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<!DOCTYPE html>
<html lang="en">
<head>
<link rel="icon" type="image/png"
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<title>Crystal Clicker</title>
<meta name="author" content="Leo Zhang">
<meta name="description" content="Gain crystals, unlock new upgrades, and get various unique buildings.">
<meta name="keywords" content="incremental game, clicker game, gems, crystals, game, entertainment">
<meta name="viewport" content="width=device-width, initial-scale=1.0, maximum-scale=1.0, user-scalable=no">
<meta charset="utf-8">
<!-- MIT License
Copyright (c) 2019 Timothy Stiles
Permission is hereby granted, free of charge, to any person obtaining a copy
of this software and associated documentation files (the "Software"), to deal
in the Software without restriction, including without limitation the rights
to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
copies of the Software, and to permit persons to whom the Software is
furnished to do so, subject to the following conditions:
The above copyright notice and this permission notice shall be included in all
copies or substantial portions of the Software.
THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
SOFTWARE. -->
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(this.first = r, this.last = r) : (r.next = this.first, this.first.prev = r, this.first = r), this.map.set(e, r); this.map.size > this.maxSize;) { var i = this.last; this.map.delete(i.key), this.last = i.prev, this.last.next = void 0 } } } }]), t }(), a = r((function t(r, i) { e(this, t), this.next = void 0, this.prev = void 0, this.key = r, this.value = i })), n = Math.log10(9e15), s = function () { for (var e = [], t = -323; t <= 308; t++)e.push(Number("1e" + t)); return function (t) { return e[t + 323] } }(), u = [2, Math.E, 3, 4, 5, 6, 7, 8, 9, 10], o = [[1, 1.0891180521811203, 1.1789767925673957, 1.2701455431742086, 1.3632090180450092, 1.4587818160364217, 1.5575237916251419, 1.6601571006859253, 1.767485818836978, 1.8804192098842727, 2], [1, 1.1121114330934079, 1.231038924931609, 1.3583836963111375, 1.4960519303993531, 1.6463542337511945, 1.8121385357018724, 1.996971324618307, 2.2053895545527546, 2.4432574483385254, Math.E], [1, 1.1187738849693603, 1.2464963939368214, 1.38527004705667, 1.5376664685821402, 1.7068895236551784, 1.897001227148399, 2.1132403089001035, 2.362480153784171, 2.6539010333870774, 3], [1, 1.1367350847096405, 1.2889510672956703, 1.4606478703324786, 1.6570295196661111, 1.8850062585672889, 2.1539465047453485, 2.476829779693097, 2.872061932789197, 3.3664204535587183, 4], [1, 1.1494592900767588, 1.319708228183931, 1.5166291280087583, 1.748171114438024, 2.0253263297298045, 2.3636668498288547, 2.7858359149579424, 3.3257226212448145, 4.035730287722532, 5], [1, 1.159225940787673, 1.343712473580932, 1.5611293155111927, 1.8221199554561318, 2.14183924486326, 2.542468319282638, 3.0574682501653316, 3.7390572020926873, 4.6719550537360774, 6], [1, 1.1670905356972596, 1.3632807444991446, 1.5979222279405536, 1.8842640123816674, 2.2416069644878687, 2.69893426559423, 3.3012632110403577, 4.121250340630164, 5.281493033448316, 7], [1, 1.1736630594087796, 1.379783782386201, 1.6292821855668218, 1.9378971836180754, 2.3289975651071977, 2.8384347394720835, 3.5232708454565906, 4.478242031114584, 5.868592169644505, 8], [1, 1.1793017514670474, 1.394054150657457, 1.65664127441059, 1.985170999970283, 2.4069682290577457, 2.9647310119960752, 3.7278665320924946, 4.814462547283592, 6.436522247411611, 9], [1, 1.1840100246247336, 1.4061375836156955, 1.6802272208863964, 2.026757028388619, 2.4770056063449646, 3.080525271755482, 3.9191964192627284, 5.135152840833187, 6.989961179534715, 10]], l = [[-1, -.9194161097107025, -.8335625019330468, -.7425599821143978, -.6466611521029437, -.5462617907227869, -.4419033816638769, -.3342645487554494, -.224140440909962, -.11241087890006762, 0], [-1, -.90603157029014, -.80786507256596, -.7064666939634, -.60294836853664, -.49849837513117, -.39430303318768, -.29147201034755, -.19097820800866, -.09361896280296, 0], [-1, -.9021579584316141, -.8005762598234203, -.6964780623319391, -.5911906810998454, -.486050182576545, -.3823089430815083, -.28106046722897615, -.1831906535795894, -.08935809204418144, 0], [-1, -.8917227442365535, -.781258746326964, -.6705130326902455, -.5612813129406509, -.4551067709033134, -.35319256652135966, -.2563741554088552, -.1651412821106526, -.0796919581982668, 0], [-1, -.8843387974366064, -.7678744063886243, -.6529563724510552, -.5415870994657841, -.4352842206588936, -.33504449124791424, -.24138853420685147, -.15445285440944467, -.07409659641336663, 0], [-1, -.8786709358426346, -.7577735191184886, -.6399546189952064, -.527284921869926, -.4211627631006314, -.3223479611761232, -.23107655627789858, -.1472057700818259, -.07035171210706326, 0], [-1, -.8740862815291583, -.7497032990976209, -.6297119746181752, -.5161838335958787, -.41036238255751956, -.31277212146489963, -.2233976621705518, -.1418697367979619, -.06762117662323441, 0], [-1, -.8702632331800649, -.7430366914122081, -.6213373075161548, -.5072025698095242, -.40171437727184167, -.30517930701410456, -.21736343968190863, -.137710238299109, -.06550774483471955, 0], [-1, -.8670016295947213, -.7373984232432306, -.6143173985094293, -.49973884395492807, -.394584953527678, -.2989649949848695, -.21245647317021688, -.13434688362382652, -.0638072667348083, 0], [-1, -.8641642839543857, -.732534623168535, -.6083127477059322, -.4934049257184696, -.3885773075899922, -.29376029055315767, -.2083678561173622, -.13155653399373268, -.062401588652553186, 0]], h = function (e) { return b.fromValue_noAlloc(e) }, m = function (e, t, r) { return b.fromComponents(e, t, r) }, g = function (e, t, r) { return b.fromComponents_noNormalize(e, t, r) }, f = function (e, t) { var r = t + 1, i = Math.ceil(Math.log10(Math.abs(e))), a = Math.round(e * Math.pow(10, r - i)) * Math.pow(10, i - r); return parseFloat(a.toFixed(Math.max(r - i, 0))) }, c = function (e) { return Math.sign(e) * Math.log10(Math.abs(e)) }, N = .5671432904097838, v = function (e) { var t, r, i = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 1e-10, a = !