name\": \"Chance\",\n                \"code\": \"\",\n                \"expressionScope\": {},\n                \"folded\": false,\n                \"location\": {\n                  \"x\": 271,\n                  \"y\": 113.00000000000001\n                },\n                \"type\": \"chance\",\n                \"expectedValue\": 0,\n                \"p10\": 0,\n                \"p90\": 0\n              },\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0,\n              \"optimal\": true\n            },\n            {\n              \"computed\": {\n                \"payoff\": [\n                  \"0\",\n                  \"0\"\n                ],\n                \"expected-value-maximization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                }\n              },\n              \"name\": \"Alternative B\",\n              \"payoff\": [\n                0,\n                0\n              ],\n              \"childNode\": {\n                \"computed\": {\n                  \"expected-value-maximization\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"expected-value-minimization\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"maxi-min\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"maxi-max\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"mini-min\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"mini-max\": {\n                    \"childrenPayoff\": [\n                      \"0\"\n                    ],\n                    \"payoff\": [\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"min-max\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"max-min\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"min-min\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"max-max\": {\n                    \"childrenPayoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"0\",\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"optimal\": true\n                  }\n                },\n                \"childEdges\": [\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"0\",\n                        \"0\"\n                      ],\n                      \"probability\": \"1/2\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      }\n                    },\n                    \"name\": \"\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      0,\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 286.40000000000003\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": 0,\n                      \"p10\": 0,\n                      \"p90\": 0\n                    },\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"optimal\": true\n                  },\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"0\",\n                        \"0\"\n                      ],\n                      \"probability\": \"1/2\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0.5,\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"probability\": \"1/2\",\n                        \"optimal\": true\n                      }\n                    },\n                    \"name\": \"\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      0,\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"payoff\": [\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"1/2\",\n                          \"combinedPayoff\": \"0\",\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 388.40000000000003\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": 0,\n                      \"p10\": 0,\n                      \"p90\": 0\n                    },\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0,\n                    \"optimal\": true\n                  }\n                ],\n                \"name\": \"Chance\",\n                \"code\": \"\",\n                \"expressionScope\": {},\n                \"folded\": false,\n                \"location\": {\n                  \"x\": 271,\n                  \"y\": 337.40000000000003\n                },\n                \"type\": \"chance\",\n                \"expectedValue\": 0,\n                \"p10\": 0,\n                \"p90\": 0\n              },\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0,\n              \"optimal\": true\n            }\n          ],\n          \"name\": \"Decision\",\n          \"code\": \"\",\n          \"expressionScope\": {},\n          \"folded\": false,\n          \"location\": {\n            \"x\": 11,\n            \"y\": 225.20000000000002\n          },\n          \"type\": \"decision\",\n          \"expectedValue\": 0,\n          \"p10\": 0,\n          \"p90\": 0\n        }\n      ],\n      \"texts\": [],\n      \"payoffNames\": [],\n      \"defaultCriterion1Weight\": 1,\n      \"weightLowerBound\": 0,\n      \"weightUpperBound\": \"Infinity\"\n    },\n    \"sensitivityAnalysis\": {},\n    \"definitionsDialog\": {\n      \"valueList\": [\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        }\n      ]\n    }\n  }","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T14:10:54.488Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T14:14:33.625Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"70\"\n            ],\n            \"payoff\": [\n              \"70\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"100\"\n            ],\n            \"payoff\": [\n              \"100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"A1\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B1\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"C1\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"C2\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                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\"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B2\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n     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113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              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  \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n     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        },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                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70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1709814125003,\n  \"savetime\": \"2024-03-07T12:39:44.588Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"The Basics\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": true,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": true,\n    \"hideCharts\": true,\n    \"hideTextboxes\": true,\n    \"hideMilestones\": true,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"A1\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B1\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"C1\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"C2\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B2\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"-100\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100\n                  },\n                  \"expectedValue\": -100,\n                  \"p10\": -100,\n                  \"p90\": -100,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"B\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 75,\n              \"p10\": -100,\n              \"p90\": 150\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"A2\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"A\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": 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\"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n          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\"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                      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\"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      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\"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n     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      \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                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    \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n      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0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T14:18:31.540Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"A1\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B1\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"C1\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"C2\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B2\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"-100\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100\n                  },\n                  \"expectedValue\": -100,\n                  \"p10\": -100,\n                  \"p90\": -100,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"B\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 75,\n              \"p10\": -100,\n              \"p90\": 150\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"A2\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"A\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n    \"SilverDecisions\": \"1.1.0\",\n    \"buildTimestamp\": 1669186055643,\n    \"savetime\": \"2024-03-02T14:18:31.540Z\",\n    \"lng\": \"en\",\n    \"viewMode\": \"criterion1\",\n    \"rule\": \"expected-value-maximization\",\n    \"title\": \"\",\n    \"description\": \"\",\n    \"format\": {\n      \"locales\": \"en\",\n      \"payoff1\": {\n        \"style\": \"currency\",\n        \"currency\": \"USD\",\n        \"currencyDisplay\": \"symbol\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      },\n      \"payoff2\": {\n        \"style\": \"percent\",\n        \"currency\": \"USD\",\n        \"currencyDisplay\": \"symbol\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      },\n      \"probability\": {\n        \"style\": \"percent\",\n        \"minimumFractionDigits\": 0,\n        \"maximumFractionDigits\": 0,\n        \"useGrouping\": true\n      }\n    },\n    \"treeDesigner\": {\n      \"margin\": {\n        \"left\": 550,\n        \"right\": 500,\n        \"top\": 200,\n        \"bottom\": 100\n      },\n      \"scale\": 1,\n      \"lng\": \"en\",\n      \"layout\": {\n        \"type\": \"tree\",\n        \"nodeSize\": 22,\n        \"limitNodePositioning\": true,\n        \"limitTextPositioning\": false,\n        \"gridHeight\": 102,\n        \"gridWidth\": 260,\n        \"edgeSlantWidthMax\": 0\n      },\n      \"fontFamily\": \"sans-serif\",\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"normal\",\n      \"fontStyle\": \"normal\",\n      \"node\": {\n        \"strokeWidth\": \"2px\",\n        \"optimal\": {\n          \"stroke\": \"#006f00\",\n          \"strokeWidth\": \"2px\"\n        },\n        \"label\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        },\n        \"decision\": {\n          \"fill\": \"#ff7777\",\n          \"stroke\": \"#660000\",\n          \"selected\": {\n            \"fill\": \"#aa3333\"\n          }\n        },\n        \"chance\": {\n          \"fill\": \"#ffff44\",\n          \"stroke\": \"#666600\",\n          \"selected\": {\n            \"fill\": \"#aaaa00\"\n          }\n        },\n        \"terminal\": {\n          \"fill\": \"#44ff44\",\n          \"stroke\": \"black\",\n          \"selected\": {\n            \"fill\": \"#00aa00\"\n          },\n          \"payoff\": {\n            \"fontSize\": \"1em\",\n            \"color\": \"black\",\n            \"negativeColor\": \"#b60000\"\n          }\n        }\n      },\n      \"edge\": {\n        \"stroke\": \"#424242\",\n        \"strokeWidth\": \"1.5\",\n        \"optimal\": {\n          \"stroke\": \"#006f00\",\n          \"strokeWidth\": \"2.4\"\n        },\n        \"selected\": {\n          \"stroke\": \"#045ad1\",\n          \"strokeWidth\": \"3.5\"\n        },\n        \"label\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"back\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      },\n      \"probability\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"#0000d7\"\n      },\n      \"title\": {\n        \"fontSize\": \"16px\",\n        \"fontWeight\": \"bold\",\n        \"fontStyle\": \"normal\",\n        \"color\": \"#000000\",\n        \"margin\": {\n          \"top\": 15,\n          \"bottom\": 10\n        }\n      },\n      \"description\": {\n        \"show\": true,\n        \"fontSize\": \"12px\",\n        \"fontWeight\": \"bold\",\n        \"fontStyle\": \"normal\",\n        \"color\": \"#000000\",\n        \"margin\": {\n          \"top\": 5,\n          \"bottom\": 10\n        }\n      },\n      \"readOnly\": false,\n      \"disableAnimations\": false,\n      \"forceFullEdgeRedraw\": false,\n      \"hideLabels\": false,\n      \"hidePayoffs\": false,\n      \"hideProbabilities\": false,\n      \"hideCharts\": false,\n      \"hideTextboxes\": false,\n      \"hideMilestones\": false,\n      \"raw\": false,\n      \"payoffNames\": [\n        null,\n        null\n      ],\n      \"maxPayoffsToDisplay\": 1,\n      \"milestoneNames\": [\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\",\n        \"\"\n      ]\n    },\n    \"data\": {\n      \"code\": \"\",\n      \"expressionScope\": {},\n      \"trees\": [\n        {\n          \"computed\": {\n            \"expected-value-maximization\": {\n              \"childrenPayoff\": [\n                \"75\"\n              ],\n              \"payoff\": [\n                \"75\"\n              ],\n              \"optimal\": true\n            },\n            \"expected-value-minimization\": {\n              \"childrenPayoff\": [\n                \"5\"\n              ],\n              \"payoff\": [\n                \"5\"\n              ],\n              \"optimal\": true\n            },\n            \"maxi-min\": {\n              \"childrenPayoff\": [\n          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\"payoff\": [\n                \"75\",\n                \"0\"\n              ],\n              \"optimal\": true\n            }\n          },\n          \"childEdges\": [\n            {\n              \"computed\": {\n                \"payoff\": [\n                  \"0\",\n                  \"0\"\n                ],\n                \"expected-value-maximization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"maxi-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                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      \"name\": \"B1\",\n                    \"probability\": \".7\",\n                    \"payoff\": [\n                      \"50\",\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"childrenPayoff\": [\n                            \"100\"\n                          ],\n                          \"payoff\": [\n                            \"150\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"50\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"childrenPayoff\": [\n                            \"100\"\n                          ],\n                          \"payoff\": [\n                            \"150\"\n                          ]\n                        },\n                        \"maxi-max\": {\n                          \"childrenPayoff\": [\n                            \"100\"\n                          ],\n                          \"payoff\": [\n                            \"150\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-min\": {\n                          \"childrenPayoff\": [\n                            \"0\"\n                          ],\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"mini-max\": {\n                          \"childrenPayoff\": [\n                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       \"150\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"childrenPayoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"-50\",\n                          \"payoff\": [\n                            \"50\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"childrenPayoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"combinedPayoff\": \"150\",\n                          \"payoff\": [\n                            \"150\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [\n                        {\n                          \"computed\": {\n                            \"payoff\": [\n                              \"100\",\n                              \"0\"\n                            ],\n                            \"expected-value-maximization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"maxi-min\": {\n                              \"probability\": 1\n                            },\n                            \"maxi-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"probability\": 0\n                            },\n                            \"mini-max\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"min-max\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"max-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"max-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            }\n                          },\n                          \"name\": \"C1\",\n                          \"payoff\": [\n                            \"100\",\n                            0\n                          ],\n                          \"childNode\": {\n                            \"computed\": {\n                              \"expected-value-maximization\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"100\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"expected-value-minimization\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"100\"\n                                ]\n                              },\n                              \"maxi-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"100\"\n                                ]\n                              },\n                              \"maxi-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": \"1\",\n                                \"payoff\": [\n                                  \"100\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"mini-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"100\"\n                                ]\n                              },\n                              \"mini-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"100\"\n                                ]\n                              },\n                              \"min-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"combinedPayoff\": \"-100\",\n                                \"payoff\": [\n                                  \"100\",\n                                  \"0\"\n                                ]\n                              },\n                              \"max-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"100\",\n                                \"payoff\": [\n                                  \"100\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"combinedPayoff\": \"-100\",\n                                \"payoff\": [\n                                  \"100\",\n                                  \"0\"\n                                ]\n                              },\n                              \"max-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"150\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"100\",\n                                \"payoff\": [\n                                  \"100\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              }\n                            },\n                            \"childEdges\": [],\n                            \"name\": \"Payoff\",\n                            \"code\": \"\",\n                            \"expressionScope\": {},\n                            \"folded\": false,\n                            \"location\": {\n                              \"x\": 791,\n                              \"y\": 11\n                            },\n                            \"type\": \"terminal\",\n                            \"expectedValue\": 150,\n                            \"p10\": 150,\n                            \"p90\": 150\n                          },\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100,\n                          \"optimal\": true\n                        },\n                        {\n                          \"computed\": {\n                            \"payoff\": [\n                              \"0\",\n                              \"0\"\n                            ],\n                            \"expected-value-maximization\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"expected-value-minimization\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"probability\": 0\n                            },\n                            \"maxi-max\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"mini-min\": {\n                              \"probability\": 1\n                            },\n                            \"mini-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            },\n                            \"min-min\": {\n                              \"probability\": 1,\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"probability\": 0,\n                              \"optimal\": false\n                            }\n                          },\n                          \"name\": \"C2\",\n                          \"payoff\": [\n                            0,\n                            0\n                          ],\n                          \"childNode\": {\n                            \"computed\": {\n                              \"expected-value-maximization\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"0\"\n                                ]\n                              },\n                              \"expected-value-minimization\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"maxi-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"0\"\n                                ]\n                              },\n                              \"maxi-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"0\"\n                                ]\n                              },\n                              \"mini-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"payoff\": [\n                                  \"0\"\n                                ]\n                              },\n                              \"mini-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\"\n                                ],\n                                \"probabilityToEnter\": \"1\",\n                                \"payoff\": [\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"min-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ]\n                              },\n                              \"min-min\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": \"7/10\",\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"optimal\": true\n                              },\n                              \"max-max\": {\n                                \"aggregatedPayoff\": [\n                                  \"50\",\n                                  \"0\"\n                                ],\n                                \"probabilityToEnter\": 0,\n                                \"combinedPayoff\": \"0\",\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ]\n                              }\n                            },\n                            \"childEdges\": [],\n                            \"name\": \"Payoff\",\n                            \"code\": \"\",\n                            \"expressionScope\": {},\n                            \"folded\": false,\n                            \"location\": {\n                              \"x\": 791,\n                              \"y\": 113.00000000000001\n                            },\n                            \"type\": \"terminal\",\n                            \"expectedValue\": 50,\n                            \"p10\": 50,\n                            \"p90\": 50\n                          },\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0,\n                          \"optimal\": false\n                        }\n                      ],\n                      \"name\": \"C\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 62\n                      },\n                      \"type\": \"decision\",\n                      \"expectedValue\": 100,\n                      \"p10\": 100,\n                      \"p90\": 100\n                    },\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50,\n                    \"optimal\": true\n                  },\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"-100\",\n                        \"0\"\n                      ],\n                      \"probability\": \"3/10\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 1\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0,\n                        \"optimal\": false\n                      },\n                      \"mini-min\": {\n                        \"probability\": 1,\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0,\n                        \"optimal\": false\n                      },\n                      \"min-max\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"probability\": \"3/10\",\n                        \"optimal\": true\n                      }\n                    },\n                    \"name\": \"B2\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      \"-100\",\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"payoff\": [\n                            \"-100\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"payoff\": [\n                            \"-100\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"-100\"\n                          ]\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"-100\"\n                          ]\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": \"1\",\n                          \"payoff\": [\n                            \"-100\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"-100\"\n                          ]\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"100\",\n                          \"payoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"-100\",\n                          \"payoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"100\",\n                          \"payoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": \"3/10\",\n                          \"combinedPayoff\": \"-100\",\n                          \"payoff\": [\n                            \"-100\",\n                            \"0\"\n                          ],\n                          \"optimal\": true\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 164\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": -100,\n                      \"p10\": -100,\n                      \"p90\": -100\n                    },\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100,\n                    \"optimal\": true\n                  }\n                ],\n                \"name\": \"B\",\n                \"code\": \"\",\n                \"expressionScope\": {},\n                \"folded\": false,\n                \"location\": {\n                  \"x\": 271,\n                  \"y\": 113.00000000000001\n                },\n                \"type\": \"chance\",\n                \"expectedValue\": 75,\n                \"p10\": -100,\n                \"p90\": 150\n              },\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0,\n              \"optimal\": true\n            },\n            {\n              \"computed\": {\n                \"payoff\": [\n                  \"0\",\n                  \"0\"\n                ],\n                \"expected-value-maximization\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"expected-value-minimization\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"maxi-min\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"mini-min\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"mini-max\": {\n                  \"probability\": 1,\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"max-min\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"min-min\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                },\n                \"max-max\": {\n                  \"probability\": 0,\n                  \"optimal\": false\n                }\n              },\n              \"name\": \"A2\",\n              \"payoff\": [\n                0,\n                0\n              ],\n              \"childNode\": {\n                \"computed\": {\n                  \"expected-value-maximization\": {\n                    \"childrenPayoff\": [\n                      \"40\"\n                    ],\n                    \"payoff\": [\n                      \"40\"\n                    ]\n                  },\n                  \"expected-value-minimization\": {\n                    \"childrenPayoff\": [\n                      \"40\"\n                    ],\n                    \"payoff\": [\n                      \"40\"\n                    ]\n                  },\n                  \"maxi-min\": {\n                    \"childrenPayoff\": [\n                      \"30\"\n                    ],\n                    \"payoff\": [\n                      \"30\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"maxi-max\": {\n                    \"childrenPayoff\": [\n                      \"50\"\n                    ],\n                    \"payoff\": [\n                      \"50\"\n                    ]\n                  },\n                  \"mini-min\": {\n                    \"childrenPayoff\": [\n                      \"30\"\n                    ],\n                    \"payoff\": [\n                      \"30\"\n                    ]\n                  },\n                  \"mini-max\": {\n                    \"childrenPayoff\": [\n                      \"50\"\n                    ],\n                    \"payoff\": [\n                      \"50\"\n                    ],\n                    \"optimal\": true\n                  },\n                  \"min-max\": {\n                    \"childrenPayoff\": [\n                      \"40\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"-40\",\n                    \"payoff\": [\n                      \"40\",\n                      \"0\"\n                    ]\n                  },\n                  \"max-min\": {\n                    \"childrenPayoff\": [\n                      \"40\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"40\",\n                    \"payoff\": [\n                      \"40\",\n                      \"0\"\n                    ]\n                  },\n                  \"min-min\": {\n                    \"childrenPayoff\": [\n                      \"40\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"-40\",\n                    \"payoff\": [\n                      \"40\",\n                      \"0\"\n                    ]\n                  },\n                  \"max-max\": {\n                    \"childrenPayoff\": [\n                      \"40\",\n                      \"0\"\n                    ],\n                    \"combinedPayoff\": \"40\",\n                    \"payoff\": [\n                      \"40\",\n                      \"0\"\n                    ]\n                  }\n                },\n                \"childEdges\": [\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"50\",\n                        \"0\"\n                      ],\n                      \"probability\": \"1/2\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 0,\n                        \"optimal\": false\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 1\n                      },\n                      \"mini-min\": {\n                        \"probability\": 0\n                      },\n                      \"mini-max\": {\n                        \"probability\": 1,\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"max-min\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"min-min\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"max-max\": {\n                        \"probability\": \"1/2\"\n                      }\n                    },\n                    \"name\": \"\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      \"50\",\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"50\"\n                          ]\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"50\"\n                          ],\n                          \"probabilityToEnter\": \"1\",\n                          \"payoff\": [\n                            \"50\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"50\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"-50\",\n                          \"payoff\": [\n                            \"50\",\n                            \"0\"\n                          ]\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"50\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"50\",\n                          \"payoff\": [\n                            \"50\",\n                            \"0\"\n                          ]\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"50\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"-50\",\n                          \"payoff\": [\n                            \"50\",\n                            \"0\"\n                          ]\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"50\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"50\",\n                          \"payoff\": [\n                            \"50\",\n                            \"0\"\n                          ]\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 286.40000000000003\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": 50,\n                      \"p10\": 50,\n                      \"p90\": 50\n                    },\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50,\n                    \"optimal\": false\n                  },\n                  {\n                    \"computed\": {\n                      \"payoff\": [\n                        \"30\",\n                        \"0\"\n                      ],\n                      \"probability\": \"1/2\",\n                      \"expected-value-maximization\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"expected-value-minimization\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"maxi-min\": {\n                        \"probability\": 1,\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"probability\": 0\n                      },\n                      \"mini-min\": {\n                        \"probability\": 1\n                      },\n                      \"mini-max\": {\n                        \"probability\": 0,\n                        \"optimal\": false\n                      },\n                      \"min-max\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"max-min\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"min-min\": {\n                        \"probability\": \"1/2\"\n                      },\n                      \"max-max\": {\n                        \"probability\": \"1/2\"\n                      }\n                    },\n                    \"name\": \"\",\n                    \"probability\": \"#\",\n                    \"payoff\": [\n                      \"30\",\n                      0\n                    ],\n                    \"childNode\": {\n                      \"computed\": {\n                        \"expected-value-maximization\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"30\"\n                          ]\n                        },\n                        \"expected-value-minimization\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"30\"\n                          ]\n                        },\n                        \"maxi-min\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": \"1\",\n                          \"payoff\": [\n                            \"30\"\n                          ],\n                          \"optimal\": true\n                        },\n                        \"maxi-max\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"30\"\n                          ]\n                        },\n                        \"mini-min\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"30\"\n                          ]\n                        },\n                        \"mini-max\": {\n                          \"aggregatedPayoff\": [\n                            \"30\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"payoff\": [\n                            \"30\"\n                          ]\n                        },\n                        \"min-max\": {\n                          \"aggregatedPayoff\": [\n                            \"30\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"-30\",\n                          \"payoff\": [\n                            \"30\",\n                            \"0\"\n                          ]\n                        },\n                        \"max-min\": {\n                          \"aggregatedPayoff\": [\n                            \"30\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"30\",\n                          \"payoff\": [\n                            \"30\",\n                            \"0\"\n                          ]\n                        },\n                        \"min-min\": {\n                          \"aggregatedPayoff\": [\n                            \"30\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"-30\",\n                          \"payoff\": [\n                            \"30\",\n                            \"0\"\n                          ]\n                        },\n                        \"max-max\": {\n                          \"aggregatedPayoff\": [\n                            \"30\",\n                            \"0\"\n                          ],\n                          \"probabilityToEnter\": 0,\n                          \"combinedPayoff\": \"30\",\n                          \"payoff\": [\n                            \"30\",\n                            \"0\"\n                          ]\n                        }\n                      },\n                      \"childEdges\": [],\n                      \"name\": \"Payoff\",\n                      \"code\": \"\",\n                      \"expressionScope\": {},\n                      \"folded\": false,\n                      \"location\": {\n                        \"x\": 531,\n                        \"y\": 388.40000000000003\n                      },\n                      \"type\": \"terminal\",\n                      \"expectedValue\": 30,\n                      \"p10\": 30,\n                      \"p90\": 30\n                    },\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30,\n                    \"optimal\": false\n                  }\n                ],\n                \"name\": \"Chance\",\n                \"code\": \"\",\n                \"expressionScope\": {},\n                \"folded\": false,\n                \"location\": {\n                  \"x\": 271,\n                  \"y\": 337.40000000000003\n                },\n                \"type\": \"chance\",\n                \"expectedValue\": 40,\n                \"p10\": 30,\n                \"p90\": 50\n              },\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0,\n              \"optimal\": false\n            }\n          ],\n          \"name\": \"A\",\n          \"code\": \"\",\n          \"expressionScope\": {},\n          \"folded\": false,\n          \"location\": {\n            \"x\": 11,\n            \"y\": 225.20000000000002\n          },\n          \"type\": \"decision\",\n          \"expectedValue\": 75,\n          \"p10\": -100,\n          \"p90\": 150\n        }\n      ],\n      \"texts\": [],\n      \"payoffNames\": [],\n      \"defaultCriterion1Weight\": 1,\n      \"weightLowerBound\": 0,\n      \"weightUpperBound\": \"Infinity\"\n    },\n    \"sensitivityAnalysis\": {},\n    \"definitionsDialog\": {\n      \"valueList\": [\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        },\n        {\n          \"name\": null,\n          \"value\": \"\",\n          \"low\": null,\n          \"high\": null,\n          \"distribution\": \"constant\",\n          \"error\": \"\"\n        }\n      ]\n    }\n  }","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T14:58:53.495Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"A1\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B1\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"C1\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"dbd3aa2d-1df8-1991-d5d4-fa6805c0a2c6\",\n                              \"x\": 68.99984741210938,\n                              \"y\": -40.00055122375488,\n                              \"type\": \"bar\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"C2\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"B2\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"-100\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"25284c1b-15e0-dfb2-93af-83bd03a64def\",\n                        \"x\": 68.99984741210938,\n                        \"y\": -39.00056076049805,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": -100,\n                  \"p10\": -100,\n                  \"p90\": -100,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"B\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 75,\n              \"p10\": -100,\n              \"p90\": 150\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"A2\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"A\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T15:05:33.654Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"Today\",\n      \"1st Milestone\",\n      \"2nd Milestone\",\n      \"Project outcome\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff 1\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 4,\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"dbd3aa2d-1df8-1991-d5d4-fa6805c0a2c6\",\n                              \"x\": 68.99984741210938,\n                              \"y\": -40.00055122375488,\n                              \"type\": \"bar\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"-100\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff 2\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"25284c1b-15e0-dfb2-93af-83bd03a64def\",\n                        \"x\": 328.9972381591797,\n                        \"y\": 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\"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n    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           \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": 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},\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"9bcd3dc6-c956-58ec-e018-e9bcb7d43d1e\",\n                        \"x\": 57.999969482421875,\n                        \"y\": -39.00056076049805,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:18:50.765Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": 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\"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": 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       \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"70\",\n            \"payoff\": [\n              \"70\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"70\"\n                  ],\n                  \"payoff\": [\n                    \"70\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"100\"\n                  ],\n                  \"payoff\": [\n                    \"100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"70\",\n                  \"payoff\": [\n                    \"70\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 100,\n                          \"p10\": 100,\n                          \"p90\": 100\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1/2\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 0,\n                          \"p10\": 0,\n                          \"p90\": 0\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 70,\n              \"p10\": 0,\n              \"p90\": 100\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0.5\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0.5,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 70,\n        \"p10\": 0,\n        \"p90\": 100\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1709820968700,\n  \"savetime\": \"2024-03-07T14:23:25.996Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"The Basics\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"Today\",\n      \"1st milestone\",\n      \"2nd milestone\",\n      \"Project outcome\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 4,\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"3474ce08-df63-c706-fc1a-f42946fa9d62\",\n                              \"x\": 55.99998474121094,\n                              \"y\": -39.00056076049805,\n                              \"type\": \"bar\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 113.00000000000001\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"aa492603-2ca7-83fc-0dd9-a464fabfd62b\",\n                              \"x\": 55,\n                              \"y\": -95,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 62\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome B\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"-100\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 164\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"8869a892-a47d-4675-3fa9-90ce449a9a72\",\n                        \"x\": 315.99737548828125,\n                        \"y\": -41.00053596496582,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": -100,\n                  \"p10\": -100,\n                  \"p90\": -100,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 113.00000000000001\n              },\n              \"type\": \"chance\",\n              \"milestone\": 2,\n              \"expectedValue\": 75,\n              \"p10\": -100,\n              \"p90\": 150\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 286.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"3b779e9a-f0f3-8752-8874-3edb722583a6\",\n                        \"x\": 61.99992370605469,\n                        \"y\": -40.000545501708984,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 388.40000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"765c7a3d-949a-9536-1dcf-36b4066b9ecf\",\n                        \"x\": 61.99993896484375,\n                        \"y\": -39.00055694580078,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 337.40000000000003\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 225.20000000000002\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"$150 x 70% means that it is a\\n70% chance to have a payoff\\nof $150. Green means profit.\",\n        \"location\": {\n          \"x\": 850.9871215820312,\n          \"y\": 71.00345802307129\n        }\n      },\n      {\n        \"value\": \"-$100 x 30% means that it is a\\n30% chance to have a payoff\\nof -$100.Red means loss.\",\n        \"location\": {\n          \"x\": 852.9869995117188,\n          \"y\": 224.0017852783203\n        }\n      },\n      {\n        \"value\": \"These charts display the \\npayoff, but without\\nprobabilities since they are\\nnot part of the optimum path.\",\n        \"location\": {\n          \"x\": 596.9925537109375,\n          \"y\": 460.9991149902344\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710324417075,\n  \"savetime\": \"2024-03-13T10:23:48.385Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"The Basics\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"Today\",\n      \"1st milestone\",\n      \"2nd milestone\",\n      \"Project outcome\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"75\"\n            ],\n            \"payoff\": [\n              \"75\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"5\"\n            ],\n            \"payoff\": [\n              \"5\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"30\"\n            ],\n            \"payoff\": [\n              \"30\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"150\"\n            ],\n            \"payoff\": [\n              \"150\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-100\"\n            ],\n            \"payoff\": [\n              \"-100\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"50\"\n            ],\n            \"payoff\": [\n              \"50\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-5\",\n            \"payoff\": [\n              \"5\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"75\",\n            \"payoff\": [\n              \"75\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Alternative B\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"40\"\n                  ],\n                  \"payoff\": [\n                    \"40\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"30\"\n                  ],\n                  \"payoff\": [\n                    \"30\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"40\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"40\",\n                  \"payoff\": [\n                    \"40\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome C\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 50,\n                    \"p10\": 50,\n                    \"p90\": 50,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"3b779e9a-f0f3-8752-8874-3edb722583a6\",\n                        \"x\": 61.99992370605469,\n                        \"y\": -40.000545501708984,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"30\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Outcome D\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"30\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 113\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 30,\n                    \"p10\": 30,\n                    \"p90\": 30,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"765c7a3d-949a-9536-1dcf-36b4066b9ecf\",\n                        \"x\": 61.99993896484375,\n                        \"y\": -39.00055694580078,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 30,\n                  \"p10\": 30,\n                  \"p90\": 30,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 62.000000000000014\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 40,\n              \"p10\": 30,\n              \"p90\": 50\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Alternative A\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"75\"\n                  ],\n                  \"payoff\": [\n                    \"75\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"5\"\n                  ],\n                  \"payoff\": [\n                    \"5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"150\"\n                  ],\n                  \"payoff\": [\n                    \"150\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-100\"\n                  ],\n                  \"payoff\": [\n                    \"-100\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"50\"\n                  ],\n                  \"payoff\": [\n                    \"50\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-5\",\n                  \"payoff\": [\n                    \"5\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"75\",\n                  \"payoff\": [\n                    \"75\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"50\",\n                      \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Outcome A\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"50\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"100\"\n                        ],\n                        \"payoff\": [\n                          \"150\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"50\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-50\",\n                        \"payoff\": [\n                          \"50\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"100\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"150\",\n                        \"payoff\": [\n                          \"150\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"100\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Alternative X\",\n                        \"payoff\": [\n                          \"100\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"100\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"100\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"100\",\n                              \"payoff\": [\n                                \"100\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 184.4\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 4,\n                          \"expectedValue\": 150,\n                          \"p10\": 150,\n                          \"p90\": 150,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"3474ce08-df63-c706-fc1a-f42946fa9d62\",\n                              \"x\": 55.99998474121094,\n                              \"y\": -39.00056076049805,\n                              \"type\": \"bar\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 100,\n                        \"p10\": 100,\n                        \"p90\": 100,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Alternative Y\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"50\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Payoff\",\n                          \"code\": \"\",\n                          \"expressionScope\": {},\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 286.4\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 50,\n                          \"p10\": 50,\n                          \"p90\": 50,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"aa492603-2ca7-83fc-0dd9-a464fabfd62b\",\n                              \"x\": 55,\n                              \"y\": -95,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 235.4\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 100,\n                    \"p10\": 100,\n                    \"p90\": 100\n                  },\n                  \"expectedValue\": 50,\n                  \"p10\": 50,\n                  \"p90\": 50,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-100\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                 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\"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-100\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-100\"\n         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\"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-100\",\n                        \"payoff\": [\n                          \"-100\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 337.4\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -100,\n                    \"p10\": -100,\n                    \"p90\": -100,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"8869a892-a47d-4675-3fa9-90ce449a9a72\",\n                        \"x\": 315.99737548828125,\n                        \"y\": -41.00053596496582,\n                        \"type\": \"bar\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": -100,\n                  \"p10\": -100,\n                  \"p90\": -100,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 286.40000000000003\n              },\n              \"type\": \"chance\",\n              \"milestone\": 2,\n              \"expectedValue\": 75,\n              \"p10\": -100,\n              \"p90\": 150\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 174.20000000000002\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 75,\n        \"p10\": -100,\n        \"p90\": 150\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"$150 x 70% means that it is a\\n70% chance to have a payoff\\nof $150. Green means profit.