Emoji Adventure Game

{"name":"Emoji Adventure Game","description":null,"photo":null,"view_count":8,"fork_count":0,"expires_at":null,"created_at":"2024-11-05T15:15:17.309456Z","updated_at":"2024-11-05T15:15:17.309457Z","user_id":5,"status":"PRIVATE","parent_id":null,"id":4427,"user":{"photo":null,"email":null,"recess_id":"b5574579-4904-b775-ad8e-eff5c085f819","created_at":"2023-12-12T12:00:51.087995Z","reset_token":null,"stripe_customer_id":null,"seats":null,"username":"theop","id":5,"password_hash":null,"updated_at":"2023-12-12T12:00:51.087997Z","reset_token_expiry":null,"subscription_status":null},"code":{"script.js":"//Code snippets and templates from Decimal.js\n\n; (function (globalScope) {\n \"use strict\";\n\n\n // -- EDITABLE DEFAULTS -- //\n var OmegaNum = {\n\n // The maximum number of arrows accepted in operation.\n // It will warn and then return Infinity if exceeded.\n // This is to prevent loops to not be breaking, and also to prevent memory leaks.\n // 1000 means operation above {1000} is disallowed.\n // It is not recommended to make this number too big.\n // `OmegaNum.maxArrow = 1000;`\n maxArrow: 1e3,\n\n // Specify what format is used when serializing for JSON.stringify\n // \n // JSON 0 JSON object\n // STRING 1 String\n serializeMode: 0,\n\n // Deprecated\n // Level of debug information printed in console\n // \n // NONE 0 Show no information.\n // NORMAL 1 Show operations.\n // ALL 2 Show everything.\n debug: 0\n },\n\n\n // -- END OF EDITABLE DEFAULTS -- //\n\n\n external = true,\n\n omegaNumError = \"[OmegaNumError] \",\n invalidArgument = omegaNumError + \"Invalid argument: \",\n\n isOmegaNum = /^[-\\+]*(Infinity|NaN|(10(\\^+|\\{[1-9]\\d*\\})|\$10(\\^+|\\{[1-9]\\d*\\})\$\\^[1-9]\\d* )*((\\d+(\\.\\d*)?|\\d*\\.\\d+)?([Ee][-\\+]*))*(0|\\d+(\\.\\d*)?|\\d*\\.\\d+))$/,\n\n MAX_SAFE_INTEGER = 9007199254740991,\n MAX_E = Math.log10(MAX_SAFE_INTEGER), //15.954589770191003\n\n // OmegaNum.prototype object\n P = {},\n // OmegaNum static object\n Q = {},\n // OmegaNum constants\n R = {};\n\n // OmegaNum prototype methods\n\n /*\n * absoluteValue abs\n * affordArithmeticSeries\n * affordGeometricSeries\n * arrow\n * ceiling ceil\n * chain\n * choose\n * comparedTo cmp\n * cubeRoot cbrt\n * divide div\n * equals eq\n * exponential exp\n * factorial fact\n * floor\n * gamma\n * generalLogarithm log10\n * greaterThan gt\n * greaterThanOrEqualTo gte\n * hyper\n * isFinite\n * isInfinite\n * isInteger isint\n * isNaN\n * isNegative isneg\n * isPositive ispos\n * iteratedexp\n * iteratedlog\n * lambertw\n * layeradd\n * layeradd10\n * lessThan lt\n * lessThanOrEqualTo lte\n * logarithm logBase\n * minus sub\n * modulo mod\n * naturalLogarithm ln log\n * negated neg\n * notEquals neq\n * pentate pent\n * plus add\n * reciprocate rec\n * root\n * round\n * slog\n * squareRoot sqrt\n * ssqrt ssrt\n * sumArithmeticSeries\n * sumGeometricSeries\n * times mul\n * tetrate tetr\n * toExponential\n * toFixed\n * toHyperE\n * toJSON\n * toNumber\n * toPower pow\n * toPrecision\n * toString\n * toStringWithDecimalPlaces\n * valueOf\n */\n R.ZERO = 0;\n R.ONE = 1;\n R.E = Math.E;\n R.LN2 = Math.LN2;\n R.LN10 = Math.LN10;\n R.LOG2E = Math.LOG2E;\n R.LOG10E = Math.LOG10E;\n R.PI = Math.PI;\n R.SQRT1_2 = Math.SQRT1_2;\n R.SQRT2 = Math.SQRT2;\n R.MAX_SAFE_INTEGER = MAX_SAFE_INTEGER;\n R.MIN_SAFE_INTEGER = Number.MIN_SAFE_INTEGER;\n R.NaN = Number.NaN;\n R.NEGATIVE_INFINITY = Number.NEGATIVE_INFINITY;\n R.POSITIVE_INFINITY = Number.POSITIVE_INFINITY;\n R.E_MAX_SAFE_INTEGER = \"e\" + MAX_SAFE_INTEGER;\n R.EE_MAX_SAFE_INTEGER = \"ee\" + MAX_SAFE_INTEGER;\n R.TETRATED_MAX_SAFE_INTEGER = \"10^^\" + MAX_SAFE_INTEGER;\n P.absoluteValue = P.abs = function () {\n var x = this.clone();\n x.sign = 1;\n return x;\n };\n Q.absoluteValue = Q.abs = function (x) {\n return new OmegaNum(x).abs();\n };\n P.negate = P.neg = function () {\n var x = this.clone();\n x.sign = x.sign * -1;\n return x;\n };\n Q.negate = Q.neg = function (x) {\n return new OmegaNum(x).neg();\n };\n P.compareTo = P.cmp = function (other) {\n if (!(other instanceof OmegaNum)) other = new OmegaNum(other);\n if (isNaN(this.array[0]) || isNaN(other.array[0])) return NaN;\n if (this.array[0] == Infinity && other.array[0] != Infinity) return this.sign;\n if (this.array[0] != Infinity && other.array[0] == Infinity) return -other.sign;\n if (this.array.length == 1 && this.array[0] === 0 && other.array.length == 1 && other.array[0] === 0) return 0;\n if (this.sign != other.sign) return this.sign;\n var m = this.sign;\n var r;\n if (this.array.length > other.array.length) r = 1;\n else if (this.array.length < other.array.length) r = -1;\n else {\n for (var i = this.array.length - 1; i >= 0; --i) {\n if (this.array[i] > other.array[i]) {\n r = 1;\n break;\n } else if (this.array[i] < other.array[i]) {\n r = -1;\n break;\n }\n }\n r = r || 0;\n }\n return r * m;\n };\n Q.compare = Q.cmp = function (x, y) {\n return new OmegaNum(x).cmp(y);\n };\n P.greaterThan = P.gt = function (other) {\n return this.cmp(other) > 0;\n };\n Q.greaterThan = Q.gt = function (x, y) {\n return new OmegaNum(x).gt(y);\n };\n P.greaterThanOrEqualTo = P.gte = function (other) {\n return this.cmp(other) >= 0;\n };\n Q.greaterThanOrEqualTo = Q.gte = function (x, y) {\n return new OmegaNum(x).gte(y);\n };\n P.lessThan = P.lt = function (other) {\n return this.cmp(other) < 0;\n };\n Q.lessThan = Q.lt = function (x, y) {\n return new OmegaNum(x).lt(y);\n };\n P.lessThanOrEqualTo = P.lte = function (other) {\n return this.cmp(other) <= 0;\n };\n Q.lessThanOrEqualTo = Q.lte = function (x, y) {\n return new OmegaNum(x).lte(y);\n };\n P.equalsTo = P.equal = P.eq = function (other) {\n return this.cmp(other) === 0;\n };\n Q.equalsTo = Q.equal = Q.eq = function (x, y) {\n return new OmegaNum(x).eq(y);\n };\n P.notEqualsTo = P.notEqual = P.neq = function (other) {\n return this.cmp(other) !== 0;\n };\n Q.notEqualsTo = Q.notEqual = Q.neq = function (x, y) {\n return new OmegaNum(x).neq(y);\n };\n P.minimum = P.min = function (other) {\n return this.lt(other) ? this.clone() : new OmegaNum(other);\n };\n Q.minimum = Q.min = function (x, y) {\n return new OmegaNum(x).min(y);\n };\n P.maximum = P.max = function (other) {\n return this.gt(other) ? this.clone() : new OmegaNum(other);\n };\n Q.maximum = Q.max = function (x, y) {\n return new OmegaNum(x).max(y);\n };\n P.isPositive = P.ispos = function () {\n return this.gt(OmegaNum.ZERO);\n };\n Q.isPositive = Q.ispos = function (x) {\n return new OmegaNum(x).ispos();\n };\n P.isNegative = P.isneg = function () {\n return this.lt(OmegaNum.ZERO);\n };\n Q.isNegative = Q.isneg = function (x) {\n return new OmegaNum(x).isneg();\n };\n P.isNaN = function () {\n return isNaN(this.array[0]);\n };\n Q.isNaN = function (x) {\n return new OmegaNum(x).isNaN();\n };\n P.isFinite = function () {\n return isFinite(this.array[0]);\n };\n Q.isFinite = function (x) {\n return new OmegaNum(x).isFinite();\n };\n P.isInfinite = function () {\n return this.array[0] == Infinity;\n };\n Q.isInfinite = function (x) {\n return new OmegaNum(x).isInfinite();\n };\n P.isInteger = P.isint = function () {\n if (this.sign == -1) return this.abs().isint();\n if (this.gt(OmegaNum.MAX_SAFE_INTEGER)) return true;\n return Number.isInteger(this.toNumber());\n };\n Q.isInteger = Q.isint = function (x) {\n return new OmegaNum(x).isint();\n };\n P.floor = function () {\n if (this.isInteger()) return this.clone();\n return new OmegaNum(Math.floor(this.toNumber()));\n };\n Q.floor = function (x) {\n return new OmegaNum(x).floor();\n };\n P.ceiling = P.ceil = function () {\n if (this.isInteger()) return this.clone();\n return new OmegaNum(Math.ceil(this.toNumber()));\n };\n Q.ceiling = Q.ceil = function (x) {\n return new OmegaNum(x).ceil();\n };\n P.round = function () {\n if (this.isInteger()) return this.clone();\n return new OmegaNum(Math.round(this.toNumber()));\n };\n Q.round = function (x) {\n return new OmegaNum(x).round();\n };\n var debugMessageSent = false;\n P.plus = P.add = function (other) {\n var x = this.clone();\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) {\n console.log(this + \"+\" + other);\n if (!debugMessageSent) console.warn(omegaNumError + \"Debug output via 'debug' is being deprecated and will be removed in the future!