(arguments.length > 2 && void 0 !== arguments[2]) || arguments[2]; if (!Number.isFinite(e)) return e; if (a) { if (0 === e) return e; if (1 === e) return N; t = e < 10 ? 0 : Math.log(e) - Math.log(Math.log(e)) } else { if (0 === e) return -1 / 0; t = e <= -.1 ? -2 : Math.log(-e) - Math.log(-Math.log(-e)) } for (var n = 0; n < 100; ++n) { if (r = (e * Math.exp(-t) + t * t) / (t + 1), Math.abs(r - t) < i * Math.abs(r)) return r; t = r } throw Error("Iteration failed to converge: ".concat(e.toString())) }; function y(e) { var t, r, i, a, n = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 1e-10, s = !(arguments.length > 2 && void 0 !== arguments[2]) || arguments[2]; if (!Number.isFinite(e.mag)) return new b(e); if (s) { if (e.eq(b.dZero)) return g(0, 0, 0); if (e.eq(b.dOne)) return b.fromNumber(N); t = b.ln(e) } else { if (e.eq(b.dZero)) return g(-1, Number.NEGATIVE_INFINITY, Number.NEGATIVE_INFINITY); t = b.ln(e.neg()) } for (var u = 0; u < 100; ++u) { if (r = t.neg().exp(), i = t.sub(e.mul(r)), a = t.sub(i.div(t.add(1).sub(t.add(2).mul(i).div(b.mul(2, t).add(2))))), b.abs(a.sub(t)).lt(b.abs(a).mul(n))) return a; t = a } throw Error("Iteration failed to converge: ".concat(e.toString())) } var b = function () { function t(r) { e(this, t), this.sign = 0, this.mag = 0, this.layer = 0, r instanceof t ? this.fromDecimal(r) : "number" == typeof r ? this.fromNumber(r) : "string" == typeof r && this.fromString(r) } return r(t, [{ key: "m", get: function () { if (0 === this.sign) return 0; if (0 === this.layer) { var e, t = Math.floor(Math.log10(this.mag)); return e = 5e-324 === this.mag ? 5 : this.mag / s(t), this.sign * e } if (1 === this.layer) { var r = this.mag - Math.floor(this.mag); return this.sign * Math.pow(10, r) } return this.sign }, set: function (e) { this.layer <= 2 ? this.fromMantissaExponent(e, this.e) : (this.sign = Math.sign(e), 0 === this.sign && (this.layer = 0, this.exponent = 0)) } }, { key: "e", get: function () { return 0 === this.sign ? 0 : 0 === this.layer ? Math.floor(Math.log10(this.mag)) : 1 === this.layer ? Math.floor(this.mag) : 2 === this.layer ? Math.floor(Math.sign(this.mag) * Math.pow(10, Math.abs(this.mag))) : this.mag * Number.POSITIVE_INFINITY }, set: function (e) { this.fromMantissaExponent(this.m, e) } }, { key: "s", get: function () { return this.sign }, set: function (e) { 0 === e ? (this.sign = 0, this.layer = 0, this.mag = 0) : this.sign = e } }, { key: "mantissa", get: function () { return this.m }, set: function (e) { this.m = e } }, { key: "exponent", get: function () { return this.e }, set: function (e) { this.e = e } }, { key: "normalize", value: function () { if (0 === this.sign || 0 === this.mag && 0 === this.layer || this.mag === Number.NEGATIVE_INFINITY && this.layer > 0 && Number.isFinite(this.layer)) return this.sign = 0, this.mag = 0, this.layer = 0, this; if (0 === this.layer && this.mag < 0 && (this.mag = -this.mag, this.sign = -this.sign), this.mag === Number.POSITIVE_INFINITY || this.layer === Number.POSITIVE_INFINITY || this.mag === Number.NEGATIVE_INFINITY || this.layer === Number.NEGATIVE_INFINITY) return this.mag = Number.POSITIVE_INFINITY, this.layer = Number.POSITIVE_INFINITY, this; if (0 === this.layer && this.mag < 1 / 9e15) return this.layer += 1, this.mag = Math.log10(this.mag), this; var e = Math.abs(this.mag), t = Math.sign(this.mag); if (e >= 9e15) return this.layer += 1, this.mag = t * Math.log10(e), this; for (; e < n && this.layer > 0;)this.layer -= 1, 0 === this.layer ? this.mag = Math.pow(10, this.mag) : (this.mag = t * Math.pow(10, e), e = Math.abs(this.mag), t = Math.sign(this.mag)); return 0 === this.layer && (this.mag < 0 ? (this.mag = -this.mag, this.sign = -this.sign) : 0 === this.mag && (this.sign = 0)), (Number.isNaN(this.sign) || Number.isNaN(this.layer) || Number.isNaN(this.mag)) && (this.sign = Number.NaN, this.layer = Number.NaN, this.mag = Number.NaN), this } }, { key: "fromComponents", value: function (e, t, r) { return this.sign = e, this.layer = t, this.mag = r, this.normalize(), this } }, { key: "fromComponents_noNormalize", value: function (e, t, r) { return this.sign = e, this.layer = t, this.mag = r, this } }, { key: "fromMantissaExponent", value: function (e, t) { return this.layer = 1, this.sign = Math.sign(e), e = Math.abs(e), this.mag = t + Math.log10(e), this.normalize(), this } }, { key: "fromMantissaExponent_noNormalize", value: function (e, t) { return this.fromMantissaExponent(e, t), this } }, { key: "fromDecimal", value: function (e) { return this.sign = e.sign, this.layer = e.layer, this.mag = e.mag, this } }, { key: "fromNumber", value: function (e) { return this.mag = Math.abs(e), this.sign = Math.sign(e), this.layer = 0, this.normalize(), this } }, { key: "fromString", value: function (e) { var r = arguments.length > 1 && void 0 !== arguments[1] && arguments[1], i = e, a = t.fromStringCache.get(i); if (void 0 !== a) return this.fromDecimal(a); var n = (e = e.replace(",", "")).split("^^^"); if (2 === n.length) { var s = parseFloat(n[0]), u = parseFloat(n[1]), o = n[1].split(";"), l = 1; if (2 === o.length && (l = parseFloat(o[1]), isFinite(l) || (l = 1)), isFinite(s) && isFinite(u)) { var g = t.pentate(s, u, l, r); return this.sign = g.sign, this.layer = g.layer, this.mag = g.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } } var f = e.split("^^"); if (2 === f.length) { var N = parseFloat(f[0]), v = parseFloat(f[1]), y = f[1].split(";"), b = 1; if (2 === y.length && (b = parseFloat(y[1]), isFinite(b) || (b = 1)), isFinite(N) && isFinite(v)) { var d = t.tetrate(N, v, b, r); return this.sign = d.sign, this.layer = d.layer, this.mag = d.