\",\n        \"location\": {\n          \"x\": 847.9871215820312,\n          \"y\": 242.00346565246582\n        }\n      },\n      {\n        \"value\": \"-$100 x 30% means that it is a\\n30% chance to have a payoff\\nof -$100.Red means loss.\",\n        \"location\": {\n          \"x\": 847.9869995117188,\n          \"y\": 393.00177001953125\n        }\n      },\n      {\n        \"value\": \"These charts display the \\npayoff, but without\\nprobabilities since they are\\nnot part of the optimum path.\",\n        \"location\": {\n          \"x\": 591.9925537109375,\n          \"y\": -79.00088500976562\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1669186055643,\n  \"savetime\": \"2024-03-02T11:07:39.588Z\",\n  \"lng\": \"en\",\n  \"viewMode\": 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\"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": false,\n      \"gridHeight\": 102,\n      \"gridWidth\": 260,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"1px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"1.5px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"Main Decision Point\",\n      \"Milestone 1\",\n      \"Milestone 2\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"Alternative_A=-1000\\nAlternative_B=-2000\\nOutcome_A=300\\nOutcome_B=500\\nOutcome_C=200\\nOutcome_D=600\\nAlternative_X=500\\nAlternative_Y=1200\\n\",\n    \"expressionScope\": {\n      \"Alternative_A\": -1000,\n      \"Alternative_B\": -2000,\n      \"Outcome_A\": 300,\n      \"Outcome_B\": 500,\n      \"Outcome_C\": 200,\n      \"Outcome_D\": 600,\n      \"Alternative_X\": 500,\n      \"Alternative_Y\": 1200\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Terminal node / Payoff\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Alternative_A\": -1000,\n                      \"Alternative_B\": -2000,\n                      \"Outcome_A\": 300,\n                      \"Outcome_B\": 500,\n                      \"Outcome_C\": 200,\n                      \"Outcome_D\": 600,\n                      \"Alternative_X\": 500,\n                      \"Alternative_Y\": 1200\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 531,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance node\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Alternative_A\": -1000,\n                \"Alternative_B\": -2000,\n                \"Outcome_A\": 300,\n                \"Outcome_B\": 500,\n                \"Outcome_C\": 200,\n                \"Outcome_D\": 600,\n                \"Alternative_X\": 500,\n                \"Alternative_Y\": 1200\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 271,\n                \"y\": 11\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision nodes\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Alternative_A\": -1000,\n          \"Alternative_B\": -2000,\n          \"Outcome_A\": 300,\n          \"Outcome_B\": 500,\n          \"Outcome_C\": 200,\n          \"Outcome_D\": 600,\n          \"Alternative_X\": 500,\n          \"Alternative_Y\": 1200\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 11\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Alternative_A\",\n        \"value\": \"-1000\",\n        \"low\": -1500,\n        \"high\": -500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_B\",\n        \"value\": \"-2000\",\n        \"low\": -3000,\n        \"high\": -1000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_A\",\n        \"value\": \"300\",\n        \"low\": 100,\n        \"high\": 500,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_B\",\n        \"value\": \"500\",\n        \"low\": 400,\n        \"high\": 900,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_C\",\n        \"value\": \"200\",\n        \"low\": 100,\n        \"high\": 300,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Outcome_D\",\n        \"value\": \"600\",\n        \"low\": 500,\n        \"high\": 1100,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_X\",\n        \"value\": \"500\",\n        \"low\": 300,\n        \"high\": 700,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Alternative_Y\",\n        \"value\": \"1200\",\n        \"low\": 700,\n        \"high\": 2200,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T09:46:26.801Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 1\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"tree\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 102,\n      \"gridWidth\": 202,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"\",\n    \"expressionScope\": {},\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"distributions\",\n                    \"code\": \"\",\n                    \"expressionScope\": {},\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 415,\n                      \"y\": 11\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"and\",\n              \"code\": \"\",\n              \"expressionScope\": {},\n              \"folded\": false,\n              \"location\": {\n                \"x\": 213,\n                \"y\": 11\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Variables\",\n        \"code\": \"\",\n        \"expressionScope\": {},\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 11\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 0,\n        \"p10\": 0,\n        \"p90\": 0\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T11:14:49.256Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step10\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 275,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"PointA=148\\nPointB=163\\nPointC=-42\\nPointD=87\\nPointE=32\\n\",\n    \"expressionScope\": {\n      \"PointA\": 148,\n      \"PointB\": 163,\n      \"PointC\": -42,\n      \"PointD\": 87,\n      \"PointE\": 32\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"142 15246561238495/17592186044416\"\n            ],\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"payoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"payoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"payoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"91 31612194151/35184372088832\"\n            ],\n            \"payoff\": [\n              \"91 31612194151/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Experimental\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"142 7623280619247/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ],\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ]\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n              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\"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"220 11728124029609/17592186044416\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 286,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Declining market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointE\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"E\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 495\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 70.00000000000001,\n                    \"p10\": 24,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 70.00000000000001,\n                  \"p10\": 24,\n                  \"p90\": 128,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Revised \\nmarketing strategy,\\n(Y)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 561,\n                \"y\": 440\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Which tech?\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n        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\"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Tech evaluation\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    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\"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      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11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n     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8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                    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true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 791,\n                            \"y\": 11\n                          },\n 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},\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"0a0c8139-a6dc-b90e-3d7c-11571762476b\",\n                              \"x\": 69,\n                              \"y\": -39.99999809265137,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"\",\n                    \"code\": \"\",\n                    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23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        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\"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n             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{\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n   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],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 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],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"E\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 791,\n                      \"y\": 459.80000000000007\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 70.00000000000001,\n                    \"p10\": 24,\n                    \"p90\": 128,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"ddbcfef0-fd6c-e2be-05f5-0c22b755df94\",\n                        \"x\": 70,\n                        \"y\": -40.999996185302734,\n                        \"type\": \"distribution\",\n                        \"active\": false\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 70.00000000000001,\n                  \"p10\": 24,\n                  \"p90\": 128,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Revised \\nmarketing strategy,\\n(Y)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 531,\n                \"y\": 408.80000000000007\n              },\n              \"type\": \"chance\",\n              \"milestone\": 1,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n          \"PointB\": 163,\n          \"PointC\": -42,\n          \"PointD\": 87,\n          \"PointE\": 32\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 278.75\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 142.86666666666673,\n        \"p10\": -48,\n        \"p90\": 342,\n        \"charts\": [\n          {\n            \"nodeId\": \"6f130acc-ff9d-85e2-ba02-7d6870847a25\",\n            \"x\": -74.99999618530273,\n            \"y\": -232.96227836608887,\n            \"type\": \"distribution\",\n            \"active\": false\n          },\n          {\n            \"nodeId\": \"6f130acc-ff9d-85e2-ba02-7d6870847a25\",\n            \"x\": -75.00000381469727,\n            \"y\": 150,\n            \"type\": \"tornado\",\n            \"active\": false\n          },\n          {\n            \"nodeId\": \"6f130acc-ff9d-85e2-ba02-7d6870847a25\",\n            \"x\": 55,\n            \"y\": -95,\n            \"type\": \"bar\",\n            \"active\": false\n          }\n        ]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"PointA\",\n        \"value\": \"148\",\n        \"low\": 77,\n        \"high\": 340,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointB\",\n        \"value\": \"163\",\n        \"low\": 96,\n        \"high\": 211,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointC\",\n        \"value\": \"-42\",\n        \"low\": -68,\n        \"high\": -11,\n        \"distribution\": \"triangular\",\n 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\"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 240,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n      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\"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"142 15246561238495/17592186044416\"\n            ],\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"payoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n    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  ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 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       },\n              \"mini-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Experimental\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"142 7623280619247/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ],\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"220 11728124029609/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"150 8786228244987/8796093022208\"\n                  ]\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": 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             \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": 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{\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 731,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 1,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 731,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 491,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 731,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 251,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 731,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Declining market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointE\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n            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]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"PointA\",\n        \"value\": \"148\",\n        \"low\": 77,\n        \"high\": 340,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointB\",\n        \"value\": \"163\",\n        \"low\": 96,\n        \"high\": 211,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointC\",\n        \"value\": \"-42\",\n        \"low\": -68,\n        \"high\": -11,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointD\",\n        \"value\": \"87\",\n        \"low\": 54,\n        \"high\": 127,\n        \"distribution\": \"triangular\",\n   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\"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        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0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 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\"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 1,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 286,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Declining market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointE\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 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],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"E\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 495\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 70.00000000000001,\n                    \"p10\": 24,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 70.00000000000001,\n                  \"p10\": 24,\n                  \"p90\": 128,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Revised \\nmarketing strategy,\\n(Y)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 561,\n                \"y\": 440\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Which tech?\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n          \"PointB\": 163,\n          \"PointC\": -42,\n          \"PointD\": 87,\n          \"PointE\": 32\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 299.75\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 142.86666666666673,\n        \"p10\": -48,\n        \"p90\": 342,\n        \"charts\": [\n          {\n            \"nodeId\": \"a6d2a885-8076-0b80-b924-fa8e6fd1d57a\",\n            \"x\": -74.99999380111694,\n            \"y\": -243,\n            \"type\": \"distribution\",\n            \"active\": false\n          }\n        ]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  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  \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 275,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"PointA=148\\nPointB=163\\nPointC=-42\\nPointD=87\\nPointE=32\\n\",\n    \"expressionScope\": {\n      \"PointA\": 148,\n      \"PointB\": 163,\n      \"PointC\": -42,\n      \"PointD\": 87,\n      \"PointE\": 32\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"142 15246561238495/17592186044416\"\n            ],\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"payoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"payoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"payoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          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\"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Experimental\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"142 7623280619247/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ],\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\"\n        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4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-94 2727199869269/27487790694400\",\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n              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\"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      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                 },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"220 11728124029609/17592186044416\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                        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     ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 286,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Declining market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointE\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": 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},\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n 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1/70368744177664\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"E\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 495\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 70.00000000000001,\n                    \"p10\": 24,\n                    \"p90\": 128\n                  },\n                  \"expectedValue\": 70.00000000000001,\n                  \"p10\": 24,\n                  \"p90\": 128,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Revised \\nmarketing strategy,\\n(Y)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 561,\n                \"y\": 440\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Which tech?\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n          \"PointB\": 163,\n          \"PointC\": -42,\n          \"PointD\": 87,\n          \"PointE\": 32\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 299.75\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 142.86666666666673,\n        \"p10\": -48,\n        \"p90\": 342,\n        \"charts\": [\n          {\n            \"nodeId\": \"a6d2a885-8076-0b80-b924-fa8e6fd1d57a\",\n            \"x\": -74.99999380111694,\n            \"y\": -243,\n            \"type\": \"distribution\",\n            \"active\": false\n          }\n        ]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"PointA\",\n        \"value\": \"148\",\n        \"low\": 77,\n        \"high\": 340,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointB\",\n        \"value\": \"163\",\n        \"low\": 96,\n        \"high\": 211,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointC\",\n        \"value\": \"-42\",\n        \"low\": -68,\n        \"high\": -11,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointD\",\n        \"value\": \"87\",\n        \"low\": 54,\n        \"high\": 127,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointE\",\n        \"value\": \"32\",\n        \"low\": 15,\n        \"high\": 112,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:34:36.340Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step15 (2)\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 110,\n      \"gridWidth\": 275,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": false,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"PointA=148\\nPointB=163\\nPointC=-42\\nPointD=87\\nPointE=32\\n\",\n    \"expressionScope\": {\n      \"PointA\": 148,\n      \"PointB\": 163,\n      \"PointC\": -42,\n      \"PointD\": 87,\n      \"PointE\": 32\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"142 15246561238495/17592186044416\"\n            ],\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"payoff\": [\n              \"70 1/70368744177664\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"payoff\": [\n              \"220 11728124029609/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"payoff\": [\n              \"-38 23456248059221/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"91 31612194151/35184372088832\"\n            ],\n            \"payoff\": [\n              \"91 31612194151/35184372088832\"\n      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 }\n            },\n            \"name\": \"Experimental\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"142 7623280619247/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"142 4764550387029/5497558138880\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ],\n                  \"payoff\": [\n                    \"94 2727199869269/27487790694400\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-38 23456248059221/35184372088832\"\n                  ],\n  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         \"0\"\n                    ],\n                    \"probability\": \"7/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ],\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                        \"payoff\": [\n                          \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"220 11728124029609/17592186044416\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"ad7c0d1d-00e2-ab9a-f20d-fad417f1440f\",\n                              \"x\": 51,\n                              \"y\": -38.99999809265137,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"1ef06609-ca9d-d0d6-7c85-ff5bee870f04\",\n                              \"x\": 50,\n                              \"y\": -38,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"d27593c1-d0cb-30a3-2676-416dc8141dad\",\n                        \"x\": 50,\n                        \"y\": -41.000003814697266,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 286,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"816ce791-beb5-a1de-5aa5-426f96ed6f79\",\n                        \"x\": 51,\n                        \"y\": -38,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    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\"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 561,\n                \"y\": 440\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Which tech?\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n          \"PointB\": 163,\n          \"PointC\": -42,\n          \"PointD\": 87,\n          \"PointE\": 32\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 299.75\n        },\n        \"type\": 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\"error\": \"\"\n      },\n      {\n        \"name\": \"PointC\",\n        \"value\": \"-42\",\n        \"low\": -68,\n        \"high\": -11,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointD\",\n        \"value\": \"87\",\n        \"low\": 54,\n        \"high\": 127,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointE\",\n        \"value\": \"32\",\n        \"low\": 15,\n        \"high\": 112,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:35:39.012Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Step15 (2)\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": 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\"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"142 4764550387029/5497558138880\",\n            \"payoff\": [\n              \"142 4764550387029/5497558138880\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n            \"payoff\": [\n              \"80 4401998035373/8796093022208\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": 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\"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Success\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n             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      \"150 8786228244987/8796093022208\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                        \"payoff\": [\n                          \"220 11728124029609/17592186044416\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"220 11728124029609/17592186044416\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Invest in new\",\n                        \"payoff\": [\n                          \"PointA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/10\",\n                              \"combinedPayoff\": \"220 11728124029609/17592186044416\",\n                              \"payoff\": [\n                                \"220 11728124029609/17592186044416\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"A\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": null,\n                          \"expectedValue\": 220.66666666666657,\n                          \"p10\": 96,\n                          \"p90\": 368,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"ad7c0d1d-00e2-ab9a-f20d-fad417f1440f\",\n                              \"x\": 51,\n                              \"y\": -38.99999809265137,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 220.66666666666657,\n                        \"p10\": 96,\n                        \"p90\": 368,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"150 8786228244987/8796093022208\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Adapt old\",\n                        \"payoff\": [\n                          \"PointB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"150 8786228244987/8796093022208\",\n                              \"payoff\": [\n                                \"150 8786228244987/8796093022208\",\n                                \"0\"\n                              ]\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"PointA\": 148,\n                            \"PointB\": 163,\n                            \"PointC\": -42,\n                            \"PointD\": 87,\n                            \"PointE\": 32\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 836,\n                            \"y\": 121\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 150.99887850467292,\n                          \"p10\": 90,\n                          \"p90\": 208,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"1ef06609-ca9d-d0d6-7c85-ff5bee870f04\",\n                              \"x\": 50,\n                              \"y\": -38,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 150.99887850467292,\n                        \"p10\": 90,\n                        \"p90\": 208,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Production \\nfacility\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 561,\n                      \"y\": 66\n                    },\n                    \"type\": \"decision\",\n                    \"milestone\": null,\n                    \"expectedValue\": 220.66666666666657,\n                    \"p10\": 96,\n                    \"p90\": 368\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-38 23456248059221/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Failure\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"PointC\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"-38 23456248059221/35184372088832\",\n                        \"payoff\": [\n                          \"-38 23456248059221/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"C\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 253.00000000000003\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": -38.66666666666666,\n                    \"p10\": -68,\n                    \"p90\": -8,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"d27593c1-d0cb-30a3-2676-416dc8141dad\",\n                        \"x\": 50,\n                        \"y\": -41.000003814697266,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": -38.66666666666666,\n                  \"p10\": -68,\n                  \"p90\": -8,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"R&D \\noutcome,\\n(X)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 286,\n                \"y\": 159.