\"), debugMessageSent = true;\n }\n if (x.sign == -1) return x.neg().add(other.neg()).neg();\n if (other.sign == -1) return x.sub(other.neg());\n if (x.eq(OmegaNum.ZERO)) return other;\n if (other.eq(OmegaNum.ZERO)) return x;\n if (x.isNaN() || other.isNaN() || x.isInfinite() && other.isInfinite() && x.eq(other.neg())) return OmegaNum.NaN.clone();\n if (x.isInfinite()) return x;\n if (other.isInfinite()) return other;\n var p = x.min(other);\n var q = x.max(other);\n var t;\n if (q.gt(OmegaNum.E_MAX_SAFE_INTEGER) || q.div(p).gt(OmegaNum.MAX_SAFE_INTEGER)) {\n t = q;\n } else if (!q.array[1]) {\n t = new OmegaNum(x.toNumber() + other.toNumber());\n } else if (q.array[1] == 1) {\n var a = p.array[1] ? p.array[0] : Math.log10(p.array[0]);\n t = new OmegaNum([a + Math.log10(Math.pow(10, q.array[0] - a) + 1), 1]);\n }\n p = q = null;\n return t;\n };\n Q.plus = Q.add = function (x, y) {\n return new OmegaNum(x).add(y);\n };\n P.minus = P.sub = function (other) {\n var x = this.clone();\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(x + \"-\" + other);\n if (x.sign == -1) return x.neg().sub(other.neg()).neg();\n if (other.sign == -1) return x.add(other.neg());\n if (x.eq(other)) return OmegaNum.ZERO.clone();\n if (other.eq(OmegaNum.ZERO)) return x;\n if (x.isNaN() || other.isNaN() || x.isInfinite() && other.isInfinite()) return OmegaNum.NaN.clone();\n if (x.isInfinite()) return x;\n if (other.isInfinite()) return other.neg();\n var p = x.min(other);\n var q = x.max(other);\n var n = other.gt(x);\n var t;\n if (q.gt(OmegaNum.E_MAX_SAFE_INTEGER) || q.div(p).gt(OmegaNum.MAX_SAFE_INTEGER)) {\n t = q;\n t = n ? t.neg() : t;\n } else if (!q.array[1]) {\n t = new OmegaNum(x.toNumber() - other.toNumber());\n } else if (q.array[1] == 1) {\n var a = p.array[1] ? p.array[0] : Math.log10(p.array[0]);\n t = new OmegaNum([a + Math.log10(Math.pow(10, q.array[0] - a) - 1), 1]);\n t = n ? t.neg() : t;\n }\n p = q = null;\n return t;\n };\n Q.minus = Q.sub = function (x, y) {\n return new OmegaNum(x).sub(y);\n };\n P.times = P.mul = function (other) {\n var x = this.clone();\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(x + \"*\" + other);\n if (x.sign * other.sign == -1) return x.abs().mul(other.abs()).neg();\n if (x.sign == -1) return x.abs().mul(other.abs());\n if (x.isNaN() || other.isNaN() || x.eq(OmegaNum.ZERO) && other.isInfinite() || x.isInfinite() && other.abs().eq(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.ZERO.clone();\n if (other.eq(OmegaNum.ONE)) return x.clone();\n if (x.isInfinite()) return x;\n if (other.isInfinite()) return other;\n if (x.max(other).gt(OmegaNum.EE_MAX_SAFE_INTEGER)) return x.max(other);\n var n = x.toNumber() * other.toNumber();\n if (n <= MAX_SAFE_INTEGER) return new OmegaNum(n);\n return OmegaNum.pow(10, x.log10().add(other.log10()));\n };\n Q.times = Q.mul = function (x, y) {\n return new OmegaNum(x).mul(y);\n };\n P.divide = P.div = function (other) {\n var x = this.clone();\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(x + \"/\" + other);\n if (x.sign * other.sign == -1) return x.abs().div(other.abs()).neg();\n if (x.sign == -1) return x.abs().div(other.abs());\n if (x.isNaN() || other.isNaN() || x.isInfinite() && other.isInfinite() || x.eq(OmegaNum.ZERO) && other.eq(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.POSITIVE_INFINITY.clone();\n if (other.eq(OmegaNum.ONE)) return x.clone();\n if (x.eq(other)) return OmegaNum.ONE.clone();\n if (x.isInfinite()) return x;\n if (other.isInfinite()) return OmegaNum.ZERO.clone();\n if (x.max(other).gt(OmegaNum.EE_MAX_SAFE_INTEGER)) return x.gt(other) ? x.clone() : OmegaNum.ZERO.clone();\n var n = x.toNumber() / other.toNumber();\n if (n <= MAX_SAFE_INTEGER) return new OmegaNum(n);\n var pw = OmegaNum.pow(10, x.log10().sub(other.log10()));\n var fp = pw.floor();\n if (pw.sub(fp).lt(new OmegaNum(1e-9))) return fp;\n return pw;\n };\n Q.divide = Q.div = function (x, y) {\n return new OmegaNum(x).div(y);\n };\n P.reciprocate = P.rec = function () {\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(this + \"^-1\");\n if (this.isNaN() || this.eq(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (this.abs().gt(\"2e323\")) return OmegaNum.ZERO.clone();\n return new OmegaNum(1 / this);\n };\n Q.reciprocate = Q.rec = function (x) {\n return new OmegaNum(x).rec();\n };\n P.modular = P.mod = function (other) {\n other = new OmegaNum(other);\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.ZERO.clone();\n if (this.sign * other.sign == -1) return this.abs().mod(other.abs()).neg();\n if (this.sign == -1) return this.abs().mod(other.abs());\n return this.sub(this.div(other).floor().mul(other));\n };\n Q.modular = Q.mod = function (x, y) {\n return new OmegaNum(x).mod(y);\n };\n //All of these are from Patashu's break_eternity.js\n //from HyperCalc source code\n var f_gamma = function (n) {\n if (!isFinite(n)) return n;\n if (n < -50) {\n if (n == Math.trunc(n)) return Number.NEGATIVE_INFINITY;\n return 0;\n }\n var scal1 = 1;\n while (n < 10) {\n scal1 = scal1 * n;\n ++n;\n }\n n -= 1;\n var l = 0.9189385332046727; //0.5*Math.log(2*Math.PI)\n l += (n + 0.5) * Math.log(n);\n l -= n;\n var n2 = n * n;\n var np = n;\n l += 1 / (12 * np);\n np *= n2;\n l += 1 / (360 * np);\n np *= np * n2;\n l += 1 / (1260 * np);\n np *= n2;\n l += 1 / (1680 * np);\n np *= n2;\n l += 1 / (1188 * np);\n np *= n2;\n l += 691 / (360360 * np);\n np *= n2;\n l += 7 / (1092 * np);\n np *= n2;\n l += 3617 / (122400 * np);\n return Math.exp(l) / scal1;\n };\n //from HyperCalc source code\n P.gamma = function () {\n var x = this.clone();\n if (x.gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return x;\n if (x.gt(OmegaNum.E_MAX_SAFE_INTEGER)) return OmegaNum.exp(x);\n if (x.gt(OmegaNum.MAX_SAFE_INTEGER)) return OmegaNum.exp(OmegaNum.mul(x, OmegaNum.ln(x).sub(1)));\n var n = x.array[0];\n if (n > 1) {\n if (n < 24) return new OmegaNum(f_gamma(x.sign * n));\n var t = n - 1;\n var l = 0.9189385332046727; //0.5*Math.log(2*Math.PI)\n l += ((t + 0.5) * Math.log(t));\n l -= t;\n var n2 = t * t;\n var np = t;\n var lm = 12 * np;\n var adj = 1 / lm;\n var l2 = l + adj;\n if (l2 == l) return OmegaNum.exp(l);\n l = l2;\n np *= n2;\n lm = 360 * np;\n adj = 1 / lm;\n l2 = l - adj;\n if (l2 == l) return OmegaNum.exp(l);\n l = l2;\n np *= n2;\n lm = 1260 * np;\n var lt = 1 / lm;\n l += lt;\n np *= n2;\n lm = 1680 * np;\n lt = 1 / lm;\n l -= lt;\n return OmegaNum.exp(l);\n } else return this.rec();\n };\n Q.gamma = function (x) {\n return new OmegaNum(x).gamma();\n };\n //end break_eternity.js excerpt\n Q.factorials = [1, 1, 2, 6, 24, 120, 720, 5040, 40320, 362880, 3628800, 39916800, 479001600, 6227020800, 87178291200, 1307674368000, 20922789888000, 355687428096000, 6402373705728000, 121645100408832000, 2432902008176640000, 51090942171709440000, 1.1240007277776076800e+21, 2.5852016738884978213e+22, 6.2044840173323941000e+23, 1.5511210043330986055e+25, 4.0329146112660565032e+26, 1.0888869450418351940e+28, 3.0488834461171387192e+29, 8.8417619937397018986e+30, 2.6525285981219106822e+32, 8.2228386541779224302e+33, 2.6313083693369351777e+35, 8.6833176188118859387e+36, 2.9523279903960415733e+38, 1.0333147966386145431e+40, 3.7199332678990125486e+41, 1.3763753091226345579e+43, 5.2302261746660111714e+44, 2.0397882081197444123e+46, 8.1591528324789768380e+47, 3.3452526613163807956e+49, 1.4050061177528799549e+51, 