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } } var p, k, I = e.split("^"); if (2 === I.length) { var M = parseFloat(I[0]), w = parseFloat(I[1]); if (isFinite(M) && isFinite(w)) { var _ = t.pow(M, w); return this.sign = _.sign, this.layer = _.layer, this.mag = _.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } } var F = (e = e.trim().toLowerCase()).split("pt"); if (2 === F.length) { p = 10; var S = !1; "-" == F[0][0] && (S = !0, F[0] = F[0].slice(1)), k = parseFloat(F[0]), F[1] = F[1].replace("(", ""), F[1] = F[1].replace(")", ""); var q = parseFloat(F[1]); if (isFinite(q) || (q = 1), isFinite(p) && isFinite(k)) { var T = t.tetrate(p, k, q, r); return this.sign = T.sign, this.layer = T.layer, this.mag = T.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), S && (this.sign *= -1), this } } if (2 === (F = e.split("p")).length) { p = 10; var E = !1; "-" == F[0][0] && (E = !0, F[0] = F[0].slice(1)), k = parseFloat(F[0]), F[1] = F[1].replace("(", ""), F[1] = F[1].replace(")", ""); var x = parseFloat(F[1]); if (isFinite(x) || (x = 1), isFinite(p) && isFinite(k)) { var O = t.tetrate(p, k, x, r); return this.sign = O.sign, this.layer = O.layer, this.mag = O.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), E && (this.sign *= -1), this } } if (2 === (F = e.split("f")).length) { p = 10; var V = !1; "-" == F[0][0] && (V = !0, F[0] = F[0].slice(1)), F[0] = F[0].replace("(", ""), F[0] = F[0].replace(")", ""); var P = parseFloat(F[0]); if (F[1] = F[1].replace("(", ""), F[1] = F[1].replace(")", ""), k = parseFloat(F[1]), isFinite(P) || (P = 1), isFinite(p) && isFinite(k)) { var Y = t.tetrate(p, k, P, r); return this.sign = Y.sign, this.layer = Y.layer, this.mag = Y.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), V && (this.sign *= -1), this } } var C = e.split("e"), z = C.length - 1; if (0 === z) { var D = parseFloat(e); if (isFinite(D)) return this.fromNumber(D), t.fromStringCache.size >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } else if (1 === z) { var A = parseFloat(e); if (isFinite(A) && 0 !== A) return this.fromNumber(A), t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } var Z = e.split("e^"); if (2 === Z.length) { this.sign = 1, "-" == Z[0].charAt(0) && (this.sign = -1); for (var G = "", L = 0; L < Z[1].length; ++L) { var j = Z[1].charCodeAt(L); if (!(j >= 43 && j <= 57 || 101 === j)) return this.layer = parseFloat(G), this.mag = parseFloat(Z[1].substr(L + 1)), this.normalize(), t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this; G += Z[1].charAt(L) } } if (z < 1) return this.sign = 0, this.layer = 0, this.mag = 0, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this; var W = parseFloat(C[0]); if (0 === W) return this.sign = 0, this.layer = 0, this.mag = 0, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this; var B = parseFloat(C[C.length - 1]); if (z >= 2) { var U = parseFloat(C[C.length - 2]); isFinite(U) && (B *= Math.sign(U), B += c(U)) } if (isFinite(W)) if (1 === z) this.sign = Math.sign(W), this.layer = 1, this.mag = B + Math.log10(Math.abs(W)); else { if (this.sign = Math.sign(W), this.layer = z, 2 === z) { var J = t.mul(m(1, 2, B), h(W)); return this.sign = J.sign, this.layer = J.layer, this.mag = J.mag, t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } this.mag = B } else this.sign = "-" === C[0] ? -1 : 1, this.layer = z, this.mag = B; return this.normalize(), t.fromStringCache.maxSize >= 1 && t.fromStringCache.set(i, t.fromDecimal(this)), this } }, { key: "fromValue", value: function (e) { return e instanceof t ? this.fromDecimal(e) : "number" == typeof e ? this.fromNumber(e) : "string" == typeof e ? this.fromString(e) : (this.sign = 0, this.layer = 0, this.mag = 0, this) } }, { key: "toNumber", value: function () { return this.mag === Number.POSITIVE_INFINITY && this.layer === Number.POSITIVE_INFINITY && 1 === this.sign ? Number.POSITIVE_INFINITY : this.mag === Number.POSITIVE_INFINITY && this.layer === Number.POSITIVE_INFINITY && -1 === this.sign ? Number.NEGATIVE_INFINITY : Number.isFinite(this.layer) ? 0 === this.layer ? this.sign * this.mag : 1 === this.layer ? this.sign * Math.pow(10, this.mag) : this.mag > 0 ? this.sign > 0 ? Number.POSITIVE_INFINITY : Number.NEGATIVE_INFINITY : 0 : Number.NaN } }, { key: "mantissaWithDecimalPlaces", value: function (e) { return isNaN(this.m) ? Number.NaN : 0 === this.m ? 0 : f(this.m, e) } }, { key: "magnitudeWithDecimalPlaces", value: function (e) { return isNaN(this.mag) ? Number.NaN : 0 === this.mag ? 0 : f(this.mag, e) } }, { key: "toString", value: function () { return isNaN(this.layer) || isNaN(this.sign) || isNaN(this.mag) ? "NaN" : this.mag === Number.POSITIVE_INFINITY || this.layer === Number.POSITIVE_INFINITY ? 1 === this.sign ? "Infinity" : "-Infinity" : 0 === this.layer ? this.mag < 1e21 && this.mag > 1e-7 || 0 === this.mag ? (this.sign * this.mag).toString() : this.m + "e" + this.e : 1 === this.layer ? this.m + "e" + this.e : this.layer <= 5 ? (-1 === this.sign ? "-" : "") + "e".repeat(this.layer) + this.mag : (-1 === this.sign ? "-" : "") + "(e^" + this.layer + ")" + this.mag } }, { key: "toExponential", value: function (e) { return 0 === this.layer ? (this.sign * this.mag).toExponential(e) : this.toStringWithDecimalPlaces(e) } }, { key: "toFixed", value: function (e) { return 0 === this.layer ? (this.sign * this.mag).toFixed(e) : this.toStringWithDecimalPlaces(e) } }, { key: "toPrecision", value: function (e) { return this.e <= -7 ? this.toExponential(e - 1) : e > this.e ? this.toFixed(e - this.exponent - 1) : this.toExponential(e - 1) } }, { key: "valueOf", value: function () { return this.toString() } }, { key: "toJSON", value: function () { return this.toString() } }, { key: "toStringWithDecimalPlaces", value: function (e) { return 0 === this.layer ? this.mag < 1e21 && this.mag > 1e-7 || 0 === this.mag ? (this.sign * this.mag).toFixed(e) : f(this.m, e) + "e" + f(this.e, e) : 1 === this.layer ? f(this.m, e) + "e" + f(this.e, e) : this.layer <= 5 ? (-1 === this.sign ? "-" : "") + "e".repeat(this.layer) + f(this.mag, e) : (-1 === this.sign ? "-" : "") + "(e^" + this.layer + ")" + f(this.mag, e) } }, { key: "abs", value: function () { return g(0 === this.sign ? 