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 142.86666666666667,\n              \"p10\": -48,\n              \"p90\": 342\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"Proven\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"80 35215984282983/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"70 1/70368744177664\"\n                  ],\n                  \"payoff\": [\n                    \"70 1/70368744177664\"\n                  ]\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"91 31612194151/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"80 4401998035373/8796093022208\",\n                  \"payoff\": [\n                    \"80 4401998035373/8796093022208\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"91 31612194151/35184372088832\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Regained market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointD\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 15806097075/17592186044416\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        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31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"91 31612194151/35184372088832\",\n                        \"payoff\": [\n                          \"91 31612194151/35184372088832\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"D\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 385.00000000000006\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 91.00089847259659,\n                    \"p10\": 54,\n                    \"p90\": 128,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"816ce791-beb5-a1de-5aa5-426f96ed6f79\",\n                        \"x\": 51,\n                        \"y\": -38,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 91.00089847259662,\n                  \"p10\": 54,\n                  \"p90\": 128,\n                  \"optimal\": false\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"70 1/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\"\n                    }\n                  },\n                  \"name\": \"Declining market share\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"PointE\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n         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  \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"70 1/70368744177664\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"combinedPayoff\": \"-70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"70 1/70368744177664\",\n                        \"payoff\": [\n                          \"70 1/70368744177664\",\n                          \"0\"\n                        ]\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"E\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"PointA\": 148,\n                      \"PointB\": 163,\n                      \"PointC\": -42,\n                      \"PointD\": 87,\n                      \"PointE\": 32\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 836,\n                      \"y\": 495\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 70.00000000000001,\n                    \"p10\": 24,\n                    \"p90\": 128,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"23b9b8d0-b5d9-c1cb-085e-1ab1653cbc49\",\n                        \"x\": 50,\n                        \"y\": -41,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 70.00000000000001,\n                  \"p10\": 24,\n                  \"p90\": 128,\n                  \"optimal\": false\n                }\n              ],\n              \"name\": \"Revised \\nmarketing strategy,\\n(Y)\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"PointA\": 148,\n                \"PointB\": 163,\n                \"PointC\": -42,\n                \"PointD\": 87,\n                \"PointE\": 32\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 561,\n                \"y\": 440\n              },\n              \"type\": \"chance\",\n              \"milestone\": null,\n              \"expectedValue\": 80.50044923629831,\n              \"p10\": 34,\n              \"p90\": 128\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Which tech?\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"PointA\": 148,\n          \"PointB\": 163,\n          \"PointC\": -42,\n          \"PointD\": 87,\n          \"PointE\": 32\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 299.75\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 142.86666666666673,\n        \"p10\": -48,\n        \"p90\": 342,\n        \"charts\": [\n          {\n            \"nodeId\": \"a6d2a885-8076-0b80-b924-fa8e6fd1d57a\",\n            \"x\": -73.99999380111694,\n            \"y\": -327.99998474121094,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"PointA\",\n        \"value\": \"148\",\n        \"low\": 77,\n        \"high\": 340,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointB\",\n        \"value\": \"163\",\n        \"low\": 96,\n        \"high\": 211,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointC\",\n        \"value\": \"-42\",\n        \"low\": -68,\n        \"high\": -11,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointD\",\n        \"value\": \"87\",\n        \"low\": 54,\n        \"high\": 127,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"PointE\",\n        \"value\": \"32\",\n        \"low\": 15,\n        \"high\": 112,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:46:33.823Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 3\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"decimal\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 20\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"TaskDurationA=42\\nTaskDurationB=38\\nTaskDurationC1=54\\nTaskDurationC2=67\\n\",\n    \"expressionScope\": {\n      \"TaskDurationA\": 42,\n      \"TaskDurationB\": 38,\n      \"TaskDurationC1\": 54,\n      \"TaskDurationC2\": 67\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"157 16419373641457/17592186044416\"\n            ],\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"payoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"payoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"payoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"payoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          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\"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"157 32838747282913/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"157 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                 ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"51 23456248059221/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"TaskDurationA\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"106 21110623253299/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\"\n                        ],\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"101 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"152 2932031007403/8796093022208\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"119 23456248059223/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"171 1/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"101 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"152 2932031007403/8796093022208\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"119 23456248059223/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"171 1/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"46 11728124029611/35184372088832\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"TaskDurationB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"60 18764998447377/70368744177664\"\n                              ],\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\"\n                              ],\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"54 11728124029611/17592186044416\"\n                              ],\n                              \"payoff\": [\n                                \"101 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"73 2932031007403/8796093022208\"\n                              ],\n                              \"payoff\": [\n                                \"119 23456248059223/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"54 11728124029611/17592186044416\"\n                              ],\n                              \"payoff\": [\n                                \"101 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"73 2932031007403/8796093022208\"\n                              ],\n                              \"payoff\": [\n                                \"119 23456248059223/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Simple solution\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"54 11728124029611/17592186044416\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"TaskDurationC1\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 5864062014807/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"TaskDurationA\": 42,\n                                        \"TaskDurationB\": 38,\n                                        \"TaskDurationC1\": 54,\n                                        \"TaskDurationC2\": 67\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 152.33333333333343,\n                                      \"p10\": 129,\n                                      \"p90\": 176\n                                    },\n                                    \"expectedValue\": 54.666666666666686,\n                                    \"p10\": 41,\n                                    \"p90\": 69,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Task C1\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"TaskDurationA\": 42,\n                                  \"TaskDurationB\": 38,\n                                  \"TaskDurationC1\": 54,\n                                  \"TaskDurationC2\": 67\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 11\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 54.666666666666686,\n                                \"p10\": 41,\n                                \"p90\": 69\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Complex solution\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"73 2932031007403/8796093022208\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"TaskDurationC2\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 5/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"TaskDurationA\": 42,\n                                        \"TaskDurationB\": 38,\n                                        \"TaskDurationC1\": 54,\n                                        \"TaskDurationC2\": 67\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 125\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 171.00000000000014,\n                                      \"p10\": 143,\n                                      \"p90\": 200\n                                    },\n                                    \"expectedValue\": 73.33333333333337,\n                                    \"p10\": 53,\n                                    \"p90\": 96,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Task C2\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"TaskDurationA\": 42,\n                                  \"TaskDurationB\": 38,\n                                  \"TaskDurationC1\": 54,\n                                  \"TaskDurationC2\": 67\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 125\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 73.33333333333337,\n                                \"p10\": 53,\n                                \"p90\": 96\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Risk\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"TaskDurationA\": 42,\n                            \"TaskDurationB\": 38,\n                            \"TaskDurationC1\": 54,\n                            \"TaskDurationC2\": 67\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 68\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 60.266666666666666,\n                          \"p10\": 43,\n                          \"p90\": 80\n                        },\n                        \"expectedValue\": 46.33333333333334,\n                        \"p10\": 33,\n                        \"p90\": 62,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Task B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"TaskDurationA\": 42,\n                      \"TaskDurationB\": 38,\n                      \"TaskDurationC1\": 54,\n                      \"TaskDurationC2\": 67\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 68\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 106.6,\n                    \"p10\": 84,\n                    \"p90\": 131\n                  },\n                  \"expectedValue\": 51.33333333333333,\n                  \"p10\": 39,\n                  \"p90\": 66,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Task A\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"TaskDurationA\": 42,\n                \"TaskDurationB\": 38,\n                \"TaskDurationC1\": 54,\n                \"TaskDurationC2\": 67\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 68\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 157.93333333333342,\n              \"p10\": 132,\n              \"p90\": 186\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Total duration\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"TaskDurationA\": 42,\n          \"TaskDurationB\": 38,\n          \"TaskDurationC1\": 54,\n          \"TaskDurationC2\": 67\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 68\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 157.93333333333345,\n        \"p10\": 132,\n        \"p90\": 186,\n        \"charts\": [\n          {\n            \"nodeId\": \"7da346b2-3058-2a66-cb46-8317f5c6395d\",\n            \"x\": -73.999995470047,\n            \"y\": 108,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"PROJECT TIMELINE\",\n        \"location\": {\n          \"x\": -60.99999165534973,\n          \"y\": -68.99826049804688\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"TaskDurationA\",\n        \"value\": \"42\",\n        \"low\": 37,\n        \"high\": 63,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationB\",\n        \"value\": \"38\",\n        \"low\": 31,\n        \"high\": 59,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationC1\",\n        \"value\": \"54\",\n        \"low\": 41,\n        \"high\": 68,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationC2\",\n        \"value\": \"67\",\n        \"low\": 51,\n        \"high\": 93,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:47:35.967Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 3\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"decimal\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 20\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"TaskDurationA=42\\nTaskDurationB=38\\nTaskDurationC1=54\\nTaskDurationC2=67\\n\",\n    \"expressionScope\": {\n      \"TaskDurationA\": 42,\n      \"TaskDurationB\": 38,\n      \"TaskDurationC1\": 54,\n      \"TaskDurationC2\": 67\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"157 16419373641457/17592186044416\"\n            ],\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"payoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"payoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"payoff\": [\n              \"152 2932031007403/8796093022208\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"payoff\": [\n              \"171 1/17592186044416\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n            \"payoff\": [\n              \"157 41048434103639/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"157 32838747282913/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\"\n                  ],\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"payoff\": [\n                    \"152 2932031007403/8796093022208\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"payoff\": [\n                    \"171 1/17592186044416\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                  \"payoff\": [\n                    \"157 41048434103639/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"51 23456248059221/70368744177664\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"TaskDurationA\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"106 21110623253299/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\"\n                        ],\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"101 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"152 2932031007403/8796093022208\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"119 23456248059223/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"171 1/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"101 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"152 2932031007403/8796093022208\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"119 23456248059223/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"171 1/17592186044416\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"106 13194139533313/21990232555520\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"157 41048434103639/43980465111040\",\n                        \"payoff\": [\n                          \"157 41048434103639/43980465111040\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"46 11728124029611/35184372088832\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"TaskDurationB\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"60 18764998447377/70368744177664\"\n                              ],\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\"\n                              ],\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"54 11728124029611/17592186044416\"\n                              ],\n                              \"payoff\": [\n                                \"101 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"73 2932031007403/8796093022208\"\n                              ],\n                              \"payoff\": [\n                                \"119 23456248059223/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"54 11728124029611/17592186044416\"\n                              ],\n                              \"payoff\": [\n                                \"101 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"73 2932031007403/8796093022208\"\n                              ],\n                              \"payoff\": [\n                                \"119 23456248059223/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"60 2932031007403/10995116277760\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"106 13194139533313/21990232555520\",\n                              \"payoff\": [\n                                \"106 13194139533313/21990232555520\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Simple solution\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ],\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                    \"payoff\": [\n                                      \"54 11728124029611/17592186044416\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"54 11728124029611/17592186044416\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"TaskDurationC1\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 5864062014807/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"152 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"54 11728124029611/17592186044416\",\n                                          \"payoff\": [\n                                            \"54 11728124029611/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"TaskDurationA\": 42,\n                                        \"TaskDurationB\": 38,\n                                        \"TaskDurationC1\": 54,\n                                        \"TaskDurationC2\": 67\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 152.33333333333343,\n                                      \"p10\": 129,\n                                      \"p90\": 176\n                                    },\n                                    \"expectedValue\": 54.666666666666686,\n                                    \"p10\": 41,\n                                    \"p90\": 69,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Task C1\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"TaskDurationA\": 42,\n                                  \"TaskDurationB\": 38,\n                                  \"TaskDurationC1\": 54,\n                                  \"TaskDurationC2\": 67\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 11\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 54.666666666666686,\n                                \"p10\": 41,\n                                \"p90\": 69\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Complex solution\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                    \"payoff\": [\n                                      \"73 2932031007403/8796093022208\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"73 2932031007403/8796093022208\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"TaskDurationC2\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 5/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"-73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"171 1/17592186044416\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"3/10\",\n                                          \"combinedPayoff\": \"73 2932031007403/8796093022208\",\n                                          \"payoff\": [\n                                            \"73 2932031007403/8796093022208\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"TaskDurationA\": 42,\n                                        \"TaskDurationB\": 38,\n                                        \"TaskDurationC1\": 54,\n                                        \"TaskDurationC2\": 67\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 125\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 171.00000000000014,\n                                      \"p10\": 143,\n                                      \"p90\": 200\n                                    },\n                                    \"expectedValue\": 73.33333333333337,\n                                    \"p10\": 53,\n                                    \"p90\": 96,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Task C2\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"TaskDurationA\": 42,\n                                  \"TaskDurationB\": 38,\n                                  \"TaskDurationC1\": 54,\n                                  \"TaskDurationC2\": 67\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 125\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 73.33333333333337,\n                                \"p10\": 53,\n                                \"p90\": 96\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Risk\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"TaskDurationA\": 42,\n                            \"TaskDurationB\": 38,\n                            \"TaskDurationC1\": 54,\n                            \"TaskDurationC2\": 67\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 68\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 60.266666666666666,\n                          \"p10\": 43,\n                          \"p90\": 80\n                        },\n                        \"expectedValue\": 46.33333333333334,\n                        \"p10\": 33,\n                        \"p90\": 62,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Task B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"TaskDurationA\": 42,\n                      \"TaskDurationB\": 38,\n                      \"TaskDurationC1\": 54,\n                      \"TaskDurationC2\": 67\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 68\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 106.6,\n                    \"p10\": 84,\n                    \"p90\": 131\n                  },\n                  \"expectedValue\": 51.33333333333333,\n                  \"p10\": 39,\n                  \"p90\": 66,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Task A\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"TaskDurationA\": 42,\n                \"TaskDurationB\": 38,\n                \"TaskDurationC1\": 54,\n                \"TaskDurationC2\": 67\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 68\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 157.93333333333342,\n              \"p10\": 132,\n              \"p90\": 186\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Total duration\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"TaskDurationA\": 42,\n          \"TaskDurationB\": 38,\n          \"TaskDurationC1\": 54,\n          \"TaskDurationC2\": 67\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 68\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 157.93333333333345,\n        \"p10\": 132,\n        \"p90\": 186,\n        \"charts\": [\n          {\n            \"nodeId\": \"7da346b2-3058-2a66-cb46-8317f5c6395d\",\n            \"x\": -73.999995470047,\n            \"y\": 108,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"PROJECT TIMELINE\",\n        \"location\": {\n          \"x\": -60.99999165534973,\n          \"y\": -68.99826049804688\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"TaskDurationA\",\n        \"value\": \"42\",\n        \"low\": 37,\n        \"high\": 63,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationB\",\n        \"value\": \"38\",\n        \"low\": 31,\n        \"high\": 59,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationC1\",\n        \"value\": \"54\",\n        \"low\": 41,\n        \"high\": 68,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"TaskDurationC2\",\n        \"value\": \"67\",\n        \"low\": 51,\n        \"high\": 93,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:49:11.907Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 2\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"66 24488322973827/70368744177664\"\n            ],\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"payoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"payoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"66 12244161486913/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"73 25332747903959/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"54 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"54 1/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"54 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"54 1/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"54 1/35184372088832\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 25332747903959/35184372088832\"\n                              ],\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\"\n                              ],\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"54 1/35184372088832\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33\"\n                              ],\n                              \"payoff\": [\n                                \"87 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"54 1/35184372088832\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33\"\n                              ],\n                              \"payoff\": [\n                                \"87 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 1/2\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 1/2\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 1/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Claimant wins \\none or more claims\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 87.00000000000001,\n                                      \"p10\": 70,\n                                      \"p90\": 106\n                                    },\n                                    \"expectedValue\": 13.000000000000002,\n                                    \"p10\": 8,\n                                    \"p90\": 18,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 74.00000000000001,\n                                      \"p10\": 58,\n                                      \"p90\": 93\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.500000000000001,\n                                \"p10\": 0,\n                                \"p90\": 16\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 506654958079181/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 1/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 1/562949953421312\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 1/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 220\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 67,\n                                      \"p10\": 51,\n                                      \"p90\": 86\n                                    },\n                                    \"expectedValue\": 13.000000000000002,\n                                    \"p10\": 8,\n                                    \"p90\": 18,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 315\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 54.000000000000014,\n                                      \"p10\": 39,\n                                      \"p90\": 73\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 267.