6.0415263063373834074e+52, 2.6582715747884488694e+54, 1.1962222086548018857e+56, 5.5026221598120891536e+57, 2.5862324151116817767e+59, 1.2413915592536072528e+61, 6.0828186403426752249e+62, 3.0414093201713375576e+64, 1.5511187532873821895e+66, 8.0658175170943876846e+67, 4.2748832840600254848e+69, 2.3084369733924137924e+71, 1.2696403353658276447e+73, 7.1099858780486348103e+74, 4.0526919504877214100e+76, 2.3505613312828784949e+78, 1.3868311854568983861e+80, 8.3209871127413898951e+81, 5.0758021387722483583e+83, 3.1469973260387939390e+85, 1.9826083154044400850e+87, 1.2688693218588416544e+89, 8.2476505920824715167e+90, 5.4434493907744306945e+92, 3.6471110918188683221e+94, 2.4800355424368305480e+96, 1.7112245242814129738e+98, 1.1978571669969892213e+100, 8.5047858856786230047e+101, 6.1234458376886084639e+103, 4.4701154615126843855e+105, 3.3078854415193862416e+107, 2.4809140811395399745e+109, 1.8854947016660503806e+111, 1.4518309202828587210e+113, 1.1324281178206296794e+115, 8.9461821307829757136e+116, 7.1569457046263805709e+118, 5.7971260207473678414e+120, 4.7536433370128420198e+122, 3.9455239697206587884e+124, 3.3142401345653531943e+126, 2.8171041143805501310e+128, 2.4227095383672734128e+130, 2.1077572983795278544e+132, 1.8548264225739843605e+134, 1.6507955160908460244e+136, 1.4857159644817615149e+138, 1.3520015276784029158e+140, 1.2438414054641308179e+142, 1.1567725070816415659e+144, 1.0873661566567430754e+146, 1.0329978488239059305e+148, 9.9167793487094964784e+149, 9.6192759682482120384e+151, 9.4268904488832479837e+153, 9.3326215443944153252e+155, 9.3326215443944150966e+157, 9.4259477598383598816e+159, 9.6144667150351270793e+161, 9.9029007164861804721e+163, 1.0299016745145628100e+166, 1.0813967582402909767e+168, 1.1462805637347083683e+170, 1.2265202031961380050e+172, 1.3246418194518290179e+174, 1.4438595832024936625e+176, 1.5882455415227430287e+178, 1.7629525510902445874e+180, 1.9745068572210740115e+182, 2.2311927486598137657e+184, 2.5435597334721876552e+186, 2.9250936934930159967e+188, 3.3931086844518980862e+190, 3.9699371608087210616e+192, 4.6845258497542909237e+194, 5.5745857612076058231e+196, 6.6895029134491271205e+198, 8.0942985252734440920e+200, 9.8750442008336010580e+202, 1.2146304367025329301e+205, 1.5061417415111409314e+207, 1.8826771768889261129e+209, 2.3721732428800468512e+211, 3.0126600184576594309e+213, 3.8562048236258040716e+215, 4.9745042224772874590e+217, 6.4668554892204741474e+219, 8.4715806908788206314e+221, 1.1182486511960043298e+224, 1.4872707060906857134e+226, 1.9929427461615187928e+228, 2.6904727073180504073e+230, 3.6590428819525488642e+232, 5.0128887482749919605e+234, 6.9177864726194885808e+236, 9.6157231969410893532e+238, 1.3462012475717525742e+241, 1.8981437590761708898e+243, 2.6953641378881628530e+245, 3.8543707171800730787e+247, 5.5502938327393044385e+249, 8.0479260574719917061e+251, 1.1749972043909107097e+254, 1.7272458904546389230e+256, 2.5563239178728653927e+258, 3.8089226376305697893e+260, 5.7133839564458546840e+262, 8.6272097742332399855e+264, 1.3113358856834524492e+267, 2.0063439050956822953e+269, 3.0897696138473507759e+271, 4.7891429014633940780e+273, 7.4710629262828942235e+275, 1.1729568794264144743e+278, 1.8532718694937349890e+280, 2.9467022724950384028e+282, 4.7147236359920616095e+284, 7.5907050539472189932e+286, 1.2296942187394494177e+289, 2.0044015765453026266e+291, 3.2872185855342959088e+293, 5.4239106661315886750e+295, 9.0036917057784375454e+297, 1.5036165148649991456e+300, 2.5260757449731984219e+302, 4.2690680090047051083e+304, 7.2574156153079990350e+306];\n P.factorial = P.fact = function () {\n var x = this.clone();\n var f = OmegaNum.factorials;\n if (x.lt(OmegaNum.ZERO) || !x.isint()) return x.add(1).gamma();\n if (x.lte(170)) return new OmegaNum(f[+x]);\n var errorFixer = 1;\n var e = +x;\n if (e < 500) e += 163879 / 209018880 * Math.pow(e, 5);\n if (e < 1000) e += -571 / 2488320 * Math.pow(e, 4);\n if (e < 50000) e += -139 / 51840 * Math.pow(e, 3);\n if (e < 1e7) e += 1 / 288 * Math.pow(e, 2);\n if (e < 1e20) e += 1 / 12 * e;\n return x.div(OmegaNum.E).pow(x).mul(x.mul(OmegaNum.PI).mul(2).sqrt()).times(errorFixer);\n };\n Q.factorial = Q.fact = function (x) {\n return new OmegaNum(x).fact();\n };\n P.toPower = P.pow = function (other) {\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(this + \"^\" + other);\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.ONE.clone();\n if (other.eq(OmegaNum.ONE)) return this.clone();\n if (other.lt(OmegaNum.ZERO)) return this.pow(other.neg()).rec();\n if (this.lt(OmegaNum.ZERO) && other.isint()) {\n if (other.mod(2).lt(OmegaNum.ONE)) return this.abs().pow(other);\n return this.abs().pow(other).neg();\n }\n if (this.lt(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (this.eq(OmegaNum.ONE)) return OmegaNum.ONE.clone();\n if (this.eq(OmegaNum.ZERO)) return OmegaNum.ZERO.clone();\n if (this.max(other).gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return this.max(other);\n if (this.eq(10)) {\n if (other.gt(OmegaNum.ZERO)) {\n other.array[1] = (other.array[1] + 1) || 1;\n other.normalize();\n return other;\n } else {\n return new OmegaNum(Math.pow(10, other.toNumber()));\n }\n }\n if (other.lt(OmegaNum.ONE)) return this.root(other.rec());\n var n = Math.pow(this.toNumber(), other.toNumber());\n if (n <= MAX_SAFE_INTEGER) return new OmegaNum(n);\n return OmegaNum.pow(10, this.log10().mul(other));\n };\n Q.toPower = Q.pow = function (x, y) {\n return new OmegaNum(x).pow(y);\n };\n P.exponential = P.exp = function () {\n return OmegaNum.pow(Math.E, this);\n };\n Q.exponential = Q.exp = function (x) {\n return OmegaNum.pow(Math.E, x);\n };\n P.squareRoot = P.sqrt = function () {\n return this.root(2);\n };\n Q.squareRoot = Q.sqrt = function (x) {\n return new OmegaNum(x).root(2);\n };\n P.cubeRoot = P.cbrt = function () {\n return this.root(3);\n };\n Q.cubeRoot = Q.cbrt = function (x) {\n return new OmegaNum(x).root(3);\n };\n P.root = function (other) {\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(this + \"root\" + other);\n if (other.eq(OmegaNum.ONE)) return this.clone();\n if (other.lt(OmegaNum.ZERO)) return this.root(other.neg()).rec();\n if (other.lt(OmegaNum.ONE)) return this.pow(other.rec());\n if (this.lt(OmegaNum.ZERO) && other.isint() && other.mod(2).eq(OmegaNum.ONE)) return this.neg().root(other).neg();\n if (this.lt(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (this.eq(OmegaNum.ONE)) return OmegaNum.ONE.clone();\n if (this.eq(OmegaNum.ZERO)) return OmegaNum.ZERO.clone();\n if (this.max(other).gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return this.gt(other) ? this.clone() : OmegaNum.ZERO.clone();\n return OmegaNum.pow(10, this.log10().div(other));\n };\n Q.root = function (x, y) {\n return new OmegaNum(x).root(y);\n };\n P.generalLogarithm = P.log10 = function () {\n var x = this.clone();\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(\"log\" + this);\n if (x.lt(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (x.eq(OmegaNum.ZERO)) return OmegaNum.NEGATIVE_INFINITY.clone();\n if (x.lte(OmegaNum.MAX_SAFE_INTEGER)) return new OmegaNum(Math.log10(x.toNumber()));\n if (!x.isFinite()) return x;\n if (x.gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return x;\n x.array[1]--;\n return x.normalize();\n };\n Q.generalLogarithm = Q.log10 = function (x) {\n return new OmegaNum(x).log10();\n };\n P.logarithm = P.logBase = function (base) {\n if (base === undefined) base = Math.E;\n return this.log10().div(OmegaNum.log10(base));\n };\n Q.logarithm = Q.logBase = function (x, base) {\n return new OmegaNum(x).logBase(base);\n };\n P.naturalLogarithm = P.log = P.ln = function () {\n return this.logBase(Math.E);\n };\n Q.naturalLogarithm = Q.log = Q.ln = function (x) {\n return new OmegaNum(x).ln();\n };\n //All of these are from Patashu's break_eternity.js\n var OMEGA = 0.56714329040978387299997; //W(1,0)\n //from https://math.stackexchange.com/a/465183\n //The evaluation can become inaccurate very close to the branch point\n var f_lambertw = function (z, tol) {\n if (tol === undefined) tol = 1e-10;\n var w;\n var wn;\n if (!Number.isFinite(z)) return z;\n if (z === 0) return z;\n if (z === 1) return OMEGA;\n if (z < 10) w = 0;\n else w = Math.log(z) - Math.log(Math.log(z));\n for (var i = 0; i < 100; ++i) {\n wn = (z * Math.exp(-w) + w * w) / (w + 1);\n if (Math.abs(wn - w) < tol * Math.abs(wn)) return wn;\n w = wn;\n }\n throw Error(\"Iteration failed to converge: \" + z);\n //return Number.NaN;\n };\n //from https://github.com/scipy/scipy/blob/8dba340293fe20e62e173bdf2c10ae208286692f/scipy/special/lambertw.pxd\n //The evaluation can become inaccurate very close to the branch point\n //at ``-1/e``. In some corner cases, `lambertw` might currently\n //fail to converge, or can end up on the wrong branch.