0 : 1, this.layer, this.mag) } }, { key: "neg", value: function () { return g(-this.sign, this.layer, this.mag) } }, { key: "negate", value: function () { return this.neg() } }, { key: "negated", value: function () { return this.neg() } }, { key: "sgn", value: function () { return this.sign } }, { key: "round", value: function () { return this.mag < 0 ? g(0, 0, 0) : 0 === this.layer ? m(this.sign, 0, Math.round(this.mag)) : new t(this) } }, { key: "floor", value: function () { return this.mag < 0 ? -1 === this.sign ? g(-1, 0, 1) : g(0, 0, 0) : -1 === this.sign ? this.neg().ceil().neg() : 0 === this.layer ? m(this.sign, 0, Math.floor(this.mag)) : new t(this) } }, { key: "ceil", value: function () { return this.mag < 0 ? 1 === this.sign ? g(1, 0, 1) : g(0, 0, 0) : -1 === this.sign ? this.neg().floor().neg() : 0 === this.layer ? m(this.sign, 0, Math.ceil(this.mag)) : new t(this) } }, { key: "trunc", value: function () { return this.mag < 0 ? g(0, 0, 0) : 0 === this.layer ? m(this.sign, 0, Math.trunc(this.mag)) : new t(this) } }, { key: "add", value: function (e) { var r, i, a = h(e); if (this.eq(t.dInf) && a.eq(t.dNegInf) || this.eq(t.dNegInf) && a.eq(t.dInf)) return g(Number.NaN, Number.NaN, Number.NaN); if (!Number.isFinite(this.layer)) return new t(this); if (!Number.isFinite(a.layer)) return new t(a); if (0 === this.sign) return new t(a); if (0 === a.sign) return new t(this); if (this.sign === -a.sign && this.layer === a.layer && this.mag === a.mag) return g(0, 0, 0); if (this.layer >= 2 || a.layer >= 2) return this.maxabs(a); if (t.cmpabs(this, a) > 0 ? (r = new t(this), i = new t(a)) : (r = new t(a), i = new t(this)), 0 === r.layer && 0 === i.layer) return t.fromNumber(r.sign * r.mag + i.sign * i.mag); var n = r.layer * Math.sign(r.mag), s = i.layer * Math.sign(i.mag); if (n - s >= 2) return r; if (0 === n && -1 === s) { if (Math.abs(i.mag - Math.log10(r.mag)) > 17) return r; var u = Math.pow(10, Math.log10(r.mag) - i.mag), o = i.sign + r.sign * u; return m(Math.sign(o), 1, i.mag + Math.log10(Math.abs(o))) } if (1 === n && 0 === s) { if (Math.abs(r.mag - Math.log10(i.mag)) > 17) return r; var l = Math.pow(10, r.mag - Math.log10(i.mag)), f = i.sign + r.sign * l; return m(Math.sign(f), 1, Math.log10(i.mag) + Math.log10(Math.abs(f))) } if (Math.abs(r.mag - i.mag) > 17) return r; var c = Math.pow(10, r.mag - i.mag), N = i.sign + r.sign * c; return m(Math.sign(N), 1, i.mag + Math.log10(Math.abs(N))) } }, { key: "plus", value: function (e) { return this.add(e) } }, { key: "sub", value: function (e) { return this.add(h(e).neg()) } }, { key: "subtract", value: function (e) { return this.sub(e) } }, { key: "minus", value: function (e) { return this.sub(e) } }, { key: "mul", value: function (e) { var r, i, a = h(e); if (this.eq(t.dInf) && a.eq(t.dNegInf) || this.eq(t.dNegInf) && a.eq(t.dInf)) return g(-1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY); if (this.mag == Number.POSITIVE_INFINITY && a.eq(t.dZero) || this.eq(t.dZero) && this.mag == Number.POSITIVE_INFINITY) return g(Number.NaN, Number.NaN, Number.NaN); if (!Number.isFinite(this.layer)) return new t(this); if (!Number.isFinite(a.layer)) return new t(a); if (0 === this.sign || 0 === a.sign) return g(0, 0, 0); if (this.layer === a.layer && this.mag === -a.mag) return g(this.sign * a.sign, 0, 1); if (this.layer > a.layer || this.layer == a.layer && Math.abs(this.mag) > Math.abs(a.mag) ? (r = new t(this), i = new t(a)) : (r = new t(a), i = new t(this)), 0 === r.layer && 0 === i.layer) return t.fromNumber(r.sign * i.sign * r.mag * i.mag); if (r.layer >= 3 || r.layer - i.layer >= 2) return m(r.sign * i.sign, r.layer, r.mag); if (1 === r.layer && 0 === i.layer) return m(r.sign * i.sign, 1, r.mag + Math.log10(i.mag)); if (1 === r.layer && 1 === i.layer) return m(r.sign * i.sign, 1, r.mag + i.mag); if (2 === r.layer && 1 === i.layer) { var n = m(Math.sign(r.mag), r.layer - 1, Math.abs(r.mag)).add(m(Math.sign(i.mag), i.layer - 1, Math.abs(i.mag))); return m(r.sign * i.sign, n.layer + 1, n.sign * n.mag) } if (2 === r.layer && 2 === i.layer) { var s = m(Math.sign(r.mag), r.layer - 1, Math.abs(r.mag)).add(m(Math.sign(i.mag), i.layer - 1, Math.abs(i.mag))); return m(r.sign * i.sign, s.layer + 1, s.sign * s.mag) } throw Error("Bad arguments to mul: " + this + ", " + e) } }, { key: "multiply", value: function (e) { return this.mul(e) } }, { key: "times", value: function (e) { return this.mul(e) } }, { key: "div", value: function (e) { var t = h(e); return this.mul(t.recip()) } }, { key: "divide", value: function (e) { return this.div(e) } }, { key: "divideBy", value: function (e) { return this.div(e) } }, { key: "dividedBy", value: function (e) { return this.div(e) } }, { key: "recip", value: function () { return 0 === this.mag ? g(Number.NaN, Number.NaN, Number.NaN) : this.mag === Number.POSITIVE_INFINITY ? g(0, 0, 0) : 0 === this.layer ? m(this.sign, 0, 1 / this.mag) : m(this.sign, this.layer, -this.mag) } }, { key: "reciprocal", value: function () { return this.recip() } }, { key: "reciprocate", value: function () { return this.recip() } }, { key: "mod", value: function (e) { var r = h(e).abs(); if (r.eq(t.dZero)) return g(0, 0, 0); var i = this.toNumber(), a = r.toNumber(); return isFinite(i) && isFinite(a) && 0 != i && 0 != a ? new t(i % a) : this.sub(r).eq(this) ? g(0, 0, 0) : r.sub(this).eq(r) ? new t(this) : -1 == this.sign ? this.abs().mod(r).neg() : this.sub(this.div(r).floor().mul(r)) } }, { key: "modulo", value: function (e) { return this.mod(e) } }, { key: "modular", value: function (e) { return this.mod(e) } }, { key: "cmp", value: function (e) { var t = h(e); return this.sign > t.sign ? 