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 3.9000000000000004,\n                                \"p10\": 0,\n                                \"p90\": 15\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Claim\\nB\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"MainClaimA\": 43,\n                            \"ClaimB\": 20,\n                            \"ClaimC\": 14\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 163\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 19.72,\n                          \"p10\": 0,\n                          \"p90\": 36\n                        },\n                        \"expectedValue\": 54.00000000000003,\n                        \"p10\": 39,\n                        \"p90\": 73,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Main\\nclaim\\nA\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 163\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 73.72,\n                    \"p10\": 50,\n                    \"p90\": 98,\n                    \"charts\": [\n                      {\n                        \"nodeId\": \"7b65e73c-282e-91e3-b2b0-a351abbcb358\",\n                        \"x\": -76.00000238418579,\n                        \"y\": 44.999996185302734,\n                        \"type\": \"distribution\",\n                        \"active\": true\n                      }\n                    ]\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"No\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Claimant\\nlooses\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"MainClaimA\": 43,\n                      \"ClaimB\": 20,\n                      \"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 811,\n                      \"y\": 429\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Basis for \\nterminating \\nthe contract\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"MainClaimA\": 43,\n                \"ClaimB\": 20,\n                \"ClaimC\": 14\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 296\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 66.34799999999998,\n              \"p10\": 31,\n              \"p90\": 96\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Range of \\nfinancial gain\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"MainClaimA\": 43,\n          \"ClaimB\": 20,\n          \"ClaimC\": 14\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 296\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 66.348,\n        \"p10\": 0,\n        \"p90\": 96,\n        \"charts\": [\n          {\n            \"nodeId\": \"6ca41f5b-5636-679e-6b55-d5d8998dae0a\",\n            \"x\": -76.99999618530273,\n            \"y\": 143.99998474121094,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"LEGAL DISPUTE\",\n        \"location\": {\n          \"x\": -53.99999415874481,\n          \"y\": 47.66838073730469\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"MainClaimA\",\n        \"value\": \"43\",\n        \"low\": 36,\n        \"high\": 68,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimB\",\n        \"value\": \"20\",\n        \"low\": 16,\n        \"high\": 24,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"ClaimC\",\n        \"value\": \"14\",\n        \"low\": 8,\n        \"high\": 18,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:50:04.460Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 2\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"MainClaimA=43\\nClaimB=20\\nClaimC=14\\n\",\n    \"expressionScope\": {\n      \"MainClaimA\": 43,\n      \"ClaimB\": 20,\n      \"ClaimC\": 14\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"66 24488322973827/70368744177664\"\n            ],\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"payoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"payoff\": [\n              \"87 1/35184372088832\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n            \"payoff\": [\n              \"66 15305201858643/43980465111040\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"66 12244161486913/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"payoff\": [\n                    \"87 1/35184372088832\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"66 15305201858643/43980465111040\",\n                  \"payoff\": [\n                    \"66 15305201858643/43980465111040\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"9/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"9/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Yes\",\n                  \"probability\": \".9\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"73 25332747903959/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"54 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"54 1/35184372088832\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"54 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"54 1/35184372088832\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"payoff\": [\n                          \"87 1/35184372088832\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                        \"payoff\": [\n                          \"73 3166593487995/4398046511104\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"54 1/35184372088832\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Wins\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"MainClaimA\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"19 25332747903959/35184372088832\"\n                              ],\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\"\n                              ],\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"54 1/35184372088832\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"33\"\n                              ],\n                              \"payoff\": [\n                                \"87 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"54 1/35184372088832\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"33\"\n                              ],\n                              \"payoff\": [\n                                \"87 1/35184372088832\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"19 18/25\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"73 3166593487995/4398046511104\",\n                              \"payoff\": [\n                                \"73 3166593487995/4398046511104\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"20\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Wins\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                \"ClaimB\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 1/2\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\"\n                                    ],\n                                    \"payoff\": [\n                                      \"26 1/2\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"20\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"33\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"6 562949953421313/1125899906842624\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"26 1/2\",\n                                    \"payoff\": [\n                                      \"26 1/2\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 1/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"-13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"87 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"Claimant wins \\none or more claims\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 87.00000000000001,\n                                      \"p10\": 70,\n                                      \"p90\": 106\n                                    },\n                                    \"expectedValue\": 13.000000000000002,\n                                    \"p10\": 8,\n                                    \"p90\": 18,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1/2\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 0,\n                                        \"optimal\": false\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1/2\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"payoff\": [\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"74 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"63/200\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 106\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 74.00000000000001,\n                                      \"p10\": 58,\n                                      \"p90\": 93\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 58.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 6.500000000000001,\n                                \"p10\": 0,\n                                \"p90\": 16\n                              },\n                              \"expectedValue\": 20,\n                              \"p10\": 16,\n                              \"p90\": 24,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Looses\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 506654958079181/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"13 1/562949953421312\"\n                                    ],\n                                    \"payoff\": [\n                                      \"13 1/562949953421312\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"0\"\n                                    ],\n                                    \"payoff\": [\n                                      \"0\"\n             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           \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"3 1266637395197953/1407374883553280\",\n                                    \"payoff\": [\n                                      \"3 1266637395197953/1407374883553280\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"13 1/562949953421312\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"3/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 0\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"3/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Wins\",\n                                    \"probability\": \".3\",\n                                    \"payoff\": [\n                                      \"ClaimC\",\n                                      0\n                           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                    \"probabilityToEnter\": \"81/1000\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                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1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"67 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"81/1000\",\n                                          \"combinedPayoff\": \"13 1/562949953421312\",\n                                          \"payoff\": [\n                                            \"13 1/562949953421312\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                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                   \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 220\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 67,\n                                      \"p10\": 51,\n                                      \"p90\": 86\n                                    },\n                                    \"expectedValue\": 13.000000000000002,\n                                    \"p10\": 8,\n                                    \"p90\": 18,\n                                    \"optimal\": true\n                                  },\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"0\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"7/10\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 0\n                         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                                     \"max-max\": {\n                                        \"probability\": \"7/10\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"Looses\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      0,\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/70368744177664\"\n                                          ],\n                                          \"probabilityToEnter\": 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                                       \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"0\"\n                                          ]\n                                        },\n                                        \"min-max\": {\n                                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\"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"54 1/35184372088832\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"189/1000\",\n                                          \"combinedPayoff\": \"0\",\n                                          \"payoff\": [\n                                            \"0\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"MainClaimA\": 43,\n                                        \"ClaimB\": 20,\n                                        \"ClaimC\": 14\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 315\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 54.000000000000014,\n                                      \"p10\": 39,\n                                      \"p90\": 73\n                                    },\n                                    \"expectedValue\": 0,\n                                    \"p10\": 0,\n                                    \"p90\": 0,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Claim \\nC\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"MainClaimA\": 43,\n                                  \"ClaimB\": 20,\n                                  \"ClaimC\": 14\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 267.5\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 3.9000000000000004,\n                                \"p10\": 0,\n                                \"p90\": 15\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Claim\\nB\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"MainClaimA\": 43,\n                            \"ClaimB\": 20,\n                            \"ClaimC\": 14\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 163\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 19.72,\n                          \"p10\": 0,\n      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\"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"No\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    0,\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n             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\"ClaimC\": 14\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 811,\n                      \"y\": 429\n                    },\n                    \"type\": \"terminal\",\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Basis for \\nterminating \\nthe contract\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"MainClaimA\": 43,\n                \"ClaimB\": 20,\n                \"ClaimC\": 14\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 296\n              },\n              \"type\": \"chance\",\n  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    \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"Europe=745000\\nNorthAmerica=865000\\nAsia=300000\\n\",\n    \"expressionScope\": {\n      \"Europe\": 745000,\n      \"NorthAmerica\": 865000,\n      \"Asia\": 300000\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"1996192 1345397133/4294967296\"\n            ],\n            \"payoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"payoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"payoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"1996192 1345397125/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"813595 2516910677/8589934592\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"Europe\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"1182597 86941801/4294967296\"\n                        ],\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"973117 7045831277/8589934592\"\n                        ],\n                        \"payoff\": [\n                          \"1786713 486403681/4294967296\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"1273117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"2086713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"973117 7045831277/8589934592\"\n                        ],\n                        \"payoff\": [\n                          \"1786713 486403681/4294967296\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"1273117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"2086713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"973117 7045831277/8589934592\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"NorthAmerica\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"210000\"\n                              ],\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"210000\"\n                              ],\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"973117 7045831277/8589934592\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"300000\"\n                              ],\n                              \"payoff\": [\n                                \"1273117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"973117 7045831277/8589934592\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"300000\"\n                              ],\n                              \"payoff\": [\n                                \"1273117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Yes\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"300000\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"Asia\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2085969 121600919/1073741824\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"Europe\": 745000,\n                                        \"NorthAmerica\": 865000,\n                                        \"Asia\": 300000\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 2085969.113249681,\n                                      \"p10\": 1728136,\n                                      \"p90\": 2458752,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 300000,\n                                    \"p10\": 196808,\n                                    \"p90\": 401704,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Asia\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"Europe\": 745000,\n                                  \"NorthAmerica\": 865000,\n                                  \"Asia\": 300000\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 11\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 300000,\n                                \"p10\": 196808,\n                                \"p90\": 401704\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"No\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403677/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"1\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"1\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [],\n                                \"name\": \"\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"Europe\": 745000,\n                                  \"NorthAmerica\": 865000,\n                                  \"Asia\": 300000\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 811,\n                                  \"y\": 125\n                                },\n                                \"type\": \"terminal\",\n                                \"expectedValue\": 1786713.1132496812,\n                                \"p10\": 1442360,\n                                \"p90\": 2146016\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Ready to \\nlaunch in Asia\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"Europe\": 745000,\n                            \"NorthAmerica\": 865000,\n                            \"Asia\": 300000\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 68\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 210000,\n                          \"p10\": 0,\n                          \"p90\": 390920\n                        },\n                        \"expectedValue\": 973117.8202427157,\n                        \"p10\": 717136,\n                        \"p90\": 1264424,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"North America\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Europe\": 745000,\n                      \"NorthAmerica\": 865000,\n                      \"Asia\": 300000\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 68\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 1182597.0202427155,\n                    \"p10\": 851936,\n                    \"p90\": 1523240\n                  },\n                  \"expectedValue\": 813595.2930069665,\n                  \"p10\": 585032,\n                  \"p90\": 1064920,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Europe\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Europe\": 745000,\n                \"NorthAmerica\": 865000,\n                \"Asia\": 300000\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 68\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 1996192.3132496786,\n              \"p10\": 1596032,\n              \"p90\": 2402136\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Total demand\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Europe\": 745000,\n          \"NorthAmerica\": 865000,\n          \"Asia\": 300000\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 68\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 1996192.3132496804,\n        \"p10\": 1596032,\n        \"p90\": 2402136,\n        \"charts\": [\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"PRODUCT DEMAND\",\n        \"location\": {\n          \"x\": -54.99999439716339,\n          \"y\": -49.33161163330078\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Europe\",\n        \"value\": \"745000\",\n        \"low\": 563000,\n        \"high\": 1040000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"NorthAmerica\",\n        \"value\": \"865000\",\n        \"low\": 685000,\n        \"high\": 1224000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Asia\",\n        \"value\": \"\",\n        \"low\": 200000,\n        \"high\": 400000,\n        \"distribution\": \"uniform\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T12:52:06.460Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Project 10\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"decimal\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"name\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 95,\n      \"gridWidth\": 160,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": false,\n    \"hideProbabilities\": false,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"Europe=745000\\nNorthAmerica=865000\\nAsia=300000\\n\",\n    \"expressionScope\": {\n      \"Europe\": 745000,\n      \"NorthAmerica\": 865000,\n      \"Asia\": 300000\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"1996192 1345397133/4294967296\"\n            ],\n            \"payoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"1996713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"payoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"payoff\": [\n              \"1786713 486403681/4294967296\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"payoff\": [\n              \"2086713 15200115/134217728\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"1996713 15200115/134217728\",\n            \"payoff\": [\n              \"1996713 15200115/134217728\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"1996192 1345397125/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"payoff\": [\n                    \"1786713 486403681/4294967296\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"payoff\": [\n                    \"2086713 15200115/134217728\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"1996713 15200115/134217728\",\n                  \"payoff\": [\n                    \"1996713 15200115/134217728\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"813595 2516910677/8589934592\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"Europe\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"1182597 86941801/4294967296\"\n                        ],\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"973117 7045831277/8589934592\"\n                        ],\n                        \"payoff\": [\n                          \"1786713 486403681/4294967296\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"1273117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"2086713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"973117 7045831277/8589934592\"\n                        ],\n                        \"payoff\": [\n                          \"1786713 486403681/4294967296\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"1273117 1761457819/2147483648\"\n                        ],\n                        \"payoff\": [\n                          \"2086713 15200115/134217728\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"1183117 1761457819/2147483648\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"1996713 15200115/134217728\",\n                        \"payoff\": [\n                          \"1996713 15200115/134217728\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"973117 7045831277/8589934592\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"NorthAmerica\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"210000\"\n                              ],\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"210000\"\n                              ],\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"973117 7045831277/8589934592\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"300000\"\n                              ],\n                              \"payoff\": [\n                                \"1273117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"0\"\n                              ],\n                              \"payoff\": [\n                                \"973117 7045831277/8589934592\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"300000\"\n                              ],\n                              \"payoff\": [\n                                \"1273117 1761457819/2147483648\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"210000\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1183117 1761457819/2147483648\",\n                              \"payoff\": [\n                                \"1183117 1761457819/2147483648\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"7/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"7/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Yes\",\n                              \"probability\": \".7\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"payoff\": [\n                                      \"300000\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"-300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"childrenPayoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"combinedPayoff\": \"300000\",\n                                    \"payoff\": [\n                                      \"300000\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [\n                                  {\n                                    \"computed\": {\n                                      \"payoff\": [\n                                        \"300000\",\n                                        \"0\"\n                                      ],\n                                      \"probability\": \"1\",\n                                      \"expected-value-maximization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"expected-value-minimization\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"maxi-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"maxi-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"mini-min\": {\n                                        \"probability\": 1\n                                      },\n                                      \"mini-max\": {\n                                        \"probability\": 1,\n                                        \"optimal\": true\n                                      },\n                                      \"min-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"min-min\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      },\n                                      \"max-max\": {\n                                        \"probability\": \"1\",\n                                        \"optimal\": true\n                                      }\n                                    },\n                                    \"name\": \"\",\n                                    \"probability\": \"#\",\n                                    \"payoff\": [\n                                      \"Asia\",\n                                      0\n                                    ],\n                                    \"childNode\": {\n                                      \"computed\": {\n                                        \"expected-value-maximization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2085969 121600919/1073741824\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"expected-value-minimization\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"maxi-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ]\n                                        },\n                                        \"maxi-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"mini-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": 0,\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ]\n                                        },\n                                        \"mini-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\"\n                                          ],\n                                          \"probabilityToEnter\": \"1\",\n                                          \"payoff\": [\n                                            \"300000\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"min-min\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"-300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        },\n                                        \"max-max\": {\n                                          \"aggregatedPayoff\": [\n                                            \"2086713 486403681/4294967296\",\n                                            \"0\"\n                                          ],\n                                          \"probabilityToEnter\": \"7/10\",\n                                          \"combinedPayoff\": \"300000\",\n                                          \"payoff\": [\n                                            \"300000\",\n                                            \"0\"\n                                          ],\n                                          \"optimal\": true\n                                        }\n                                      },\n                                      \"childEdges\": [],\n                                      \"name\": \"\",\n                                      \"code\": \"\",\n                                      \"expressionScope\": {\n                                        \"Europe\": 745000,\n                                        \"NorthAmerica\": 865000,\n                                        \"Asia\": 300000\n                                      },\n                                      \"folded\": false,\n                                      \"location\": {\n                                        \"x\": 811,\n                                        \"y\": 11\n                                      },\n                                      \"type\": \"terminal\",\n                                      \"expectedValue\": 2085969.113249681,\n                                      \"p10\": 1728136,\n                                      \"p90\": 2458752,\n                                      \"charts\": [\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        },\n                                        {\n                                          \"nodeId\": \"289740c5-f27f-51f5-cc1c-e23a251a1ca5\",\n                                          \"x\": 50,\n                                          \"y\": -100,\n                                          \"type\": \"distribution\",\n                                          \"active\": false\n                                        }\n                                      ]\n                                    },\n                                    \"expectedValue\": 300000,\n                                    \"p10\": 196808,\n                                    \"p90\": 401704,\n                                    \"optimal\": true\n                                  }\n                                ],\n                                \"name\": \"Asia\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"Europe\": 745000,\n                                  \"NorthAmerica\": 865000,\n                                  \"Asia\": 300000\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 651,\n                                  \"y\": 11\n                                },\n                                \"type\": \"chance\",\n                                \"expectedValue\": 300000,\n                                \"p10\": 196808,\n                                \"p90\": 401704\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"0\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"3/10\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"3/10\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"No\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                0,\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403677/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"1\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"maxi-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": \"1\",\n                                    \"payoff\": [\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"max-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"1786713 486403681/4294967296\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"3/10\",\n                                    \"combinedPayoff\": \"0\",\n                                    \"payoff\": [\n                                      \"0\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [],\n                                \"name\": \"\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"Europe\": 745000,\n                                  \"NorthAmerica\": 865000,\n                                  \"Asia\": 300000\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 811,\n                                  \"y\": 125\n                                },\n                                \"type\": \"terminal\",\n                                \"expectedValue\": 1786713.1132496812,\n                                \"p10\": 1442360,\n                                \"p90\": 2146016\n                              },\n                              \"expectedValue\": 0,\n                              \"p10\": 0,\n                              \"p90\": 0,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Ready to \\nlaunch in Asia\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"Europe\": 745000,\n                            \"NorthAmerica\": 865000,\n                            \"Asia\": 300000\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 491,\n                            \"y\": 68\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 210000,\n                          \"p10\": 0,\n                          \"p90\": 390920\n                        },\n                        \"expectedValue\": 973117.8202427157,\n                        \"p10\": 717136,\n                        \"p90\": 1264424,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"North America\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"Europe\": 745000,\n                      \"NorthAmerica\": 865000,\n                      \"Asia\": 300000\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 331,\n                      \"y\": 68\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 1182597.0202427155,\n                    \"p10\": 851936,\n                    \"p90\": 1523240\n                  },\n                  \"expectedValue\": 813595.2930069665,\n                  \"p10\": 585032,\n                  \"p90\": 1064920,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Europe\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"Europe\": 745000,\n                \"NorthAmerica\": 865000,\n                \"Asia\": 300000\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 171,\n                \"y\": 68\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 1996192.3132496786,\n              \"p10\": 1596032,\n              \"p90\": 2402136\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Total demand\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"Europe\": 745000,\n          \"NorthAmerica\": 865000,\n          \"Asia\": 300000\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 68\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 1996192.3132496804,\n        \"p10\": 1596032,\n        \"p90\": 2402136,\n        \"charts\": [\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          },\n          {\n            \"nodeId\": \"b471c14b-cbe4-2229-5b7a-89f9aa07c367\",\n            \"x\": -73.99999570846558,\n            \"y\": 58,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"PRODUCT DEMAND\",\n        \"location\": {\n          \"x\": -54.99999439716339,\n          \"y\": -49.33161163330078\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"Europe\",\n        \"value\": \"745000\",\n        \"low\": 563000,\n        \"high\": 1040000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"NorthAmerica\",\n        \"value\": \"865000\",\n        \"low\": 685000,\n        \"high\": 1224000,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"Asia\",\n        \"value\": \"\",\n        \"low\": 200000,\n        \"high\": 400000,\n        \"distribution\": \"uniform\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T10:00:02.658Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Slide 3\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 650,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 55,\n      \"gridWidth\": 200,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"A=10\\nB=15\\n\",\n    \"expressionScope\": {\n      \"A\": 10,\n      \"B\": 15\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"15\"\n            ],\n            \"payoff\": [\n              \"15\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"35\"\n            ],\n            \"payoff\": [\n              \"35\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"15\"\n            ],\n            \"payoff\": [\n              \"15\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"35\"\n            ],\n            \"payoff\": [\n              \"35\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"15\"\n                  ],\n                  \"payoff\": [\n                    \"15\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"35\"\n                  ],\n                  \"payoff\": [\n                    \"35\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"15\"\n                  ],\n                  \"payoff\": [\n                    \"15\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"35\"\n                  ],\n                  \"payoff\": [\n                    \"35\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"15\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"15\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"35\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"35\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 35,\n                          \"p10\": 35,\n                          \"p90\": 35,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 56,\n                              \"y\": -39.0000057220459,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            },\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 50,\n                              \"y\": -100,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            },\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 60,\n                              \"y\": -90,\n                              \"type\": \"waterfall\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4#\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 66\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 30,\n                          \"p10\": 30,\n                          \"p90\": 30\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 120.99999999999999\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 66\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 15,\n                  \"p10\": 15,\n                  \"p90\": 15,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"10\",\n                      \"0\"\n                    ],\n                    \"probability\": \"2/5\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".4\",\n                  \"payoff\": [\n                    \"10\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 187\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 30,\n                          \"p10\": 30,\n                          \"p90\": 30,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"1ae34acd-d731-ad23-fb04-bc64a676fbc9\",\n                              \"x\": 56,\n                              \"y\": -39,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 242\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 297\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 20,\n                          \"p10\": 20,\n                          \"p90\": 20\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 242\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 10,\n                  \"p10\": 10,\n                  \"p90\": 10,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"5\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"5\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 363\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"a7883475-216f-21a2-3678-767cbfc1d809\",\n                              \"x\": 56.00000762939453,\n                              \"y\": -39,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 418\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 20,\n                          \"p10\": 20,\n                          \"p90\": 20\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 473\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 15,\n                          \"p10\": 15,\n                          \"p90\": 15\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 418.00000000000006\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 5,\n                  \"p10\": 5,\n                  \"p90\": 5,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Risk A\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"A\": 10,\n                \"B\": 15\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 211,\n                \"y\": 242\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 25,\n              \"p10\": 20,\n              \"p90\": 30\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"A\": 10,\n          \"B\": 15\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 242\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 25,\n        \"p10\": 20,\n        \"p90\": 30,\n        \"charts\": [\n          {\n            \"nodeId\": \"5ae1b85f-41d6-9689-cbf8-5a3504115f20\",\n            \"x\": -75.99999618530273,\n            \"y\": 47.999996185302734,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      },\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"10\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"A\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"1\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"B\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 545\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 18,\n                          \"p90\": 32,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"0a13c00a-5683-4c60-5cf1-2574fe40ade9\",\n                              \"x\": 69.99999237060547,\n                              \"y\": -40.00000208616257,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 10,\n                        \"p90\": 21,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 545\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 21\n                  },\n                  \"expectedValue\": 10,\n                  \"p10\": 5,\n                  \"p90\": 16,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Risk A\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"A\": 10,\n                \"B\": 15\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 211,\n                \"y\": 545\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 25,\n              \"p10\": 18,\n              \"p90\": 32,\n              \"charts\": [\n                {\n                  \"nodeId\": \"9b38201a-97eb-38c8-f814-4d337040ed85\",\n                  \"x\": 50,\n                  \"y\": -100,\n                  \"type\": \"distribution\",\n                  \"active\": false\n                }\n              ]\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"A\": 10,\n          \"B\": 15\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 545\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 25,\n        \"p10\": 18,\n        \"p90\": 32,\n        \"charts\": [\n          {\n            \"nodeId\": \"c94bfb16-a9ea-1f48-f46b-44fe9c76d89c\",\n            \"x\": -75.99999570846558,\n            \"y\": -126,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"FROM THIS\",\n        \"location\": {\n          \"x\": -167.99998378753662,\n          \"y\": 331.0017375946045\n        }\n      },\n      {\n        \"value\": \"TO THIS\",\n        \"location\": {\n          \"x\": -152.9999885559082,\n          \"y\": 462.001708984375\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"A\",\n        \"value\": \"10\",\n        \"low\": 5,\n        \"high\": 15,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": \"B\",\n        \"value\": \"15\",\n        \"low\": 10,\n        \"high\": 20,\n        \"distribution\": \"triangular\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","module.exports={\n  \"SilverDecisions\": \"1.1.0\",\n  \"buildTimestamp\": 1710935291638,\n  \"savetime\": \"2024-05-08T10:01:12.381Z\",\n  \"lng\": \"en\",\n  \"viewMode\": \"criterion1\",\n  \"rule\": \"expected-value-maximization\",\n  \"title\": \"Slide 3\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 650,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": \"cluster\",\n      \"nodeSize\": 22,\n      \"limitNodePositioning\": true,\n      \"limitTextPositioning\": true,\n      \"gridHeight\": 55,\n      \"gridWidth\": 200,\n      \"edgeSlantWidthMax\": 0\n    },\n    \"fontFamily\": \"sans-serif\",\n    \"fontSize\": \"12px\",\n    \"fontWeight\": \"normal\",\n    \"fontStyle\": \"normal\",\n    \"node\": {\n      \"strokeWidth\": \"2px\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2px\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      },\n      \"decision\": {\n        \"fill\": \"#ff7777\",\n        \"stroke\": \"#660000\",\n        \"selected\": {\n          \"fill\": \"#aa3333\"\n        }\n      },\n      \"chance\": {\n        \"fill\": \"#ffff44\",\n        \"stroke\": \"#666600\",\n        \"selected\": {\n          \"fill\": \"#aaaa00\"\n        }\n      },\n      \"terminal\": {\n        \"fill\": \"#44ff44\",\n        \"stroke\": \"black\",\n        \"selected\": {\n          \"fill\": \"#00aa00\"\n        },\n        \"payoff\": {\n          \"fontSize\": \"1em\",\n          \"color\": \"black\",\n          \"negativeColor\": \"#b60000\"\n        }\n      }\n    },\n    \"edge\": {\n      \"stroke\": \"#424242\",\n      \"strokeWidth\": \"1.5\",\n      \"optimal\": {\n        \"stroke\": \"#006f00\",\n        \"strokeWidth\": \"2.4\"\n      },\n      \"selected\": {\n        \"stroke\": \"#045ad1\",\n        \"strokeWidth\": \"3.5\"\n      },\n      \"label\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"back\"\n      },\n      \"payoff\": {\n        \"fontSize\": \"1em\",\n        \"color\": \"black\",\n        \"negativeColor\": \"#b60000\"\n      }\n    },\n    \"probability\": {\n      \"fontSize\": \"1em\",\n      \"color\": \"#0000d7\"\n    },\n    \"title\": {\n      \"fontSize\": \"16px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 15,\n        \"bottom\": 10\n      }\n    },\n    \"description\": {\n      \"show\": true,\n      \"fontSize\": \"12px\",\n      \"fontWeight\": \"bold\",\n      \"fontStyle\": \"normal\",\n      \"color\": \"#000000\",\n      \"margin\": {\n        \"top\": 5,\n        \"bottom\": 10\n      }\n    },\n    \"readOnly\": false,\n    \"disableAnimations\": false,\n    \"forceFullEdgeRedraw\": false,\n    \"hideLabels\": false,\n    \"hidePayoffs\": true,\n    \"hideExpectedValues\": true,\n    \"hideProbabilities\": true,\n    \"hideCharts\": false,\n    \"hideTextboxes\": false,\n    \"hideMilestones\": false,\n    \"raw\": false,\n    \"payoffNames\": [\n      null,\n      null\n    ],\n    \"maxPayoffsToDisplay\": 1,\n    \"milestoneNames\": [\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"A=10\\nB=15\\n\",\n    \"expressionScope\": {\n      \"A\": 10,\n      \"B\": 15\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"15\"\n            ],\n            \"payoff\": [\n              \"15\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"35\"\n            ],\n            \"payoff\": [\n              \"35\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"15\"\n            ],\n            \"payoff\": [\n              \"15\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"35\"\n            ],\n            \"payoff\": [\n              \"35\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"15\"\n                  ],\n                  \"payoff\": [\n                    \"15\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"35\"\n                  ],\n                  \"payoff\": [\n                    \"35\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"15\"\n                  ],\n                  \"payoff\": [\n                    \"15\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"35\"\n                  ],\n                  \"payoff\": [\n                    \"35\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"25\",\n                  \"payoff\": [\n                    \"25\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"15\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"15\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"35\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"35\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"30\",\n                        \"payoff\": [\n                          \"30\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"35\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 35,\n                          \"p10\": 35,\n                          \"p90\": 35,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 56,\n                              \"y\": -39.0000057220459,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            },\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 50,\n                              \"y\": -100,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            },\n                            {\n                              \"nodeId\": \"2bf77e8a-cc0f-ff5a-5ed0-34143bd04925\",\n                              \"x\": 60,\n                              \"y\": -90,\n                              \"type\": \"waterfall\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4#\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 66\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 30,\n                          \"p10\": 30,\n                          \"p90\": 30\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 120.99999999999999\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 66\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 15,\n                  \"p10\": 15,\n                  \"p90\": 15,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"10\",\n                      \"0\"\n                    ],\n                    \"probability\": \"2/5\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"2/5\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".4\",\n                  \"payoff\": [\n                    \"10\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"30\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"30\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 187\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 30,\n                          \"p10\": 30,\n                          \"p90\": 30,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"1ae34acd-d731-ad23-fb04-bc64a676fbc9\",\n                              \"x\": 56,\n                              \"y\": -39,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"4/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 242\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 297\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 20,\n                          \"p10\": 20,\n                          \"p90\": 20\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 242\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 10,\n                  \"p10\": 10,\n                  \"p90\": 10,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"5\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".3\",\n                  \"payoff\": [\n                    \"5\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"20\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"20\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"20\",\n                        \"payoff\": [\n                          \"20\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"20\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"20\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"20\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"20\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"20\",\n                              \"payoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 363\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 25,\n                          \"p90\": 25,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"a7883475-216f-21a2-3678-767cbfc1d809\",\n                              \"x\": 56.00000762939453,\n                              \"y\": -39,\n                              \"type\": \"bar\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 20,\n                        \"p10\": 20,\n                        \"p90\": 20,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"20\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"3/25\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 418\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 20,\n                          \"p10\": 20,\n                          \"p90\": 20\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"9/100\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 473\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 15,\n                          \"p10\": 15,\n                          \"p90\": 15\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Risk B\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"A\": 10,\n                      \"B\": 15\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 411,\n                      \"y\": 418.00000000000006\n                    },\n                    \"type\": \"chance\",\n                    \"expectedValue\": 15,\n                    \"p10\": 10,\n                    \"p90\": 20\n                  },\n                  \"expectedValue\": 5,\n                  \"p10\": 5,\n                  \"p90\": 5,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Risk A\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"A\": 10,\n                \"B\": 15\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 211,\n                \"y\": 242\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 25,\n              \"p10\": 20,\n              \"p90\": 30\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"A\": 10,\n          \"B\": 15\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 242\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 25,\n        \"p10\": 20,\n        \"p90\": 30,\n 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\"maxi-max\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"-25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"25\",\n            \"payoff\": [\n              \"25\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n           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                 \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"A\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"15\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-25\",\n                        \"payoff\": [\n                          \"25\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"max-min\": {\n                        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     \"min-min\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          },\n                          \"max-max\": {\n                            \"probability\": \"1\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"B\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"25\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"A\": 10,\n                            \"B\": 15\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 611,\n                            \"y\": 545\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 25,\n                          \"p10\": 18,\n                          \"p90\": 32,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"0a13c00a-5683-4c60-5cf1-2574fe40ade9\",\n                              \"x\": 69.99999237060547,\n                              \"y\": -40.00000208616257,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 10,\n                        \"p90\": 21,\n                        \"optimal\": true\n                      }\n                    ],\n        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211,\n                \"y\": 545\n              },\n              \"type\": \"chance\",\n              \"expectedValue\": 25,\n              \"p10\": 18,\n              \"p90\": 32,\n              \"charts\": [\n                {\n                  \"nodeId\": \"9b38201a-97eb-38c8-f814-4d337040ed85\",\n                  \"x\": 50,\n                  \"y\": -100,\n                  \"type\": \"distribution\",\n                  \"active\": false\n                }\n              ]\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          }\n        ],\n        \"name\": \"Decision\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"A\": 10,\n          \"B\": 15\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 545\n        },\n        \"type\": \"decision\",\n        \"expectedValue\": 25,\n        \"p10\": 18,\n        \"p90\": 32,\n        \"charts\": [\n          {\n            \"nodeId\": \"c94bfb16-a9ea-1f48-f46b-44fe9c76d89c\",\n            \"x\": -75.99999570846558,\n            \"y\": -126,\n            \"type\": \"distribution\",\n            \"active\": true\n          }\n        ]\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"FROM THIS\",\n        \"location\": {\n          \"x\": -167.99998378753662,\n          \"y\": 331.0017375946045\n        }\n      },\n      {\n        \"value\": \"TO THIS\",\n        \"location\": {\n          \"x\": -152.9999885559082,\n          \"y\": 462.001708984375\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": \"A\",\n        \"value\": \"10\",\n        \"low\": 5,\n        \"high\": 15,\n        \"distribution\": 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\"rule\": \"expected-value-maximization\",\n  \"title\": \"Step 5\",\n  \"description\": \"\",\n  \"format\": {\n    \"locales\": \"en\",\n    \"payoff1\": {\n      \"style\": \"currency\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"payoff2\": {\n      \"style\": \"percent\",\n      \"currency\": \"USD\",\n      \"currencyDisplay\": \"symbol\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    },\n    \"probability\": {\n      \"style\": \"percent\",\n      \"minimumFractionDigits\": 0,\n      \"maximumFractionDigits\": 0,\n      \"useGrouping\": true\n    }\n  },\n  \"treeDesigner\": {\n    \"margin\": {\n      \"left\": 550,\n      \"right\": 500,\n      \"top\": 200,\n      \"bottom\": 100\n    },\n    \"scale\": 1,\n    \"lng\": \"en\",\n    \"layout\": {\n      \"type\": 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   \"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"APos=10\\nBPos=15\\nANeg=-5\\nBNeg=-12\\n\",\n    \"expressionScope\": {\n      \"APos\": 10,\n      \"BPos\": 15,\n      \"ANeg\": -5,\n      \"BNeg\": -12\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"3 1/4\"\n            ],\n            \"payoff\": [\n              \"3 1/4\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"25\"\n            ],\n            \"payoff\": [\n              \"25\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"-5\"\n            ],\n            \"payoff\": [\n              \"-5\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"3 1/4\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"3 1/4\",\n            \"payoff\": [\n              \"3 1/4\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-min\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-max\": {\n            \"childrenPayoff\": [\n              \"3 1/4\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"3 1/4\",\n            \"payoff\": [\n              \"3 1/4\",\n              \"0\"\n            ],\n            \"optimal\": true\n          }\n        },\n        \"childEdges\": [\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"Approve\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"3 1/4\"\n                  ],\n                  \"payoff\": [\n                    \"3 1/4\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"2 1/2\"\n                  ],\n                  \"payoff\": [\n                    \"2 1/2\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"-5\"\n                  ],\n                  \"payoff\": [\n                    \"-5\"\n                  ]\n                },\n                \"maxi-max\": {\n                  \"childrenPayoff\": [\n                    \"25\"\n                  ],\n                  \"payoff\": [\n                    \"25\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-min\": {\n                  \"childrenPayoff\": [\n                    \"-5\"\n                  ],\n                  \"payoff\": [\n                    \"-5\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"childrenPayoff\": [\n                    \"10\"\n                  ],\n                  \"payoff\": [\n                    \"10\"\n                  ]\n                },\n                \"min-max\": {\n                  \"childrenPayoff\": [\n                    \"2 1/2\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-2 1/2\",\n                  \"payoff\": [\n                    \"2 1/2\",\n                    \"0\"\n                  ]\n                },\n                \"max-min\": {\n                  \"childrenPayoff\": [\n                    \"3 1/4\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"3 1/4\",\n                  \"payoff\": [\n                    \"3 1/4\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-min\": {\n                  \"childrenPayoff\": [\n                    \"2 1/2\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"-2 1/2\",\n                  \"payoff\": [\n                    \"2 1/2\",\n                    \"0\"\n                  ]\n                },\n                \"max-max\": {\n                  \"childrenPayoff\": [\n                    \"3 1/4\",\n                    \"0\"\n                  ],\n                  \"combinedPayoff\": \"3 1/4\",\n                  \"payoff\": [\n                    \"3 1/4\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                }\n              },\n              \"childEdges\": [\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"10\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 0\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-min\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Positive\\noutcome\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"APos\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"1 1/2\"\n                        ],\n                        \"payoff\": [\n                          \"11 1/2\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"10\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"10\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"25\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"-12\"\n                        ],\n                        \"payoff\": [\n                          \"-2\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"0\"\n                        ],\n                        \"payoff\": [\n                          \"10\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"1 1/2\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"11 1/2\",\n                        \"payoff\": [\n                          \"11 1/2\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"1 1/2\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"11 1/2\",\n                        \"payoff\": [\n                          \"11 1/2\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": 0\n                          },\n                          \"max-min\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": 0\n                          },\n                          \"max-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Continue\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\"\n                              ],\n                              \"payoff\": [\n                                \"1 1/2\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\"\n                              ],\n                              \"payoff\": [\n                                \"1 1/2\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"childrenPayoff\": [\n                                \"-12\"\n                              ],\n                              \"payoff\": [\n                                \"-12\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"childrenPayoff\": [\n                                \"15\"\n                              ],\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"childrenPayoff\": [\n                                \"-12\"\n                              ],\n                              \"payoff\": [\n                                \"-12\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"childrenPayoff\": [\n                                \"15\"\n                              ],\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1 1/2\",\n                              \"payoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1 1/2\",\n                              \"payoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"-1 1/2\",\n                              \"payoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"childrenPayoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"combinedPayoff\": \"1 1/2\",\n                              \"payoff\": [\n                                \"1 1/2\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"15\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"1/2\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 0\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 1,\n                                  \"optimal\": true\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 0\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 1\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Positive\\noutcome\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                \"BPos\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"payoff\": [\n                                      \"15\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"15\"\n                                    ]\n                                  },\n                                  \"maxi-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"15\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": \"1\",\n                                    \"payoff\": [\n                                      \"15\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"mini-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"15\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"15\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"combinedPayoff\": \"-15\",\n                                    \"payoff\": [\n                                      \"15\",\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"max-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"combinedPayoff\": \"15\",\n                                    \"payoff\": [\n                                      \"15\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"combinedPayoff\": \"-15\",\n                                    \"payoff\": [\n                                      \"15\",\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"max-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"25\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"combinedPayoff\": \"15\",\n                                    \"payoff\": [\n                                      \"15\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [],\n                                \"name\": \"\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"APos\": 10,\n                                  \"BPos\": 15,\n                                  \"ANeg\": -5,\n                                  \"BNeg\": -12\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 751,\n                                  \"y\": 11\n                                },\n                                \"type\": \"terminal\",\n                                \"expectedValue\": 25,\n                                \"p10\": 18,\n                                \"p90\": 32,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"0a13c00a-5683-4c60-5cf1-2574fe40ade9\",\n                                    \"x\": 46.99999237060547,\n                                    \"y\": -39.00000208616257,\n                                    \"type\": \"distribution\",\n                                    \"active\": true\n                                  },\n                                  {\n                                    \"nodeId\": \"0a13c00a-5683-4c60-5cf1-2574fe40ade9\",\n                                    \"x\": 60,\n                                    \"y\": -90,\n                                    \"type\": \"waterfall\",\n                                    \"active\": false\n                                  },\n                                  {\n                                    \"nodeId\": \"0a13c00a-5683-4c60-5cf1-2574fe40ade9\",\n                                    \"x\": 63,\n                                    \"y\": 89,\n                                    \"type\": \"tornado\",\n                                    \"active\": false\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": 15,\n                              \"p10\": 10,\n                              \"p90\": 21,\n                              \"optimal\": true\n                            },\n                            {\n                              \"computed\": {\n                                \"payoff\": [\n                                  \"-12\",\n                                  \"0\"\n                                ],\n                                \"probability\": \"1/2\",\n                                \"expected-value-maximization\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                },\n                                \"expected-value-minimization\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"maxi-min\": {\n                                  \"probability\": 1\n                                },\n                                \"maxi-max\": {\n                                  \"probability\": 0,\n                                  \"optimal\": false\n                                },\n                                \"mini-min\": {\n                                  \"probability\": 1\n                                },\n                                \"mini-max\": {\n                                  \"probability\": 0\n                                },\n                                \"min-max\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"max-min\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                },\n                                \"min-min\": {\n                                  \"probability\": \"1/2\"\n                                },\n                                \"max-max\": {\n                                  \"probability\": \"1/2\",\n                                  \"optimal\": true\n                                }\n                              },\n                              \"name\": \"Negative\\noutcome\",\n                              \"probability\": \"#\",\n                              \"payoff\": [\n                                \"BNeg\",\n                                0\n                              ],\n                              \"childNode\": {\n                                \"computed\": {\n                                  \"expected-value-maximization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"expected-value-minimization\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ]\n                                  },\n                                  \"maxi-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ]\n                                  },\n                                  \"maxi-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ]\n                                  },\n                                  \"mini-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ]\n                                  },\n                                  \"mini-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"payoff\": [\n                                      \"-12\"\n                                    ]\n                                  },\n                                  \"min-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"combinedPayoff\": \"12\",\n                                    \"payoff\": [\n                                      \"-12\",\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"max-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"combinedPayoff\": \"-12\",\n                                    \"payoff\": [\n                                      \"-12\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  },\n                                  \"min-min\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": 0,\n                                    \"combinedPayoff\": \"12\",\n                                    \"payoff\": [\n                                      \"-12\",\n                                      \"0\"\n                                    ]\n                                  },\n                                  \"max-max\": {\n                                    \"aggregatedPayoff\": [\n                                      \"-2\",\n                                      \"0\"\n                                    ],\n                                    \"probabilityToEnter\": \"1/4\",\n                                    \"combinedPayoff\": \"-12\",\n                                    \"payoff\": [\n                                      \"-12\",\n                                      \"0\"\n                                    ],\n                                    \"optimal\": true\n                                  }\n                                },\n                                \"childEdges\": [],\n                                \"name\": \"\",\n                                \"code\": \"\",\n                                \"expressionScope\": {\n                                  \"APos\": 10,\n                                  \"BPos\": 15,\n                                  \"ANeg\": -5,\n                                  \"BNeg\": -12\n                                },\n                                \"folded\": false,\n                                \"location\": {\n                                  \"x\": 751,\n                                  \"y\": 95.99999999999997\n                                },\n                                \"type\": \"terminal\",\n                                \"expectedValue\": -2,\n                                \"p10\": -8,\n                                \"p90\": 4,\n                                \"charts\": [\n                                  {\n                                    \"nodeId\": \"231f5236-d56d-65b0-f305-9f6ecda3650f\",\n                                    \"x\": 47,\n                                    \"y\": -41,\n                                    \"type\": \"distribution\",\n                                    \"active\": true\n                                  }\n                                ]\n                              },\n                              \"expectedValue\": -12,\n                              \"p10\": -15,\n                              \"p90\": -9,\n                              \"optimal\": true\n                            }\n                          ],\n                          \"name\": \"Risk B\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"APos\": 10,\n                            \"BPos\": 15,\n                            \"ANeg\": -5,\n                            \"BNeg\": -12\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 566,\n                            \"y\": 53.49999999999997\n                          },\n                          \"type\": \"chance\",\n                          \"expectedValue\": 1.5,\n                          \"p10\": -14,\n                          \"p90\": 19\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"0\",\n                            \"0\"\n                          ],\n                          \"expected-value-maximization\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": 1\n                          },\n                          \"max-min\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"min-min\": {\n                            \"probability\": 1\n                          },\n                          \"max-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          }\n                        },\n                        \"name\": \"Stop\",\n                        \"payoff\": [\n                          0,\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"0\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"0\",\n                              \"payoff\": [\n                                \"0\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              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                    \"x\": 751,\n                            \"y\": 198\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 10,\n                          \"p10\": 5,\n                          \"p90\": 16,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"b149e3e7-c01c-08e7-e85d-5920b287ddae\",\n                              \"x\": 46,\n                              \"y\": -39,\n                              \"type\": \"distribution\",\n                              \"active\": true\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 0,\n                        \"p10\": 0,\n                        \"p90\": 0,\n                        \"optimal\": false\n                      }\n                    ],\n                    \"name\": \"Decision\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"APos\": 10,\n                      \"BPos\": 15,\n                      \"ANeg\": -5,\n                      \"BNeg\": -12\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 381,\n                      \"y\": 125.74999999999997\n                    },\n                    \"type\": \"decision\",\n                    \"expectedValue\": 1.5,\n                    \"p10\": -14,\n                    \"p90\": 19\n                  },\n                  \"expectedValue\": 10,\n                  \"p10\": 5,\n                  \"p90\": 16,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"-5\",\n                      \"0\"\n                    ],\n                    \"probability\": \"1/2\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"1/2\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"1/2\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"Negative\\noutcome\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"ANeg\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"-5\"\n                        ],\n                        \"probabilityToEnter\": \"1/2\",\n                        \"payoff\": [\n                          \"-5\"\n                        ],\n                        \"optimal\": true\n                      },\n    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 },\n                \"min-min\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": 0,\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"APos\": 10,\n                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\"\",\n      \"\",\n      \"\",\n      \"\"\n    ]\n  },\n  \"data\": {\n    \"code\": \"RemainingUncertainty=10\\n\",\n    \"expressionScope\": {\n      \"RemainingUncertainty\": 10\n    },\n    \"trees\": [\n      {\n        \"computed\": {\n          \"expected-value-maximization\": {\n            \"childrenPayoff\": [\n              \"7\"\n            ],\n            \"payoff\": [\n              \"7\"\n            ],\n            \"optimal\": true\n          },\n          \"expected-value-minimization\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"maxi-max\": {\n            \"childrenPayoff\": [\n              \"10\"\n            ],\n            \"payoff\": [\n              \"10\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-min\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"mini-max\": {\n            \"childrenPayoff\": [\n              \"0\"\n            ],\n            \"payoff\": [\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"min-max\": {\n            \"childrenPayoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"0\",\n            \"payoff\": [\n              \"0\",\n              \"0\"\n            ],\n            \"optimal\": true\n          },\n          \"max-min\": {\n            \"childrenPayoff\": [\n              \"7\",\n              \"0\"\n            ],\n            \"combinedPayoff\": \"7\",\n            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          },\n              \"expected-value-minimization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"max-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"childrenPayoff\": [\n                    \"7\"\n                  ],\n                  \"payoff\": [\n                    \"7\"\n                  ],\n                  \"optimal\": true\n                },\n                \"expected-value-minimization\": {\n                  \"childrenPayoff\": [\n                    \"7\"\n                  ],\n                  \"payoff\": [\n                    \"7\"\n                  ]\n                },\n                \"maxi-min\": {\n                  \"childrenPayoff\": [\n                    \"0\"\n                  ],\n                  \"payoff\": [\n              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      },\n                    \"mini-max\": {\n                      \"probability\": 1\n                    },\n                    \"min-max\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"7/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"7/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \".7\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"10\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"childrenPayoff\": [\n                          \"10\"\n                        ],\n                        \"payoff\": [\n                          \"10\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"childrenPayoff\": [\n                          \"5\"\n                        ],\n                        \"payoff\": [\n                          \"5\"\n                        ]\n                      },\n                      \"maxi-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-min\": {\n                        \"childrenPayoff\": [\n                          \"5\"\n                        ],\n                        \"payoff\": [\n                          \"5\"\n                        ]\n                      },\n                      \"mini-max\": {\n                        \"childrenPayoff\": [\n                          \"15\"\n                        ],\n                        \"payoff\": [\n                          \"15\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"childrenPayoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"childrenPayoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"childrenPayoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"-10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"childrenPayoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"combinedPayoff\": \"10\",\n                        \"payoff\": [\n                          \"10\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"15\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 1,\n                            \"optimal\": true\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 1\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"High\",\n                        \"probability\": \".3\",\n                        \"payoff\": [\n                          \"15\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": \"1\",\n                              \"payoff\": [\n                                \"15\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"15\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"combinedPayoff\": \"15\",\n                              \"payoff\": [\n                                \"15\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"Terminal \\nnode\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"RemainingUncertainty\": 10\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 731,\n                            \"y\": 11\n                          },\n                          \"type\": \"terminal\",\n                          \"milestone\": 4,\n                          \"expectedValue\": 15,\n                          \"p10\": 15,\n                          \"p90\": 15,\n                          \"charts\": [\n                            {\n                              \"nodeId\": \"b2ec6db1-7af2-10e3-812a-bbd46e8248c6\",\n                              \"x\": 66,\n                              \"y\": -41.000003814697266,\n                              \"type\": \"distribution\",\n                              \"active\": false\n                            }\n                          ]\n                        },\n                        \"expectedValue\": 15,\n                        \"p10\": 15,\n                        \"p90\": 15,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"10\",\n                            \"0\"\n                          ],\n                          \"probability\": \"2/5\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"2/5\"\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 0\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 0\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"2/5\"\n                          },\n                          \"max-min\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"2/5\"\n                          },\n                          \"max-max\": {\n                            \"probability\": \"2/5\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Base\",\n                        \"probability\": \".4\",\n                        \"payoff\": [\n                          \"10\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": \"7/25\",\n                              \"payoff\": [\n                                \"10\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"10\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"7/25\",\n                              \"combinedPayoff\": \"10\",\n                              \"payoff\": [\n                                \"10\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"RemainingUncertainty\": 10\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 731,\n                            \"y\": 106\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 10,\n                          \"p10\": 10,\n                          \"p90\": 10\n                        },\n                        \"expectedValue\": 10,\n                        \"p10\": 10,\n                        \"p90\": 10,\n                        \"optimal\": true\n                      },\n                      {\n                        \"computed\": {\n                          \"payoff\": [\n                            \"5\",\n                            \"0\"\n                          ],\n                          \"probability\": \"3/10\",\n                          \"expected-value-maximization\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"expected-value-minimization\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"maxi-min\": {\n                            \"probability\": 1\n                          },\n                          \"maxi-max\": {\n                            \"probability\": 0,\n                            \"optimal\": false\n                          },\n                          \"mini-min\": {\n                            \"probability\": 1\n                          },\n                          \"mini-max\": {\n                            \"probability\": 0\n                          },\n                          \"min-max\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"max-min\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          },\n                          \"min-min\": {\n                            \"probability\": \"3/10\"\n                          },\n                          \"max-max\": {\n                            \"probability\": \"3/10\",\n                            \"optimal\": true\n                          }\n                        },\n                        \"name\": \"Low\",\n                        \"probability\": \"#\",\n                        \"payoff\": [\n                          \"5\",\n                          0\n                        ],\n                        \"childNode\": {\n                          \"computed\": {\n                            \"expected-value-maximization\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"payoff\": [\n                                \"5\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"expected-value-minimization\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"5\"\n                              ]\n                            },\n                            \"maxi-min\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"5\"\n                              ]\n                            },\n                            \"maxi-max\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"5\"\n                              ]\n                            },\n                            \"mini-min\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"5\"\n                              ]\n                            },\n                            \"mini-max\": {\n                              \"aggregatedPayoff\": [\n                                \"5\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"payoff\": [\n                                \"5\"\n                              ]\n                            },\n                            \"min-max\": {\n                              \"aggregatedPayoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-5\",\n                              \"payoff\": [\n                                \"5\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-min\": {\n                              \"aggregatedPayoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"combinedPayoff\": \"5\",\n                              \"payoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            },\n                            \"min-min\": {\n                              \"aggregatedPayoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": 0,\n                              \"combinedPayoff\": \"-5\",\n                              \"payoff\": [\n                                \"5\",\n                                \"0\"\n                              ]\n                            },\n                            \"max-max\": {\n                              \"aggregatedPayoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"probabilityToEnter\": \"21/100\",\n                              \"combinedPayoff\": \"5\",\n                              \"payoff\": [\n                                \"5\",\n                                \"0\"\n                              ],\n                              \"optimal\": true\n                            }\n                          },\n                          \"childEdges\": [],\n                          \"name\": \"\",\n                          \"code\": \"\",\n                          \"expressionScope\": {\n                            \"RemainingUncertainty\": 10\n                          },\n                          \"folded\": false,\n                          \"location\": {\n                            \"x\": 731,\n                            \"y\": 201\n                          },\n                          \"type\": \"terminal\",\n                          \"expectedValue\": 5,\n                          \"p10\": 5,\n                          \"p90\": 5\n                        },\n                        \"expectedValue\": 5,\n                        \"p10\": 5,\n                        \"p90\": 5,\n                        \"optimal\": true\n                      }\n                    ],\n                    \"name\": \"Remaining \\nuncertainty\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"RemainingUncertainty\": 10\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 491,\n                      \"y\": 106\n                    },\n                    \"type\": \"chance\",\n                    \"milestone\": 3,\n                    \"expectedValue\": 10,\n                    \"p10\": 5,\n                    \"p90\": 15\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                },\n                {\n                  \"computed\": {\n                    \"payoff\": [\n                      \"0\",\n                      \"0\"\n                    ],\n                    \"probability\": \"3/10\",\n                    \"expected-value-maximization\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"expected-value-minimization\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"maxi-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"maxi-max\": {\n                      \"probability\": 0,\n                      \"optimal\": false\n                    },\n                    \"mini-min\": {\n                      \"probability\": 1,\n                      \"optimal\": true\n                    },\n                    \"mini-max\": {\n                      \"probability\": 0\n                    },\n                    \"min-max\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-min\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    },\n                    \"min-min\": {\n                      \"probability\": \"3/10\"\n                    },\n                    \"max-max\": {\n                      \"probability\": \"3/10\",\n                      \"optimal\": true\n                    }\n                  },\n                  \"name\": \"\",\n                  \"probability\": \"#\",\n                  \"payoff\": [\n                    \"0\",\n                    0\n                  ],\n                  \"childNode\": {\n                    \"computed\": {\n                      \"expected-value-maximization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"expected-value-minimization\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"maxi-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"maxi-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"mini-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"1\",\n                        \"payoff\": [\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"mini-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"payoff\": [\n                          \"0\"\n                        ]\n                      },\n                      \"min-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      },\n                      \"min-min\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": 0,\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ]\n                      },\n                      \"max-max\": {\n                        \"aggregatedPayoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"probabilityToEnter\": \"3/10\",\n                        \"combinedPayoff\": \"0\",\n                        \"payoff\": [\n                          \"0\",\n                          \"0\"\n                        ],\n                        \"optimal\": true\n                      }\n                    },\n                    \"childEdges\": [],\n                    \"name\": \"Stop\",\n                    \"code\": \"\",\n                    \"expressionScope\": {\n                      \"RemainingUncertainty\": 10\n                    },\n                    \"folded\": false,\n                    \"location\": {\n                      \"x\": 731,\n                      \"y\": 315\n                    },\n                    \"type\": \"terminal\",\n                    \"milestone\": null,\n                    \"expectedValue\": 0,\n                    \"p10\": 0,\n                    \"p90\": 0\n                  },\n                  \"expectedValue\": 0,\n                  \"p10\": 0,\n                  \"p90\": 0,\n                  \"optimal\": true\n                }\n              ],\n              \"name\": \"Chance \\nnode\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"RemainingUncertainty\": 10\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 251,\n                \"y\": 210.5\n              },\n              \"type\": \"chance\",\n              \"milestone\": 2,\n              \"expectedValue\": 7,\n              \"p10\": 0,\n              \"p90\": 15\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": true\n          },\n          {\n            \"computed\": {\n              \"payoff\": [\n                \"0\",\n                \"0\"\n              ],\n              \"expected-value-maximization\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"expected-value-minimization\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"maxi-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"mini-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"mini-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"min-max\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-min\": {\n                \"probability\": 0,\n                \"optimal\": false\n              },\n              \"min-min\": {\n                \"probability\": 1,\n                \"optimal\": true\n              },\n              \"max-max\": {\n                \"probability\": 0,\n                \"optimal\": false\n              }\n            },\n            \"name\": \"\",\n            \"payoff\": [\n              0,\n              0\n            ],\n            \"childNode\": {\n              \"computed\": {\n                \"expected-value-maximization\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": 0,\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"expected-value-minimization\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-min\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"maxi-max\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": 0,\n                  \"payoff\": [\n                    \"0\"\n                  ]\n                },\n                \"mini-min\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"mini-max\": {\n                  \"aggregatedPayoff\": [\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"payoff\": [\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"min-max\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-min\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": 0,\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                },\n                \"min-min\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": \"1\",\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"optimal\": true\n                },\n                \"max-max\": {\n                  \"aggregatedPayoff\": [\n                    \"0\",\n                    \"0\"\n                  ],\n                  \"probabilityToEnter\": 0,\n                  \"combinedPayoff\": \"0\",\n                  \"payoff\": [\n                    \"0\",\n                    \"0\"\n                  ]\n                }\n              },\n              \"childEdges\": [],\n              \"name\": \"\",\n              \"code\": \"\",\n              \"expressionScope\": {\n                \"RemainingUncertainty\": 10\n              },\n              \"folded\": false,\n              \"location\": {\n                \"x\": 731,\n                \"y\": 429\n              },\n              \"type\": \"terminal\",\n              \"milestone\": null,\n              \"expectedValue\": 0,\n              \"p10\": 0,\n              \"p90\": 0\n            },\n            \"expectedValue\": 0,\n            \"p10\": 0,\n            \"p90\": 0,\n            \"optimal\": false\n          }\n        ],\n        \"name\": \"Decision\\nnode\",\n        \"code\": \"\",\n        \"expressionScope\": {\n          \"RemainingUncertainty\": 10\n        },\n        \"folded\": false,\n        \"location\": {\n          \"x\": 11,\n          \"y\": 319.75\n        },\n        \"type\": \"decision\",\n        \"milestone\": 1,\n        \"expectedValue\": 7,\n        \"p10\": 0,\n        \"p90\": 15\n      }\n    ],\n    \"texts\": [\n      {\n        \"value\": \"Decision maker\\nhas control\",\n        \"location\": {\n          \"x\": 21.000003814697266,\n          \"y\": -150\n        }\n      },\n      {\n        \"value\": \"Uncertainty is \\npartly resolved\",\n        \"location\": {\n          \"x\": 262,\n          \"y\": -150\n        }\n      },\n      {\n        \"value\": \"Discrete \\noutcome\",\n        \"location\": {\n          \"x\": 740.9999847412109,\n          \"y\": -150\n        }\n      },\n      {\n        \"value\": \"Traditional way \\nto model remaining \\nuncertainty\",\n        \"location\": {\n          \"x\": 501,\n          \"y\": -150\n        }\n      }\n    ],\n    \"payoffNames\": [],\n    \"defaultCriterion1Weight\": 1,\n    \"weightLowerBound\": 0,\n    \"weightUpperBound\": \"Infinity\"\n  },\n  \"sensitivityAnalysis\": {},\n  \"definitionsDialog\": {\n    \"valueList\": [\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      },\n      {\n        \"name\": null,\n        \"value\": \"\",\n        \"low\": null,\n        \"high\": null,\n        \"distribution\": \"constant\",\n        \"error\": \"\"\n      }\n    ]\n  }\n}","import {Utils} from \"sd-utils\";\n\nexport class NumberInputValidator {\n\n    constructor(min, max) {\n        this.min = min;\n        this.max = max;\n    }\n\n    validate(value) {\n        if (value === null || value === undefined) {\n            return false;\n        }\n        value += \"\";\n        if (!value.trim()) {\n            return false;\n        }\n\n        value = parseFloat(value);\n\n        if (!Utils.isNumber(value)) {\n            return false;\n        }\n\n        if (this.min !== undefined && value < this.min) {\n            return false;\n        }\n\n        return !(this.max !== undefined && value > this.max);\n    }\n\n}\n","import {Utils} from \"sd-utils\";\n\nexport class PayoffInputValidator{\n    expressionEngine;\n    constructor(expressionEngine){\n        this.expressionEngine=expressionEngine;\n    }\n\n    validate(value, edge){\n        if(value===null || value === undefined){\n            return false;\n        }\n        value += \"\";\n        if(!value.trim()){\n            return false;\n        }\n        if(this.expressionEngine.constructor.hasAssignmentExpression(value)) {\n            return false;\n        }\n        return this.expressionEngine.validate(value);\n    }\n\n}\n","export class ProbabilityInputValidator{\n    expressionEngine;\n    constructor(expressionEngine){\n        this.expressionEngine=expressionEngine;\n    }\n\n    validate(value, edge){\n        if(value===null || value === undefined){\n            return false;\n        }\n\n        value += \"\";\n        if(!value.trim()){\n            return false;\n        }\n\n        if(this.expressionEngine.constructor.isHash(value)){\n            return true;\n        }\n\n        if(this.expressionEngine.constructor.hasAssignmentExpression(value)) {\n            return false;\n        }\n        var scope = edge.parentNode.expressionScope;\n        return this.expressionEngine.validate(value, scope);\n    }\n\n}\n","import {Utils} from \"sd-utils\";\n\nexport class RequiredInputValidator {\n\n    constructor() {\n    }\n\n    validate(value) {\n        if (value === null || value === undefined) {\n            return false;\n        }\n        value += \"\";\n        return !!value.trim();\n    }\n\n}\n","module.exports = {\"buildTimestamp\":1739361311651}\n","// https://stackblitz.com/edit/multi-touch-trackpad-gesture?file=index.js\n// https://jsfiddle.net/zez538L8/13/\nexport function initAvailableMoveGestures(treeDesigner) {\n    let treeContainer = document.getElementById('tree-designer-container');\n    let layoutMenuButton =\n        document.getElementsByClassName('js-toolbar-toggle')[0];\n\n    treeContainer.addEventListener('wheel', (e) => {\n        e.preventDefault();\n        let prevScale = treeDesigner.scale;\n        if (e.ctrlKey) {\n            let scale = treeDesigner.scale - e.deltaY * 0.01;\n\n            let svgWidth = treeDesigner.svg.attr('width');\n            let containerWidth = treeContainer.offsetWidth;\n            let svgHeight = treeDesigner.svg.attr('height');\n            let containerHeight = treeContainer.offsetHeight;\n\n            let minScale = containerWidth / svgWidth;\n            if (containerHeight / svgHeight < minScale)\n                minScale = containerHeight / svgHeight;\n\n            if (scale < minScale) scale = minScale;\n            if (scale > 3) scale = 3;\n            treeDesigner.scale = scale;\n        }\n        \n        let posX = treeDesigner.posX - e.deltaX * 2;\n        let posY = treeDesigner.posY - e.deltaY * 2;\n        if (treeDesigner.scale != prevScale) {\n            const ratio = 1 - treeDesigner.scale / prevScale;\n            const { clientX, clientY } = e;\n            let leftCanvasMargin = 80;\n            let topCanvasMargin = 0;\n            \n            posX += (clientX - leftCanvasMargin - treeDesigner.posX) * ratio;\n            posY += (clientY - topCanvasMargin - treeDesigner.posY) * ratio;\n        }\n        treeDesigner.updatePositionAndZoom(posX, posY);\n        if(treeDesigner.scale < prevScale && document.getElementById(\"interactive-tutorial\").hidden){\n            const containerWidth = treeContainer.offsetWidth;\n            const treeWidth = document.querySelector(\"g.main-group\").getBBox().width * treeDesigner.scale;\n            const marginLeft = containerWidth/2 - treeWidth/2;\n            \n            treeDesigner.setMargin({\n                left: marginLeft\n            }, true)\n        }\n    });\n\n    treeContainer.addEventListener('gesturestart', function (e) {\n        e.preventDefault();\n        treeDesigner.startX = e.pageX - treeDesigner.posX;\n        treeDesigner.startY = e.pageY - treeDesigner.posY;\n        treeDesigner.gestureStartScale = treeDesigner.scale;\n    });\n\n    treeContainer.addEventListener('gesturechange', function (e) {\n        e.preventDefault();\n        let prevScale = treeDesigner.scale;\n        let scale = treeDesigner.gestureStartScale * e.scale;\n        if (scale < 0.5) scale = 0.5;\n        if (scale > 3) scale = 3;\n        treeDesigner.scale = scale;\n\n        let posX = treeDesigner.posX;\n        let posY = treeDesigner.posY;\n        if (treeDesigner.scale != prevScale) {\n            const ratio = 1 - treeDesigner.scale / prevScale;\n            const { clientX, clientY } = e;\n            let leftCanvasMargin = 80;\n            let topCanvasMargin = 80;\n\n            posX += (clientX - leftCanvasMargin - treeDesigner.posX) * ratio;\n            posY += (clientY - topCanvasMargin - treeDesigner.posY) * ratio;\n        }\n\n        treeDesigner.updatePositionAndZoom(posX, posY);\n    });\n\n    treeContainer.addEventListener('gestureend', function (e) {\n        e.preventDefault();\n    });\n\n    layoutMenuButton.addEventListener('click', function () {\n        setTimeout(() => {\n            treeDesigner.updatePlottingRegionSize();\n        }, 100);\n    });\n}\n"]}