\n var d_lambertw = function (z, tol) {\n if (tol === undefined) tol = 1e-10;\n z = new OmegaNum(z);\n var w;\n var ew, wewz, wn;\n if (!z.isFinite()) return z;\n if (z === 0) return z;\n if (z === 1) {\n //Split out this case because the asymptotic series blows up\n return OMEGA;\n }\n //Get an initial guess for Halley's method\n w = OmegaNum.ln(z);\n //Halley's method; see 5.9 in [1]\n for (var i = 0; i < 100; ++i) {\n ew = OmegaNum.exp(-w);\n wewz = w.sub(z.mul(ew));\n wn = w.sub(wewz.div(w.add(OmegaNum.ONE).sub((w.add(2)).mul(wewz).div((OmegaNum.mul(2, w).add(2))))));\n if (OmegaNum.abs(wn.sub(w)).lt(OmegaNum.abs(wn).mul(tol))) return wn;\n w = wn;\n }\n throw Error(\"Iteration failed to converge: \" + z);\n //return Decimal.dNaN;\n };\n //The Lambert W function, also called the omega function or product logarithm, is the solution W(x) === x*e^x.\n //https://en.wikipedia.org/wiki/Lambert_W_function\n //Some special values, for testing: https://en.wikipedia.org/wiki/Lambert_W_function#Special_values\n P.lambertw = function () {\n var x = this.clone();\n if (x.isNaN()) return x;\n if (x.lt(-0.3678794411710499)) throw Error(\"lambertw is unimplemented for results less than -1, sorry!\");\n if (x.gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return x;\n if (x.gt(OmegaNum.EE_MAX_SAFE_INTEGER)) {\n x.array[1]--;\n return x;\n }\n if (x.gt(OmegaNum.MAX_SAFE_INTEGER)) return d_lambertw(x);\n else return new OmegaNum(f_lambertw(x.sign * x.array[0]));\n };\n Q.lambertw = function (x) {\n return new OmegaNum(x).lambertw();\n };\n //end break_eternity.js excerpt\n //Uses linear approximations for real height\n P.tetrate = P.tetr = function (other, payload) {\n if (payload === undefined) payload = OmegaNum.ONE;\n var t = this.clone();\n other = new OmegaNum(other);\n payload = new OmegaNum(payload);\n if (payload.neq(OmegaNum.ONE)) other = other.add(payload.slog(t));\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(t + \"^^\" + other);\n var negln;\n if (t.isNaN() || other.isNaN() || payload.isNaN()) return OmegaNum.NaN.clone();\n if (other.isInfinite() && other.sign > 0) {\n if (t.gte(Math.exp(1 / Math.E))) return OmegaNum.POSITIVE_INFINITY.clone();\n //Formula for infinite height power tower.\n negln = t.ln().neg();\n return negln.lambertw().div(negln);\n }\n if (other.lte(-2)) return OmegaNum.NaN.clone();\n if (t.eq(OmegaNum.ZERO)) {\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (other.mod(2).eq(OmegaNum.ZERO)) return OmegaNum.ZERO.clone();\n return OmegaNum.ONE.clone();\n }\n if (t.eq(OmegaNum.ONE)) {\n if (other.eq(OmegaNum.ONE.neg())) return OmegaNum.NaN.clone();\n return OmegaNum.ONE.clone();\n }\n if (other.eq(OmegaNum.ONE.neg())) return OmegaNum.ZERO.clone();\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.ONE.clone();\n if (other.eq(OmegaNum.ONE)) return t;\n if (other.eq(2)) return t.pow(t);\n if (t.eq(2)) {\n if (other.eq(3)) return new OmegaNum(16);\n if (other.eq(4)) return new OmegaNum(65536);\n }\n var m = t.max(other);\n if (m.gt(\"10^^^\" + MAX_SAFE_INTEGER)) return m;\n if (m.gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER) || other.gt(OmegaNum.MAX_SAFE_INTEGER)) {\n if (this.lt(Math.exp(1 / Math.E))) {\n negln = t.ln().neg();\n return negln.lambertw().div(negln);\n }\n var j = t.slog(10).add(other);\n j.array[2] = (j.array[2] || 0) + 1;\n j.normalize();\n return j;\n }\n var y = other.toNumber();\n var f = Math.floor(y);\n var r = t.pow(y - f);\n var l = OmegaNum.NaN;\n for (var i = 0, m = OmegaNum.E_MAX_SAFE_INTEGER; f !== 0 && r.lt(m) && i < 100; ++i) {\n if (f > 0) {\n r = t.pow(r);\n if (l.eq(r)) {\n f = 0;\n break;\n }\n l = r;\n --f;\n } else {\n r = r.logBase(t);\n if (l.eq(r)) {\n f = 0;\n break;\n }\n l = r;\n ++f;\n }\n }\n if (i == 100 || this.lt(Math.exp(1 / Math.E))) f = 0;\n r.array[1] = (r.array[1] + f) || f;\n r.normalize();\n return r;\n };\n Q.tetrate = Q.tetr = function (x, y, payload) {\n return new OmegaNum(x).tetr(y, payload);\n };\n //Implementation of functions from break_eternity.js\n P.iteratedexp = function (other, payload) {\n return this.tetr(other, payload);\n };\n Q.iteratedexp = function (x, y, payload) {\n return new OmegaNum(x).iteratedexp(other, payload);\n };\n //This implementation is highly inaccurate and slow, and probably be given custom code\n P.iteratedlog = function (base, other) {\n if (base === undefined) base = 10;\n if (other === undefined) other = OmegaNum.ONE.clone();\n var t = this.clone();\n if (other.eq(ExpantaNum.ZERO)) return t;\n if (other.eq(ExpantaNum.ONE)) return t.logBase(base);\n base = new OmegaNum(base);\n other = new OmegaNum(other);\n return base.tetr(t.slog(base).sub(other));\n };\n Q.iteratedlog = function (x, y, z) {\n return new OmegaNum(x).iteratedlog(y, z);\n };\n P.layeradd = function (other, base) {\n if (base === undefined) base = 10;\n if (other === undefined) other = OmegaNum.ONE.clone();\n var t = this.clone();\n base = new OmegaNum(base);\n other = new OmegaNum(other);\n return base.tetr(t.slog(base).add(other));\n };\n Q.layeradd = function (x, y, z) {\n return new OmegaNum(x).layeradd(y, z);\n };\n P.layeradd10 = function (other) {\n return this.layeradd(other);\n };\n Q.layeradd10 = function (x, y) {\n return new OmegaNum(x).layeradd10(y);\n };\n //End implementation from break_eternity.js\n //All of these are from Patashu's break_eternity.js\n //The super square-root function - what number, tetrated to height 2, equals this?\n //Other sroots are possible to calculate probably through guess and check methods, this one is easy though.\n //https://en.wikipedia.org/wiki/Tetration#Super-root\n P.ssqrt = P.ssrt = function () {\n var x = this.clone();\n if (x.lt(Math.exp(-1 / Math.E))) return OmegaNum.NaN.clone();\n if (!x.isFinite()) return x;\n if (x.gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) return x;\n if (x.gt(OmegaNum.EE_MAX_SAFE_INTEGER)) {\n x.array[1]--;\n return x;\n }\n var l = x.ln();\n return l.div(l.lambertw());\n };\n Q.ssqrt = Q.ssrt = function (x) {\n return new OmegaNum(x).ssqrt();\n };\n //Super-logarithm, one of tetration's inverses, tells you what size power tower you'd have to tetrate base to to get number. By definition, will never be higher than 1.8e308 in break_eternity.js, since a power tower 1.8e308 numbers tall is the largest representable number.