1 : this.sign < t.sign ? -1 : this.sign * this.cmpabs(e) } }, { key: "cmpabs", value: function (e) { var t = h(e), r = this.mag > 0 ? this.layer : -this.layer, i = t.mag > 0 ? t.layer : -t.layer; return r > i ? 1 : r < i ? -1 : this.mag > t.mag ? 1 : this.mag < t.mag ? -1 : 0 } }, { key: "compare", value: function (e) { return this.cmp(e) } }, { key: "isNan", value: function () { return isNaN(this.sign) || isNaN(this.layer) || isNaN(this.mag) } }, { key: "isFinite", value: function (e) { function t() { return e.apply(this, arguments) } return t.toString = function () { return e.toString() }, t }((function () { return isFinite(this.sign) && isFinite(this.layer) && isFinite(this.mag) })) }, { key: "eq", value: function (e) { var t = h(e); return this.sign === t.sign && this.layer === t.layer && this.mag === t.mag } }, { key: "equals", value: function (e) { return this.eq(e) } }, { key: "neq", value: function (e) { return !this.eq(e) } }, { key: "notEquals", value: function (e) { return this.neq(e) } }, { key: "lt", value: function (e) { return -1 === this.cmp(e) } }, { key: "lte", value: function (e) { return !this.gt(e) } }, { key: "gt", value: function (e) { return 1 === this.cmp(e) } }, { key: "gte", value: function (e) { return !this.lt(e) } }, { key: "max", value: function (e) { var r = h(e); return this.lt(r) ? new t(r) : new t(this) } }, { key: "min", value: function (e) { var r = h(e); return this.gt(r) ? new t(r) : new t(this) } }, { key: "maxabs", value: function (e) { var r = h(e); return this.cmpabs(r) < 0 ? new t(r) : new t(this) } }, { key: "minabs", value: function (e) { var r = h(e); return this.cmpabs(r) > 0 ? new t(r) : new t(this) } }, { key: "clamp", value: function (e, t) { return this.max(e).min(t) } }, { key: "clampMin", value: function (e) { return this.max(e) } }, { key: "clampMax", value: function (e) { return this.min(e) } }, { key: "cmp_tolerance", value: function (e, t) { var r = h(e); return this.eq_tolerance(r, t) ? 0 : this.cmp(r) } }, { key: "compare_tolerance", value: function (e, t) { return this.cmp_tolerance(e, t) } }, { key: "eq_tolerance", value: function (e, t) { var r = h(e); if (null == t && (t = 1e-7), this.sign !== r.sign) return !1; if (Math.abs(this.layer - r.layer) > 1) return !1; var i = this.mag, a = r.mag; return this.layer > r.layer && (a = c(a)), this.layer < r.layer && (i = c(i)), Math.abs(i - a) <= t * Math.max(Math.abs(i), Math.abs(a)) } }, { key: "equals_tolerance", value: function (e, t) { return this.eq_tolerance(e, t) } }, { key: "neq_tolerance", value: function (e, t) { return !this.eq_tolerance(e, t) } }, { key: "notEquals_tolerance", value: function (e, t) { return this.neq_tolerance(e, t) } }, { key: "lt_tolerance", value: function (e, t) { var r = h(e); return !this.eq_tolerance(r, t) && this.lt(r) } }, { key: "lte_tolerance", value: function (e, t) { var r = h(e); return this.eq_tolerance(r, t) || this.lt(r) } }, { key: "gt_tolerance", value: function (e, t) { var r = h(e); return !this.eq_tolerance(r, t) && this.gt(r) } }, { key: "gte_tolerance", value: function (e, t) { var r = h(e); return this.eq_tolerance(r, t) || this.gt(r) } }, { key: "pLog10", value: function () { return this.lt(t.dZero) ? g(0, 0, 0) : this.log10() } }, { key: "absLog10", value: function () { return 0 === this.sign ? g(Number.NaN, Number.NaN, Number.NaN) : this.layer > 0 ? m(Math.sign(this.mag), this.layer - 1, Math.abs(this.mag)) : m(1, 0, Math.log10(this.mag)) } }, { key: "log10", value: function () { return this.sign <= 0 ? g(Number.NaN, Number.NaN, Number.NaN) : this.layer > 0 ? m(Math.sign(this.mag), this.layer - 1, Math.abs(this.mag)) : m(this.sign, 0, Math.log10(this.mag)) } }, { key: "log", value: function (e) { return e = h(e), this.sign <= 0 || e.sign <= 0 || 1 === e.sign && 0 === e.layer && 1 === e.mag ? g(Number.NaN, Number.NaN, Number.NaN) : 0 === this.layer && 0 === e.layer ? m(this.sign, 0, Math.log(this.mag) / Math.log(e.mag)) : t.div(this.log10(), e.log10()) } }, { key: "log2", value: function () { return this.sign <= 0 ? g(Number.NaN, Number.NaN, Number.NaN) : 0 === this.layer ? m(this.sign, 0, Math.log2(this.mag)) : 1 === this.layer ? m(Math.sign(this.mag), 0, 3.321928094887362 * Math.abs(this.mag)) : 2 === this.layer ? m(Math.sign(this.mag), 1, Math.abs(this.mag) + .5213902276543247) : m(Math.sign(this.mag), this.layer - 1, Math.abs(this.mag)) } }, { key: "ln", value: function () { return this.sign <= 0 ? g(Number.NaN, Number.NaN, Number.NaN) : 0 === this.layer ? m(this.sign, 0, Math.log(this.mag)) : 1 === this.layer ? m(Math.sign(this.mag), 0, 2.302585092994046 * Math.abs(this.mag)) : 2 === this.layer ? m(Math.sign(this.mag), 1, Math.abs(this.mag) + .36221568869946325) : m(Math.sign(this.mag), this.layer - 1, Math.abs(this.mag)) } }, { key: "logarithm", value: function (e) { return this.log(e) } }, { key: "pow", value: function (e) { var r = h(e), i = new t(this), a = new t(r); if (0 === i.sign) return a.eq(0) ? g(1, 0, 1) : i; if (1 === i.sign && 0 === i.layer && 1 === i.mag) return i; if (0 === a.sign) return g(1, 0, 1); if (1 === a.sign && 0 === a.layer && 1 === a.mag) return i; var n = i.absLog10().mul(a).pow10(); return -1 === this.sign ? Math.abs(a.toNumber() % 2) % 2 == 1 ? n.neg() : Math.abs(a.toNumber() % 2) % 2 == 0 ? n : g(Number.NaN, Number.NaN, Number.NaN) : n } }, { key: "pow10", value: function () { if (this.eq(t.dInf)) return g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY); if (this.eq(t.dNegInf)) return g(0, 0, 0); if (!Number.isFinite(this.layer) || !Number.isFinite(this.mag)) return g(Number.NaN, Number.NaN, Number.NaN); var e = new t(this); if (0 === e.layer) { var r = Math.pow(10, e.sign * e.mag); if (Number.isFinite(r) && Math.abs(r) >= .1) return m(1, 0, r); if (0 === e.sign) return g(1, 0, 1); e = g(e.sign, e.layer + 1, Math.log10(e.mag)) } return e.sign > 0 && e.mag >= 0 ? m(e.sign, e.layer + 1, e.mag) : e.sign < 0 && e.mag >= 0 ? m(-e.sign, e.layer + 1, -e.mag) : g(1, 0, 1) } }, { key: "pow_base", value: function (e) { return h(e).pow(this) } }, { key: "root", value: function (e) { var t = h(e); return this.pow(t.recip()) } }, { key: "factorial", value: function () { return this.mag < 0 || 0 === this.layer ? this.add(1).gamma() : 1 === this.layer ? t.exp(t.mul(this, t.ln(this).sub(1))) : t.exp(this) } }, { key: "gamma", value: function () { if (this.mag < 0) return this.recip(); if (0 === this.layer) { if (this.lt(g(1, 0, 24))) return t.fromNumber(function (e) { if (!isFinite(e)) return e; if (e < -50) return e === Math.trunc(e) ? Number.NEGATIVE_INFINITY : 0; for (var t = 1; e < 10;)t *= e, ++e; var r = .9189385332046727; r += ((e -= 1) + .5) * Math.log(e), r -= e; var i = e * e, a = e; return r += 1 / (12 * a), r -= 1 / (360 * (a *= i)), r += 1 / (1260 * (a *= i)), r -= 1 / (1680 * (a *= i)), r += 1 / (1188 * (a *= i)), r -= 691 / (360360 * (a *= i)), r += 7 / (1092 * (a *= i)), r -= 3617 / (122400 * (a *= i)), Math.exp(r) / t }(this.sign * this.mag)); var e = this.mag - 1, r = .9189385332046727; r += (e + .5) * Math.log(e); var i = e * e, a = e, n = 12 * a, s = 1 / n, u = (r -= e) + s; if (u === r) return t.exp(r); if ((u = (r = u) - (s = 1 / (n = 360 * (a *= i)))) === r) return t.exp(r); r = u; var o = 1 / (n = 1260 * (a *= i)); return r += o, r -= o = 1 / (n = 1680 * (a *= i)), t.exp(r) } return 1 === this.layer ? t.exp(t.mul(this, t.ln(this).sub(1))) : t.exp(this) } }, { key: "lngamma", value: function () { return this.gamma().ln() } }, { key: "exp", value: function () { return this.mag < 0 ? g(1, 0, 1) : 0 === this.layer && this.mag <= 709.7 ? t.fromNumber(Math.exp(this.sign * this.mag)) : 0 === this.layer ? m(1, 1, this.sign * Math.log10(Math.E) * this.mag) : 1 === this.layer ? m(1, 2, this.sign * (Math.log10(.4342944819032518) + this.mag)) : m(1, this.layer + 1, this.sign * this.mag) } }, { key: "sqr", value: function () { return this.pow(2) } }, { key: "sqrt", value: function () { if (0 === this.layer) return t.fromNumber(Math.sqrt(this.sign * this.mag)); if (1 === this.layer) return m(1, 2, Math.log10(this.mag) - .3010299956639812); var e = t.div(g(this.sign, this.layer - 1, this.mag), g(1, 0, 2)); return e.layer += 1, e.normalize(), e } }, { key: "cube", value: function () { return this.pow(3) } }, { key: "cbrt", value: function () { return this.pow(1 / 3) } }, { key: "tetrate", value: function () { var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 2, r = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : g(1, 0, 1), i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; if (1 === e) return t.pow(this, r); if (0 === e) return new t(r); if (this.eq(t.dOne)) return g(1, 0, 1); if (this.eq(-1)) return t.pow(this, r); if (e === Number.POSITIVE_INFINITY) { var a = this.toNumber(); if (a <= 1.444667861009766 && a >= .06598803584531254) { var n = t.ln(this).neg(), s = n.lambertw().div(n); if (a < 1) return s; var u = n.lambertw(!1).div(n); return a > 1.444667861009099 && (s = u = t.fromNumber(Math.E)), (r = h(r)).eq(u) ? u : r.lt(u) ? s : g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY) } return a > 1.444667861009766 ? g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY) : g(Number.NaN, Number.NaN, Number.NaN) } if (this.eq(t.dZero)) { var o = Math.abs((e + 1) % 2); return o > 1 && (o = 2 - o), t.fromNumber(o) } if (e < 0) return t.iteratedlog(r, this, -e, i); r = new t(r); var l = e, m = l - (e = Math.trunc(e)); if (this.gt(t.dZero) && (this.lt(1) || this.lte(1.444667861009766) && r.lte(t.ln(this).neg().lambertw(!1).div(t.ln(this).neg()))) && (l > 1e4 || !i)) { var f = Math.min(1e4, e); r = r.eq(t.dOne) ? this.pow(m) : this.lt(1) ? r.pow(1 - m).mul(this.pow(r).pow(m)) : r.layeradd(m, this); for (var c = 0; c < f; ++c) { var N = r; if (r = this.pow(r), N.eq(r)) return r } return l > 1e4 && Math.ceil(l) % 2 == 1 ? this.pow(r) : r } 0 !== m && (r.eq(t.dOne) ? this.gt(10) || i ? r = this.pow(m) : (r = t.fromNumber(t.tetrate_critical(this.toNumber(), m)), this.lt(2) && (r = r.sub(1).mul(this.minus(1)).plus(1))) : r = this.eq(10) ? r.layeradd10(m, i) : this.lt(1) ? r.pow(1 - m).mul(this.pow(r).pow(m)) : r.layeradd(m, this, i)); for (var v = 0; v < e; ++v) { if (r = this.pow(r), !isFinite(r.layer) || !isFinite(r.mag)) return r.normalize(); if (r.layer - this.layer > 3) return g(r.sign, r.layer + (e - v - 1), r.mag); if (v > 1e4) return r } return r } }, { key: "iteratedexp", value: function () { var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 2, t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : g(1, 0, 1), r = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; return this.tetrate(e, t, r) } }, { key: "iteratedlog", value: function () { var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 10, r = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 1, i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; if (r < 0) return t.tetrate(e, -r, this, i); e = h(e); var a = t.fromDecimal(this), n = r, s = n - (r = Math.trunc(r)); if (a.layer - e.layer > 3) { var u = Math.min(r, a.layer - e.layer - 3); r -= u, a.layer -= u } for (var o = 0; o < r; ++o) { if (a = a.log(e), !isFinite(a.layer) || !isFinite(a.mag)) return a.normalize(); if (o > 1e4) return a } return s > 0 && s < 1 && (a = e.eq(10) ? a.layeradd10(-s, i) : a.layeradd(-s, e, i)), a } }, { key: "slog", value: function () { for (var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 10, r = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 100, i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2], a = .001, n = !1, s = !1, u = this.slog_internal(e, i).toNumber(), o = 1; o < r; ++o) { var l = new t(e).tetrate(u, t.dOne, i), h = l.gt(this); if (o > 1 && s != h && (n = !0), s = h, n ? a /= 2 : a *= 2, u += a = Math.abs(a) * (h ? -1 : 1), 0 === a) break } return t.fromNumber(u) } }, { key: "slog_internal", value: function () { var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 10, r = arguments.length > 1 && void 0 !