\n //Uses linear approximation\n //https://en.wikipedia.org/wiki/Super-logarithm\n P.slog = function (base) {\n if (base === undefined) base = 10;\n var x = new OmegaNum(this);\n base = new OmegaNum(base);\n if (x.isNaN() || base.isNaN() || x.isInfinite() && base.isInfinite()) return OmegaNum.NaN.clone();\n if (x.isInfinite()) return x;\n if (base.isInfinite()) return OmegaNum.ZERO.clone();\n if (x.lt(OmegaNum.ZERO)) return OmegaNum.ONE.neg();\n if (x.eq(OmegaNum.ONE)) return OmegaNum.ZERO.clone();\n if (x.eq(base)) return OmegaNum.ONE.clone();\n if (base.lt(Math.exp(1 / Math.E))) {\n var a = OmegaNum.tetr(base, Infinity);\n if (x.eq(a)) return OmegaNum.POSITIVE_INFINITY.clone();\n if (x.gt(a)) return OmegaNum.NaN.clone();\n }\n if (x.max(base).gt(\"10^^^\" + MAX_SAFE_INTEGER)) {\n if (x.gt(base)) return x;\n return OmegaNum.ZERO.clone();\n }\n if (x.max(base).gt(OmegaNum.TETRATED_MAX_SAFE_INTEGER)) {\n if (x.gt(base)) {\n x.array[2]--;\n x.normalize();\n return x.sub(x.array[1]);\n }\n return OmegaNum.ZERO.clone();\n }\n var r = 0;\n var t = (x.array[1] || 0) - (base.array[1] || 0);\n if (t > 3) {\n var l = t - 3;\n r += l;\n x.array[1] = x.array[1] - l;\n }\n for (var i = 0; i < 100; ++i) {\n if (x.lt(OmegaNum.ZERO)) {\n x = OmegaNum.pow(base, x);\n --r;\n } else if (x.lte(1)) {\n return new OmegaNum(r + x.toNumber() - 1);\n } else {\n ++r;\n x = OmegaNum.logBase(x, base);\n }\n }\n if (x.gt(10))\n return new OmegaNum(r);\n };\n Q.slog = function (x, y) {\n return new OmegaNum(x).slog(y);\n };\n //end break_eternity.js excerpt\n P.pentate = P.pent = function (other) {\n return this.arrow(3)(other);\n };\n Q.pentate = Q.pent = function (x, y) {\n return OmegaNum.arrow(x, 3, y);\n };\n //Uses linear approximations for real height\n P.arrow = function (arrows) {\n var t = this.clone();\n arrows = new OmegaNum(arrows);\n if (!arrows.isint() || arrows.lt(OmegaNum.ZERO)) return function (other) { return OmegaNum.NaN.clone(); };\n if (arrows.eq(OmegaNum.ZERO)) return function (other) { return t.mul(other); };\n if (arrows.eq(OmegaNum.ONE)) return function (other) { return t.pow(other); };\n if (arrows.eq(2)) return function (other) { return t.tetr(other); };\n return function (other) {\n other = new OmegaNum(other);\n if (OmegaNum.debug >= OmegaNum.NORMAL) console.log(t + \"{\" + arrows + \"}\" + other);\n if (other.lt(OmegaNum.ZERO)) return OmegaNum.NaN.clone();\n if (other.eq(OmegaNum.ZERO)) return OmegaNum.ONE.clone();\n if (other.eq(OmegaNum.ONE)) return t.clone();\n if (arrows.gte(OmegaNum.maxArrow)) {\n console.warn(\"Number too large to reasonably handle it: tried to \" + arrows.add(2) + \"-ate.\");\n return OmegaNum.POSITIVE_INFINITY.clone();\n }\n var arrowsNum = arrows.toNumber();\n if (other.eq(2)) return t.arrow(arrows.sub(OmegaNum.ONE))(t);\n if (t.max(other).gt(\"10{\" + (arrowsNum + 1) + \"}\" + MAX_SAFE_INTEGER)) return t.max(other);\n var r;\n if (t.gt(\"10{\" + arrowsNum + \"}\" + MAX_SAFE_INTEGER) || other.gt(OmegaNum.MAX_SAFE_INTEGER)) {\n if (t.gt(\"10{\" + arrowsNum + \"}\" + MAX_SAFE_INTEGER)) {\n r = t.clone();\n r.array[arrowsNum]--;\n r.normalize();\n } else if (t.gt(\"10{\" + (arrowsNum - 1) + \"}\" + MAX_SAFE_INTEGER)) {\n r = new OmegaNum(t.array[arrowsNum - 1]);\n } else {\n r = OmegaNum.ZERO;\n }\n var j = r.add(other);\n j.array[arrowsNum] = (j.array[arrowsNum] || 0) + 1;\n j.normalize();\n return j;\n }\n var y = other.toNumber();\n var f = Math.floor(y);\n var arrows_m1 = arrows.sub(OmegaNum.ONE);\n r = t.arrow(arrows_m1)(y - f);\n for (var i = 0, m = new OmegaNum(\"10{\" + (arrowsNum - 1) + \"}\" + MAX_SAFE_INTEGER); f !== 0 && r.lt(m) && i < 100; ++i) {\n if (f > 0) {\n r = t.arrow(arrows_m1)(r);\n --f;\n }\n }\n if (i == 100) f = 0;\n r.array[arrowsNum - 1] = (r.array[arrowsNum - 1] + f) || f;\n r.normalize();\n return r;\n };\n };\n P.chain = function (other, arrows) {\n return this.arrow(arrows)(other);\n };\n Q.arrow = function (x, z, y) {\n return new OmegaNum(x).arrow(z)(y);\n };\n Q.chain = function (x, y, z) {\n return new OmegaNum(x).arrow(z)(y);\n };\n Q.hyper = function (z) {\n z = new OmegaNum(z);\n if (z.eq(OmegaNum.ZERO)) return function (x, y) { return new OmegaNum(y).eq(OmegaNum.ZERO) ? new OmegaNum(x) : new OmegaNum(x).add(OmegaNum.ONE); };\n if (z.eq(OmegaNum.ONE)) return function (x, y) { return OmegaNum.add(x, y); };\n return function (x, y) { return new OmegaNum(x).arrow(z.sub(2))(y); };\n };\n // All of these are from Patashu's break_eternity.js\n Q.affordGeometricSeries = function (resourcesAvailable, priceStart, priceRatio, currentOwned) {\n /*\n If you have resourcesAvailable, the price of something starts at\n priceStart, and on each purchase it gets multiplied by priceRatio,\n and you have already bought currentOwned, how many of the object\n can you buy.\n */\n resourcesAvailable = new OmegaNum(resourcesAvailable);\n priceStart = new OmegaNum(priceStart);\n priceRatio = new OmegaNum(priceRatio);\n var actualStart = priceStart.mul(priceRatio.pow(currentOwned));\n return OmegaNum.floor(resourcesAvailable.div(actualStart).mul(priceRatio.sub(OmegaNum.ONE)).add(OmegaNum.ONE).log10().div(priceRatio.log10()));\n };\n Q.affordArithmeticSeries = function (resourcesAvailable, priceStart, priceAdd, currentOwned) {\n /*\n If you have resourcesAvailable, the price of something starts at\n priceStart, and on each purchase it gets increased by priceAdd,\n and you have already bought currentOwned, how many of the object\n can you buy.\n */\n resourcesAvailable = new OmegaNum(resourcesAvailable);\n priceStart = new OmegaNum(priceStart);\n priceAdd = new OmegaNum(priceAdd);\n currentOwned = new OmegaNum(currentOwned);\n var actualStart = priceStart.add(currentOwned.mul(priceAdd));\n var b = actualStart.sub(priceAdd.div(2));\n var b2 = b.pow(2);\n return b.neg().add(b2.add(priceAdd.mul(resourcesAvailable).mul(2)).sqrt()).div(priceAdd).floor();\n };\n Q.sumGeometricSeries = function (numItems, priceStart, priceRatio, currentOwned) {\n /*\n If you want to buy numItems of something, the price of something starts at\n priceStart, and on each purchase it gets multiplied by priceRatio,\n and you have already bought currentOwned, what will be the price of numItems\n of something.\n */\n priceStart = new OmegaNum(priceStart);\n priceRatio = new OmegaNum(priceRatio);\n return priceStart.mul(priceRatio.pow(currentOwned)).mul(OmegaNum.sub(OmegaNum.ONE, priceRatio.pow(numItems))).div(OmegaNum.sub(OmegaNum.ONE, priceRatio));\n };\n Q.sumArithmeticSeries = function (numItems, priceStart, priceAdd, currentOwned) {\n /*\n If you want to buy numItems of something, the price of something starts at\n priceStart, and on each purchase it gets increased by priceAdd,\n and you have already bought currentOwned, what will be the price of numItems\n of something.\n */\n numItems = new OmegaNum(numItems);\n priceStart = new OmegaNum(priceStart);\n currentOwned = new OmegaNum(currentOwned);\n var actualStart = priceStart.add(currentOwned.mul(priceAdd));\n\n return numItems.div(2).mul(actualStart.mul(2).plus(numItems.sub(OmegaNum.ONE).mul(priceAdd)));\n };\n // Binomial Coefficients n choose k\n Q.choose = function (n, k) {\n /*\n If you have n items and you take k out,\n how many ways could you do this?\n */\n return new OmegaNum(n).factorial().div(new OmegaNum(k).factorial().mul(new OmegaNum(n).sub(new OmegaNum(k)).factorial()));\n };\n P.choose = function (other) {\n return OmegaNum.choose(this, other);\n };\n //end break_eternity.js excerpt\n P.normalize = function () {\n var b;\n var x = this;\n if (OmegaNum.debug >= OmegaNum.ALL) console.log(x.toString());\n if (!x.array || !x.array.length) x.array = [0];\n if (x.sign != 1 && x.sign != -1) {\n if (typeof x.sign != \"number\") x.sign = Number(x.sign);\n x.sign = x.sign < 0 ? -1 : 1;\n }\n for (var l = x.array.length, i = 0; i < l; i++) {\n var e = x.array[i];\n if (e === null || e === undefined) {\n x.array[i] = 0;\n continue;\n }\n if (isNaN(e)) {\n x.array = [NaN];\n return x;\n }\n if (!isFinite(e)) {\n x.array = [Infinity];\n return x;\n }\n if (i !