== arguments[1] && arguments[1]; if ((e = h(e)).lte(t.dZero)) return g(Number.NaN, Number.NaN, Number.NaN); if (e.eq(t.dOne)) return g(Number.NaN, Number.NaN, Number.NaN); if (e.lt(t.dOne)) return this.eq(t.dOne) ? g(0, 0, 0) : this.eq(t.dZero) ? g(-1, 0, 1) : g(Number.NaN, Number.NaN, Number.NaN); if (this.mag < 0 || this.eq(t.dZero)) return g(-1, 0, 1); if (e.lt(1.444667861009766)) { var i = t.ln(e).neg(), a = i.lambertw().div(i); if (this.eq(a)) return g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY); if (this.gt(a)) return g(Number.NaN, Number.NaN, Number.NaN) } var n = 0, s = t.fromDecimal(this); if (s.layer - e.layer > 3) { var u = s.layer - e.layer - 3; n += u, s.layer -= u } for (var o = 0; o < 100; ++o)if (s.lt(t.dZero)) s = t.pow(e, s), n -= 1; else { if (s.lte(t.dOne)) return r ? t.fromNumber(n + s.toNumber() - 1) : t.fromNumber(n + t.slog_critical(e.toNumber(), s.toNumber())); n += 1, s = t.log(s, e) } return t.fromNumber(n) } }, { key: "layeradd10", value: function (e) { var r = arguments.length > 1 && void 0 !== arguments[1] && arguments[1]; e = t.fromValue_noAlloc(e).toNumber(); var i = t.fromDecimal(this); if (e >= 1) { i.mag < 0 && i.layer > 0 ? (i.sign = 0, i.mag = 0, i.layer = 0) : -1 === i.sign && 0 == i.layer && (i.sign = 1, i.mag = -i.mag); var a = Math.trunc(e); e -= a, i.layer += a } if (e <= -1) { var n = Math.trunc(e); if (e -= n, i.layer += n, i.layer < 0) for (var s = 0; s < 100; ++s) { if (i.layer++, i.mag = Math.log10(i.mag), !isFinite(i.mag)) return 0 === i.sign && (i.sign = 1), i.layer < 0 && (i.layer = 0), i.normalize(); if (i.layer >= 0) break } } for (; i.layer < 0;)i.layer++, i.mag = Math.log10(i.mag); return 0 === i.sign && (i.sign = 1, 0 === i.mag && i.layer >= 1 && (i.layer -= 1, i.mag = 1)), i.normalize(), 0 !== e ? i.layeradd(e, 10, r) : i } }, { key: "layeradd", value: function (e, r) { var i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2], a = h(r); if (a.gt(1) && a.lte(1.444667861009766)) { var n = t.excess_slog(this, r, i), s = n[0].toNumber(), u = n[1], o = s + e, l = t.ln(r).neg(), m = l.lambertw().div(l), f = l.lambertw(!1).div(l), c = t.dOne; 1 == u ? c = m.mul(f).sqrt() : 2 == u && (c = f.mul(2)); var N = a.pow(c), v = Math.floor(o), y = o - v, b = c.pow(1 - y).mul(N.pow(y)); return t.tetrate(a, v, b, i) } var d = this.slog(r, 100, i).toNumber(), p = d + e; return p >= 0 ? t.tetrate(r, p, t.dOne, i) : Number.isFinite(p) ? p >= -1 ? t.log(t.tetrate(r, p + 1, t.dOne, i), r) : t.log(t.log(t.tetrate(r, p + 2, t.dOne, i), r), r) : g(Number.NaN, Number.NaN, Number.NaN) } }, { key: "lambertw", value: function () { var e = !(arguments.length > 0 && void 0 !== arguments[0]) || arguments[0]; return this.lt(-.3678794411710499) ? g(Number.NaN, Number.NaN, Number.NaN) : e ? this.abs().lt("1e-300") ? new t(this) : this.mag < 0 ? t.fromNumber(v(this.toNumber())) : 0 === this.layer ? t.fromNumber(v(this.sign * this.mag)) : this.lt("eee15") ? y(this) : this.ln() : 1 === this.sign ? g(Number.NaN, Number.NaN, Number.NaN) : 0 === this.layer ? t.fromNumber(v(this.sign * this.mag, 1e-10, !1)) : 1 == this.layer ? y(this, 1e-10, !1) : this.neg().recip().lambertw().neg() } }, { key: "ssqrt", value: function () { return this.linear_sroot(2) } }, { key: "linear_sroot", value: function (e) { if (1 == e) return this; if (this.eq(t.dInf)) return g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY); if (!this.isFinite()) return g(Number.NaN, Number.NaN, Number.NaN); if (e > 0 && e < 1) return this.root(e); if (e > -2 && e < -1) return t.fromNumber(e).add(2).pow(this.recip()); if (e <= 0) return g(Number.NaN, Number.NaN, Number.NaN); if (e == Number.POSITIVE_INFINITY) { var r = this.toNumber(); return r < Math.E && r > .36787944117144233 ? this.pow(this.recip()) : g(Number.NaN, Number.NaN, Number.NaN) } if (this.eq(1)) return g(1, 0, 1); if (this.lt(0)) return g(Number.NaN, Number.NaN, Number.NaN); if (this.lte("1ee-16")) return e % 2 == 1 ? new t(this) : g(Number.NaN, Number.NaN, Number.NaN); if (this.gt(1)) { var i = t.dTen; this.gte(t.tetrate(10, e, 1, !0)) && (i = this.iteratedlog(10, e - 1, !0)), e <= 1 && (i = this.root(e)); for (var a = t.dZero, n = i.layer, s = i.iteratedlog(10, n, !0), u = s, o = s.div(2), l = !0; l;)o = a.add(s).div(2), t.iteratedexp(10, n, o, !0).tetrate(e, 1, !0).gt(this) ? s = o : a = o, o.eq(u) ? l = !1 : u = o; return t.iteratedexp(10, n, o, !0) } for (var h = 1, f = m(1, 10, 1), c = m(1, 10, 1), N = m(1, 10, 1), v = m(1, 1, -16), y = t.dZero, b = m(1, 10, 1), d = v.pow10().recip(), p = t.dZero, k = d, I = d, M = Math.ceil(e) % 2 == 0, w = 0, _ = m(1, 10, 1), F = !1, S = t.dZero, q = !1; h < 4;) { if (2 == h) { if (M) break; N = m(1, 10, 1), v = f, h = 3, b = m(1, 10, 1), _ = m(1, 10, 1) } for (F = !1; v.neq(N);) { if (S = v, v.pow10().recip().tetrate(e, 1, !0).eq(1) && v.pow10().recip().lt(.4)) d = v.pow10().recip(), k = v.pow10().recip(), I = v.pow10().recip(), p = t.dZero, w = -1, 3 == h && (_ = v); else if (v.pow10().recip().tetrate(e, 1, !0).eq(v.pow10().recip()) && !M && v.pow10().recip().lt(.4)) d = v.pow10().recip(), k = v.pow10().recip(), I = v.pow10().recip(), p = t.dZero, w = 0; else if (v.pow10().recip().tetrate(e, 1, !0).eq(v.pow10().recip().mul(2).tetrate(e, 1, !0))) d = v.pow10().recip(), k = t.dZero, I = d.mul(2), p = d, w = M ? -1 : 0; else { for (y = v.mul(12e-17), d = v.pow10().recip(), k = v.add(y).pow10().recip(), p = d.sub(k), I = d.add(p); k.tetrate(e, 1, !0).eq(d.tetrate(e, 1, !0)) || I.tetrate(e, 1, !0).eq(d.tetrate(e, 1, !0)) || k.gte(d) || I.lte(d);)y = y.mul(2), k = v.add(y).pow10().recip(), p = d.sub(k), I = d.add(p); if ((1 == h && I.tetrate(e, 1, !0).gt(d.tetrate(e, 1, !0)) && k.tetrate(e, 1, !0).gt(d.tetrate(e, 1, !0)) || 3 == h && I.tetrate(e, 1, !0).lt(d.tetrate(e, 1, !0)) && k.tetrate(e, 1, !0).lt(d.tetrate(e, 1, !0))) && (_ = v), I.tetrate(e, 1, !0).lt(d.tetrate(e, 1, !0))) w = -1; else if (M) w = 1; else if (3 == h && v.gt_tolerance(f, 1e-8)) w = 0; else { for (; k.tetrate(e, 1, !0).eq_tolerance(d.tetrate(e, 1, !0), 1e-8) || I.tetrate(e, 1, !0).eq_tolerance(d.tetrate(e, 1, !0), 1e-8) || k.gte(d) || I.lte(d);)y = y.mul(2), k = v.add(y).pow10().recip(), p = d.sub(k), I = d.add(p); w = I.tetrate(e, 1, !0).sub(d.tetrate(e, 1, !0)).lt(d.tetrate(e, 1, !0).sub(k.tetrate(e, 1, !0))) ? 