== 0 && !Number.isInteger(e)) x.array[i] = Math.floor(e);\n }\n do {\n if (OmegaNum.debug >= OmegaNum.ALL) console.log(x.toString());\n b = false;\n while (x.array.length && x.array[x.array.length - 1] === 0) {\n x.array.pop();\n b = true;\n }\n if (x.array[0] > MAX_SAFE_INTEGER) {\n x.array[1] = (x.array[1] || 0) + 1;\n x.array[0] = Math.log10(x.array[0]);\n b = true;\n }\n while (x.array[0] < MAX_E && x.array[1]) {\n x.array[0] = Math.pow(10, x.array[0]);\n x.array[1]--;\n b = true;\n }\n if (x.array.length > 2 && !x.array[1]) {\n for (i = 2; !x.array[i]; ++i) continue;\n x.array[i - 1] = x.array[0];\n x.array[0] = 1;\n x.array[i]--;\n b = true;\n }\n for (l = x.array.length, i = 1; i < l; ++i) {\n if (x.array[i] > MAX_SAFE_INTEGER) {\n x.array[i + 1] = (x.array[i + 1] || 0) + 1;\n x.array[0] = x.array[i] + 1;\n for (var j = 1; j <= i; ++j) x.array[j] = 0;\n b = true;\n }\n }\n } while (b);\n if (!x.array.length) x.array = [0];\n return x;\n };\n var standardizeMessageSent = false;\n P.standardize = function () {\n if (!standardizeMessageSent) console.warn(omegaNumError + \"'standardize' method is being deprecated in favor of 'normalize' and will be removed in the future!\"), standardizeMessageSent = true;\n return this.normalize();\n }\n P.toNumber = function () {\n //console.log(this.array);\n if (this.sign == -1) return -1 * this.abs();\n if (this.array.length >= 2 && (this.array[1] >= 2 || this.array[1] == 1 && this.array[0] > Math.log10(Number.MAX_VALUE))) return Infinity;\n if (this.array[1] == 1) return Math.pow(10, this.array[0]);\n return this.array[0];\n };\n P.toString = function () {\n if (this.sign == -1) return \"-\" + this.abs();\n if (isNaN(this.array[0])) return \"NaN\";\n if (!isFinite(this.array[0])) return \"Infinity\";\n var s = \"\";\n if (this.array.length >= 2) {\n for (var i = this.array.length - 1; i >= 2; --i) {\n var q = i >= 5 ? \"{\" + i + \"}\" : \"^\".repeat(i);\n if (this.array[i] > 1) s += \"(10\" + q + \")^\" + this.array[i] + \" \";\n else if (this.array[i] == 1) s += \"10\" + q;\n }\n }\n if (!this.array[1]) s += String(this.toNumber());\n else if (this.array[1] < 3) s += \"e\".repeat(this.array[1] - 1) + Math.pow(10, this.array[0] - Math.floor(this.array[0])) + \"e\" + Math.floor(this.array[0]);\n else if (this.array[1] < 8) s += \"e\".repeat(this.array[1]) + this.array[0];\n else s += \"(10^)^\" + this.array[1] + \" \" + this.array[0];\n return s;\n };\n //from break_eternity.js\n var decimalPlaces = function decimalPlaces(value, places) {\n var len = places + 1;\n var numDigits = Math.ceil(Math.log10(Math.abs(value)));\n if (numDigits < 100) numDigits = 0; //A hack-y solution to https://github.com/Naruyoko/ExpantaNum.js/issues/22\n var rounded = Math.round(value * Math.pow(10, len - numDigits)) * Math.pow(10, numDigits - len);\n return parseFloat(rounded.toFixed(Math.max(len - numDigits, 0)));\n };\n P.toStringWithDecimalPlaces = function (places, applyToOpNums) {\n if (this.sign == -1) return \"-\" + this.abs();\n if (isNaN(this.array[0])) return \"NaN\";\n if (!isFinite(this.array[0])) return \"Infinity\";\n var b = 0;\n var s = \"\";\n var m = Math.pow(10, places);\n if (this.array.length >= 2) {\n for (var i = this.array.length - 1; !b && i >= 2; --i) {\n var x = this.array[i];\n if (applyToOpNums && x >= m) {\n ++i;\n b = x;\n x = 1;\n } else if (applyToOpNums && this.array[i - 1] >= m) {\n ++x;\n b = this.array[i - 1];\n }\n var q = i >= 5 ? \"{\" + i + \"}\" : \"^\".repeat(i);\n if (x > 1) s += \"(10\" + q + \")^\" + x + \" \";\n else if (x == 1) s += \"10\" + q;\n }\n }\n var k = this.array[0];\n var l = this.array[1] || 0;\n if (k > m) {\n k = Math.log10(k);\n ++l;\n }\n if (b) s += decimalPlaces(b, places);\n else if (!l) s += String(decimalPlaces(k, places));\n else if (l < 3) s += \"e\".repeat(l - 1) + decimalPlaces(Math.pow(10, k - Math.floor(k)), places) + \"e\" + decimalPlaces(Math.floor(k), places);\n else if (l < 8) s += \"e\".repeat(l) + decimalPlaces(k, places);\n else if (applyToOpNums) s += \"(10^)^\" + decimalPlaces(l, places) + \" \" + decimalPlaces(k, places);\n else s += \"(10^)^\" + l + \" \" + decimalPlaces(k, places);\n return s;\n };\n //these are from break_eternity.js as well\n P.toExponential = function (places, applyToOpNums) {\n if (this.array.length == 1) return (this.sign * this.array[0]).toExponential(places);\n return this.toStringWithDecimalPlaces(places, applyToOpNums);\n };\n P.toFixed = function (places, applyToOpNums) {\n if (this.array.length == 1) return (this.sign * this.array[0]).toFixed(places);\n return this.toStringWithDecimalPlaces(places, applyToOpNums);\n };\n P.toPrecision = function (places, applyToOpNums) {\n if (this.array[0] === 0) return (this.sign * this.array[0]).toFixed(places - 1, applyToOpNums);\n if (this.array.length == 1 && this.array[0] < 1e-6) return this.toExponential(places - 1, applyToOpNums);\n if (this.array.length == 1 && places > Math.log10(this.array[0])) return this.toFixed(places - Math.floor(Math.log10(this.array[0])) - 1, applyToOpNums);\n return this.toExponential(places - 1, applyToOpNums);\n };\n P.valueOf = function () {\n return this.toString();\n };\n //Note: toArray() would be impossible without changing the layout of the array or lose the information about the sign\n P.toJSON = function () {\n if (OmegaNum.serializeMode == OmegaNum.JSON) {\n return {\n array: this.array.slice(0),\n sign: this.sign\n };\n } else if (OmegaNum.serializeMode == OmegaNum.STRING) {\n return this.toString();\n }\n };\n P.toHyperE = function () {\n if (this.sign == -1) return \"-\" + this.abs().toHyperE();\n if (isNaN(this.array[0])) return \"NaN\";\n if (!isFinite(this.array[0])) return \"Infinity\";\n if (this.lt(OmegaNum.MAX_SAFE_INTEGER)) return String(this.array[0]);\n if (this.lt(OmegaNum.E_MAX_SAFE_INTEGER)) return \"E\" + this.array[0];\n var r = \"E\" + this.array[0] + \"#\" + this.array[1];\n for (var i = 2; i < this.array.length; ++i) {\n r += \"#\" + (this.array[i] + 1);\n }\n return r;\n };\n Q.fromNumber = function (input) {\n if (typeof input != \"number\") throw Error(invalidArgument + \"Expected Number\");\n var x = new OmegaNum();\n x.array[0] = Math.abs(input);\n x.sign = input < 0 ? -1 : 1;\n x.normalize();\n return x;\n };\n var log10PosBigInt = function log10PosBigInt(input) {\n var exp = BigInt(64);\n while (input >= BigInt(1) << exp) exp *= BigInt(2);\n var expdel = exp / BigInt(2);\n while (expdel > BigInt(0)) {\n if (input >= BigInt(1) << exp) exp += expdel;\n else exp -= expdel;\n expdel /= BigInt(2);\n }\n var cutbits = exp - BigInt(54);\n var firstbits = input >> cutbits;\n return Math.log10(Number(firstbits)) + Math.LOG10E / Math.LOG2E * Number(cutbits);\n }\n Q.fromBigInt = function (input) {\n if (typeof input != \"bigint\") throw Error(invalidArgument + \"Expected BigInt\");\n var x = new OmegaNum();\n var abs = input < BigInt(0) ? -input : input;\n x.sign = input < BigInt(0) ? -1 : 1;\n if (abs <= MAX_SAFE_INTEGER) x.array[0] = Number(abs);\n else x.array = [log10PosBigInt(abs), 1];\n x.normalize();\n return x;\n }\n var LONG_STRING_MIN_LENGTH = 17;\n var log10LongString = function log10LongString(str) {\n return Math.log10(Number(str.substring(0, LONG_STRING_MIN_LENGTH))) + (str.length - LONG_STRING_MIN_LENGTH);\n }\n Q.fromString = function (input) {\n if (typeof input != \"string\") throw Error(invalidArgument + \"Expected String\");\n var isJSON = false;\n if (typeof input == \"string\" && (input[0] == \"[\" || input[0] == \"{\")) {\n try {\n JSON.parse(input);\n } finally {\n isJSON = true;\n }\n }\n if (isJSON) {\n return OmegaNum.fromJSON(input);\n }\n var x = new OmegaNum();\n x.array = [0];\n if (!isOmegaNum.test(input)) {\n console.warn(omegaNumError + \"Malformed input: \" + input);\n x.array = [NaN];\n return x;\n }\n var negateIt = false;\n if (input[0] == \"-\" || input[0] == \"+\") {\n var numSigns = input.search(/[^-\\+]/);\n var signs = input.substring(0, numSigns);\n negateIt = signs.match(/-/g).length % 2 == 1;\n input = input.substring(numSigns);\n }\n if (input == \"NaN\") x.array = [NaN];\n else if (input == \"Infinity\") x.array = [Infinity];\n else {\n var a, b, c, d, i;\n while (input) {\n if (/^\\(?10[\\^\\{]/.test(input)) {\n if (input[0] == \"(\") {\n input = input.substring(1);\n }\n var arrows;\n if (input[2] == \"^\") {\n a = input.substring(2).search(/[^\\^]/);\n arrows = a;\n b = a + 2;\n } else {\n a = input.indexOf(\"}\");\n arrows = Number(input.substring(3, a));\n b = a + 1;\n }\n if (arrows >= OmegaNum.maxArrow) {\n console.warn(\"Number too large to reasonably handle it: tried to \" + arrows.add(2) + \"-ate.\");\n x.array = [Infinity];\n break;\n }\n input = input.substring(b);\n if (input[0] == \")\") {\n a = input.indexOf(\" \");\n c = Number(input.substring(2, a));\n input = input.substring(a + 1);\n } else {\n c = 1;\n }\n if (arrows == 1) {\n x.array[1] = (x.array[1] || 0) + c;\n } else if (arrows == 2) {\n a = x.array[1] || 0;\n b = x.array[0] || 0;\n if (b >= 1e10) ++a;\n if (b >= 10) ++a;\n x.array[0] = a;\n x.array[1] = 0;\n x.array[2] = (x.array[2] || 0) + c;\n } else {\n a = x.array[arrows - 1] || 0;\n b = x.array[arrows - 2] || 0;\n if (b >= 10) ++a;\n for (i = 1; i < arrows; ++i) {\n x.array[i] = 0;\n }\n x.array[0] = a;\n x.array[arrows] = (x.array[arrows] || 0) + c;\n }\n } else {\n break;\n }\n }\n a = input.split(/[Ee]/);\n b = [x.array[0], 0];\n c = 1;\n for (i = a.length - 1; i >= 0; --i) {\n //The things that are already there\n if (b[0] < MAX_E && b[1] === 0) {\n b[0] = Math.pow(10, c * b[0]);\n } else if (c == -1) {\n if (b[1] === 0) {\n b[0] = Math.pow(10, c * b[0]);\n } else if (b[1] == 1 && b[0] <= Math.log10(Number.MAX_VALUE)) {\n b[0] = Math.pow(10, c * Math.pow(10, b[0]));\n } else {\n b[0] = 0;\n }\n b[1] = 0;\n } else {\n b[1]++;\n }\n //Multiplying coefficient\n var decimalPointPos = a[i].indexOf(\".\");\n var intPartLen = decimalPointPos == -1 ? a[i].length : decimalPointPos;\n if (b[1] === 0) {\n if (intPartLen >= LONG_STRING_MIN_LENGTH) b[0] = Math.log10(b[0]) + log10LongString(a[i].substring(0, intPartLen)), b[1] = 1;\n else if (a[i]) b[0] *= Number(a[i]);\n } else {\n d = intPartLen >= LONG_STRING_MIN_LENGTH ? log10LongString(a[i].substring(0, intPartLen)) : a[i] ? Math.log10(Number(a[i])) : 0;\n if (b[1] == 1) {\n b[0] += d;\n } else if (b[1] == 2 && b[0] < MAX_E + Math.log10(d)) {\n b[0] += Math.log10(1 + Math.pow(10, Math.log10(d) - b[0]));\n }\n }\n //Carrying\n if (b[0] < MAX_E && b[1]) {\n b[0] = Math.pow(10, b[0]);\n b[1]--;\n } else if (b[0] > MAX_SAFE_INTEGER) {\n b[0] = Math.log10(b[0]);\n b[1]++;\n }\n }\n x.array[0] = b[0];\n x.array[1] = (x.array[1] || 0) + b[1];\n }\n if (negateIt) x.sign *= -1;\n x.normalize();\n return x;\n };\n Q.fromArray = function (input1, input2) {\n var array, sign;\n if (input1 instanceof Array && (input2 === undefined || typeof input2 == \"number\")) {\n array = input1;\n sign = input2;\n } else if (input2 instanceof Array && typeof input1 == \"number\") {\n array = input2;\n sign = input1;\n } else {\n throw Error(invalidArgument + \"Expected an Array [and Boolean]\");\n }\n var x = new OmegaNum();\n x.array = array.slice(0);\n if (sign) x.sign = Number(sign);\n else x.sign = 1;\n x.normalize();\n return x;\n };\n Q.fromObject = function (input) {\n if (typeof input != \"object\") throw Error(invalidArgument + \"Expected Object\");\n if (input === null) return OmegaNum.ZERO.clone();\n if (input instanceof Array) return OmegaNum.fromArray(input);\n if (input instanceof OmegaNum) return new OmegaNum(input);\n if (!(input.array instanceof Array)) throw Error(invalidArgument + \"Expected that property 'array' exists\");\n if (input.sign !== undefined && typeof input.sign != \"number\") throw Error(invalidArgument + \"Expected that property 'sign' is Number\");\n var x = new OmegaNum();\n x.array = input.array.slice(0);\n x.sign = Number(input.sign) || 1;\n x.normalize();\n return x;\n };\n Q.fromJSON = function (input) {\n if (typeof input == \"object\") return OmegaNum.fromObject(parsedObject);\n if (typeof input != \"string\") throw Error(invalidArgument + \"Expected String\");\n var parsedObject, x;\n try {\n parsedObject = JSON.parse(input);\n } catch (e) {\n parsedObject = null;\n throw e;\n } finally {\n x = OmegaNum.fromObject(parsedObject);\n }\n parsedObject = null;\n return x;\n };\n Q.fromHyperE = function (input) {\n if (typeof input != \"string\") throw Error(invalidArgument + \"Expected String\");\n var x = new OmegaNum();\n x.array = [0];\n if (!/^[-\\+]*(0|[1-9]\\d*(\\.\\d*)?|Infinity|NaN|E[1-9]\\d*(\\.\\d*)?(#[1-9]\\d*)*)$/.test(input)) {\n console.warn(omegaNumError + \"Malformed input: \" + input);\n x.array = [NaN];\n return x;\n }\n var negateIt = false;\n if (input[0] == \"-\" || input[0] == \"+\") {\n var numSigns = input.search(/[^-\\+]/);\n var signs = input.substring(0, numSigns);\n negateIt = signs.match(/-/g).length % 2 === 0;\n input = input.substring(numSigns);\n }\n if (input == \"NaN\") x.array = [NaN];\n else if (input == \"Infinity\") x.array = [Infinity];\n else if (input[0] != \"E\") {\n x.array[0] = Number(input);\n } else if (input.indexOf(\"#\") == -1) {\n x.array[0] = Number(input.substring(1));\n x.array[1] = 1;\n } else {\n var array = input.substring(1).split(\"#\");\n for (var i = 0; i < array.length; ++i) {\n var t = Number(array[i]);\n if (i >= 2) {\n --t;\n }\n x.array[i] = t;\n }\n }\n if (negateIt) x.sign *= -1;\n x.normalize();\n return x;\n };\n P.clone = function () {\n var temp = new OmegaNum();\n temp.array = this.array.slice(0);\n temp.sign = this.sign;\n return temp;\n };\n // OmegaNum methods\n\n /*\n * clone\n * config/set\n */\n\n /*\n * Create and return a OmegaNum constructor with the same configuration properties as this OmegaNum constructor.\n *\n */\n function clone(obj) {\n var i, p, ps;\n function OmegaNum(input, input2) {\n var x = this;\n if (!(x instanceof OmegaNum)) return new OmegaNum(input, input2);\n x.constructor = OmegaNum;\n var parsedObject = null;\n if (typeof input == \"string\" && (input[0] == \"[\" || input[0] == \"{\")) {\n try {\n parsedObject = JSON.parse(input);\n } catch (e) {\n //lol just keep going\n }\n }\n var temp, temp2;\n if (typeof input == \"number\" && !(input2 instanceof Array)) {\n temp = OmegaNum.fromNumber(input);\n } else if (typeof input == \"bigint\") {\n temp = OmegaNum.fromBigInt(input);\n } else if (parsedObject) {\n temp = OmegaNum.fromObject(parsedObject);\n } else if (typeof input == \"string\" && input[0] == \"E\") {\n temp = OmegaNum.fromHyperE(input);\n } else if (typeof input == \"string\") {\n temp = OmegaNum.fromString(input);\n } else if (input instanceof Array || input2 instanceof Array) {\n temp = OmegaNum.fromArray(input, input2);\n } else if (input instanceof OmegaNum) {\n temp = input.array.slice(0);\n temp2 = input.sign;\n } else if (typeof input == \"object\") {\n temp = OmegaNum.fromObject(input);\n } else {\n temp = [NaN];\n temp2 = 1;\n }\n if (typeof temp2 == \"undefined\") {\n x.array = temp.array;\n x.sign = temp.sign;\n } else {\n x.array = temp;\n x.sign = temp2;\n }\n return x;\n }\n OmegaNum.prototype = P;\n\n OmegaNum.JSON = 0;\n OmegaNum.STRING = 1;\n\n OmegaNum.NONE = 0;\n OmegaNum.NORMAL = 1;\n OmegaNum.ALL = 2;\n\n OmegaNum.clone = clone;\n OmegaNum.config = OmegaNum.set = config;\n\n //OmegaNum=Object.assign(OmegaNum,Q);\n for (var prop in Q) {\n if (Q.hasOwnProperty(prop)) {\n OmegaNum[prop] = Q[prop];\n }\n }\n\n if (obj === void 0) obj = {};\n if (obj) {\n ps = ['maxArrow', 'serializeMode', 'debug'];\n for (i = 0; i < ps.length;) if (!obj.hasOwnProperty(p = ps[i++])) obj[p] = this[p];\n }\n\n OmegaNum.config(obj);\n\n return OmegaNum;\n }\n\n function defineConstants(obj) {\n for (var prop in R) {\n if (R.hasOwnProperty(prop)) {\n if (Object.defineProperty) {\n Object.defineProperty(obj, prop, {\n configurable: false,\n enumerable: true,\n writable: false,\n value: new OmegaNum(R[prop])\n });\n } else {\n obj[prop] = new OmegaNum(R[prop]);\n }\n }\n }\n return obj;\n }\n\n /*\n * Configure global settings for a OmegaNum constructor.\n *\n * `obj` is an object with one or more of the following properties,\n *\n * precision {number}\n * rounding {number}\n * toExpNeg {number}\n * toExpPos {number}\n *\n * E.g. OmegaNum.config({ precision: 20, rounding: 4 })\n *\n */\n function config(obj) {\n if (!obj || typeof obj !== 'object') {\n throw Error(omegaNumError + 'Object expected');\n }\n var i, p, v,\n ps = [\n 'maxArrow', 1, Number.MAX_SAFE_INTEGER,\n 'serializeMode', 0, 1,\n 'debug', 0, 2\n ];\n for (i = 0; i < ps.length; i += 3) {\n if ((v = obj[p = ps[i]]) !== void 0) {\n if (Math.floor(v) === v && v >= ps[i + 1] && v <= ps[i + 2]) this[p] = v;\n else throw Error(invalidArgument + p + ': ' + v);\n }\n }\n\n return this;\n }\n\n\n // Create and configure initial OmegaNum constructor.\n OmegaNum = clone(OmegaNum);\n\n OmegaNum = defineConstants(OmegaNum);\n\n OmegaNum['default'] = OmegaNum.OmegaNum = OmegaNum;\n\n // Export.\n\n // AMD.\n if (typeof define == 'function' && define.amd) {\n define(function () {\n return OmegaNum;\n });\n // Node and other environments that support module.exports.\n } else if (typeof module != 'undefined' && module.exports) {\n module.exports = OmegaNum;\n // Browser.\n } else {\n if (!globalScope) {\n globalScope = typeof self != 'undefined' && self && self.self == self\n ? self : Function('return this')();\n }\n globalScope.OmegaNum = OmegaNum;\n }\n})(this);\n//Actual code begins here\nlet largeNumber = new OmegaNum(1e309); // Create a number larger than 10^308\nconsole.log(largeNumber.toString()); // Print the number as a string","style.css":"body { margin: 0; font-family: Arial, sans-serif; }\n\ncanvas { display: block; }","index.html":"\n\n\n\n \n \n Emoji Adventure Game\n \n \n\n\n\n\n \n\n\n"},"chat_history":[{"message":"Let's get started!","project_id":4427,"created_at":"2024-11-05T15:15:27.938377Z","output_tokens":null,"sender":"human","code_id":178555,"deleted":0,"input_tokens":null,"id":87148},{"message":"","project_id":4427,"created_at":"2024-11-05T15:15:27.946426Z","output_tokens":null,"sender":"ai","code_id":178555,"deleted":0,"input_tokens":null,"id":87149},{"message":"i've got this OMEGANUM test here, i dont get why it isnt working","project_id":4427,"created_at":"2024-11-05T15:15:44.322919Z","output_tokens":null,"sender":"human","code_id":178556,"deleted":0,"input_tokens":null,"id":87150},{"message":"It looks like you're using OmegaNum to handle very large numbers, but there might be some confusion about what's currently implemented in your code. Let's take a look at what you want to achieve and see how we can help fix it.\n\nCould you clarify what you're trying to do with the OmegaNum library? Are you trying to display or manipulate very large numbers in your project? Let me know more about your specific goal or any error messages you're encountering.","project_id":4427,"created_at":"2024-11-05T15:15:44.327648Z","output_tokens":null,"sender":"ai","code_id":178556,"deleted":0,"input_tokens":null,"id":87151},{"message":"im just trying to figure out how to print a number bigger than e308","project_id":4427,"created_at":"2024-11-05T15:16:20.272344Z","output_tokens":null,"sender":"human","code_id":178557,"deleted":0,"input_tokens":null,"id":87152},{"message":"I see you're trying to work with very large numbers using the OmegaNum library. Let's make sure that you can properly display a number larger than \$10^{308}\$.\n\nThe OmegaNum library allows you to handle and print large numbers with special formatting. Let's ensure you're using it correctly to display your large number.\n\nFirst, let's initialize an OmegaNum value larger than \$10^{308}\$ and print it using the `toString()` method, which is great for displaying such numbers.\n\nHere's how you can do it:\n\n```javascript\nlet largeNumber = OmegaNum(1e309); // Create a number larger than 10^308\nconsole.log(largeNumber.toString()); // Print the number as a string\n```\n\n### Explanation:\n\n- **OmegaNum Initialization**: The `OmegaNum(1e309)` creates a number slightly larger than \$10^{308}\$, which is \$10^{309}\$.\n- **toString Method**: Using `toString()` allows you to convert the OmegaNum object into a readable string format for printing.\n\nIf you replace your current print statement with the above code, it should correctly display the number larger than \$10^{308}\$ in the console.","project_id":4427,"created_at":"2024-11-05T15:16:20.315594Z","output_tokens":null,"sender":"ai","code_id":178557,"deleted":0,"input_tokens":null,"id":87153},{"message":"\"LOG: Infinity\"","project_id":4427,"created_at":"2024-11-05T15:16:44.101818Z","output_tokens":null,"sender":"human","code_id":178559,"deleted":0,"input_tokens":null,"id":87154},{"message":"It looks like the `OmegaNum` library is not being used correctly or isn't available, which is why you're seeing \"Infinity\" instead of a formatted large number. Let's ensure the `OmegaNum` library is included in your project and used properly.\n\nHere's what you can do:\n\n1. **Include the OmegaNum Library**: Ensure that the OmegaNum library is included in your HTML file. You can add it via a script tag.\n\n2. **Use the OmegaNum Object**: Make sure that you're creating and using the OmegaNum object correctly.\n\nLet's add the OmegaNum library to your HTML and update your JavaScript accordingly:\n\n### HTML\n\n```html\n\n\n\n \n \n Emoji Adventure Game\n \n \n \n\n\n \n\n\n```\n\n### JavaScript\n\n```javascript\nlet largeNumber = new OmegaNum(\"1e309\"); // Use OmegaNum constructor\nconsole.log(largeNumber.toString()); // Print the number as a string\n```\n\n### Explanation:\n\n- **Include OmegaNum**: Use a script tag to include the OmegaNum library from a CDN.\n- **Create OmegaNum Object**: Use `new OmegaNum(\"1e309\")` to correctly create an OmegaNum object representing a number larger than \$10^{308}\$.\n- **Print as String**: Use the `toString()` method to convert the OmegaNum object to a readable string.\n\nReplace your current HTML and JavaScript with the above code to see the correct output. Let me know if you have any questions!","project_id":4427,"created_at":"2024-11-05T15:16:44.201267Z","output_tokens":null,"sender":"ai","code_id":178559,"deleted":0,"input_tokens":null,"id":87155},{"message":"LOG: Infinity","project_id":4427,"created_at":"2024-11-05T15:18:38.852174Z","output_tokens":null,"sender":"human","code_id":178567,"deleted":0,"input_tokens":null,"id":87158},{"message":"It seems like the issue is with the way the `OmegaNum` object is being instantiated or used. Let's address this to ensure that very large numbers are handled correctly using your custom `OmegaNum` library. The library's `OmegaNum` object needs to be constructed properly.\n\nLet's make sure the `OmegaNum` object is initialized correctly:\n\n```javascript\n// Create a very large number with the OmegaNum constructor\nlet largeNumber = new OmegaNum(\"1e309\"); // Create a number larger than 10^308\nconsole.log(largeNumber.toString()); // Print the number as a string\n```\n\n### Explanation:\n\n- **Using `new OmegaNum`**: Use `new OmegaNum(\"1e309\")` to properly construct the OmegaNum object. Note the use of a string `\"1e309\"` to represent the large number in scientific notation.\n- **Printing the Number**: Calling `toString()` will convert the OmegaNum object into a readable string format, allowing you to see the large number.\n\nTry replacing your current instantiation of `largeNumber` with the above code and see if that resolves the issue. Let me know if it works or if you encounter any other issues!","project_id":4427,"created_at":"2024-11-05T15:18:38.857951Z","output_tokens":null,"sender":"ai","code_id":178567,"deleted":0,"input_tokens":null,"id":87159}],"assets":[],"messages_sent":5,"comments":[],"steps":[]}