0 : 1 } } if (-1 == w && (q = !0), 1 == h && 1 == w || 3 == h && 0 != w) if (N.eq(m(1, 10, 1))) v = v.mul(2); else { var T = !1; if (F && (1 == w && 1 == h || -1 == w && 3 == h) && (T = !0), v = v.add(N).div(2), T) break } else if (N.eq(m(1, 10, 1))) N = v, v = v.div(2); else { var E = !1; if (F && (1 == w && 1 == h || -1 == w && 3 == h) && (E = !0), N = N.sub(b), v = v.sub(b), E) break } if (N.sub(v).div(2).abs().gt(b.mul(1.5)) && (F = !0), b = N.sub(v).div(2).abs(), v.gt("1e18")) break; if (v.eq(S)) break } if (v.gt("1e18")) break; if (!q) break; if (_ == m(1, 10, 1)) break; 1 == h ? f = _ : 3 == h && (c = _), h++ } N = f; for (var x = v = m(1, 1, -18), O = t.dZero, V = !0; V;)if (O = N.eq(m(1, 10, 1)) ? v.mul(2) : N.add(v).div(2), t.pow(10, O).recip().tetrate(e, 1, !0).gt(this) ? v = O : N = O, O.eq(x) ? V = !1 : x = O, v.gt("1e18")) return g(Number.NaN, Number.NaN, Number.NaN); if (O.eq_tolerance(f, 1e-15)) { if (c.eq(m(1, 10, 1))) return g(Number.NaN, Number.NaN, Number.NaN); for (N = m(1, 10, 1), x = v = c, O = t.dZero, V = !0; V;)if (O = N.eq(m(1, 10, 1)) ? v.mul(2) : N.add(v).div(2), t.pow(10, O).recip().tetrate(e, 1, !0).gt(this) ? v = O : N = O, O.eq(x) ? V = !1 : x = O, v.gt("1e18")) return g(Number.NaN, Number.NaN, Number.NaN); return O.pow10().recip() } return O.pow10().recip() } }, { key: "pentate", value: function () { var e = arguments.length > 0 && void 0 !== arguments[0] ? arguments[0] : 2, r = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : g(1, 0, 1), i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; r = new t(r); var a = e, n = a - (e = Math.trunc(e)); 0 !== n && (r.eq(t.dOne) ? (++e, r = t.fromNumber(n)) : r = this.eq(10) ? r.layeradd10(n, i) : r.layeradd(n, this, i)); for (var s = 0; s < e; ++s) { if (r = this.tetrate(r.toNumber(), t.dOne, i), !isFinite(r.layer) || !isFinite(r.mag)) return r.normalize(); if (s > 10) return r } return r } }, { key: "sin", value: function () { return this.mag < 0 ? new t(this) : 0 === this.layer ? t.fromNumber(Math.sin(this.sign * this.mag)) : g(0, 0, 0) } }, { key: "cos", value: function () { return this.mag < 0 ? g(1, 0, 1) : 0 === this.layer ? t.fromNumber(Math.cos(this.sign * this.mag)) : g(0, 0, 0) } }, { key: "tan", value: function () { return this.mag < 0 ? new t(this) : 0 === this.layer ? t.fromNumber(Math.tan(this.sign * this.mag)) : g(0, 0, 0) } }, { key: "asin", value: function () { return this.mag < 0 ? new t(this) : 0 === this.layer ? t.fromNumber(Math.asin(this.sign * this.mag)) : g(Number.NaN, Number.NaN, Number.NaN) } }, { key: "acos", value: function () { return this.mag < 0 ? t.fromNumber(Math.acos(this.toNumber())) : 0 === this.layer ? t.fromNumber(Math.acos(this.sign * this.mag)) : g(Number.NaN, Number.NaN, Number.NaN) } }, { key: "atan", value: function () { return this.mag < 0 ? new t(this) : 0 === this.layer ? t.fromNumber(Math.atan(this.sign * this.mag)) : t.fromNumber(Math.atan(Infinity * this.sign)) } }, { key: "sinh", value: function () { return this.exp().sub(this.negate().exp()).div(2) } }, { key: "cosh", value: function () { return this.exp().add(this.negate().exp()).div(2) } }, { key: "tanh", value: function () { return this.sinh().div(this.cosh()) } }, { key: "asinh", value: function () { return t.ln(this.add(this.sqr().add(1).sqrt())) } }, { key: "acosh", value: function () { return t.ln(this.add(this.sqr().sub(1).sqrt())) } }, { key: "atanh", value: function () { return this.abs().gte(1) ? g(Number.NaN, Number.NaN, Number.NaN) : t.ln(this.add(1).div(t.fromNumber(1).sub(this))).div(2) } }, { key: "ascensionPenalty", value: function (e) { return 0 === e ? new t(this) : this.root(t.pow(10, e)) } }, { key: "egg", value: function () { return this.add(9) } }, { key: "lessThanOrEqualTo", value: function (e) { return this.cmp(e) < 1 } }, { key: "lessThan", value: function (e) { return this.cmp(e) < 0 } }, { key: "greaterThanOrEqualTo", value: function (e) { return this.cmp(e) > -1 } }, { key: "greaterThan", value: function (e) { return this.cmp(e) > 0 } }], [{ key: "fromComponents", value: function (e, r, i) { return (new t).fromComponents(e, r, i) } }, { key: "fromComponents_noNormalize", value: function (e, r, i) { return (new t).fromComponents_noNormalize(e, r, i) } }, { key: "fromMantissaExponent", value: function (e, r) { return (new t).fromMantissaExponent(e, r) } }, { key: "fromMantissaExponent_noNormalize", value: function (e, r) { return (new t).fromMantissaExponent_noNormalize(e, r) } }, { key: "fromDecimal", value: function (e) { return (new t).fromDecimal(e) } }, { key: "fromNumber", value: function (e) { return (new t).fromNumber(e) } }, { key: "fromString", value: function (e) { var r = arguments.length > 1 && void 0 !== arguments[1] && arguments[1]; return (new t).fromString(e, r) } }, { key: "fromValue", value: function (e) { return (new t).fromValue(e) } }, { key: "fromValue_noAlloc", value: function (e) { if (e instanceof t) return e; if ("string" == typeof e) { var r = t.fromStringCache.get(e); return void 0 !== r ? r : t.fromString(e) } return "number" == typeof e ? t.fromNumber(e) : g(0, 0, 0) } }, { key: "abs", value: function (e) { return h(e).abs() } }, { key: "neg", value: function (e) { return h(e).neg() } }, { key: "negate", value: function (e) { return h(e).neg() } }, { key: "negated", value: function (e) { return h(e).neg() } }, { key: "sign", value: function (e) { return h(e).sign } }, { key: "sgn", value: function (e) { return h(e).sign } }, { key: "round", value: function (e) { return h(e).round() } }, { key: "floor", value: function (e) { return h(e).floor() } }, { key: "ceil", value: function (e) { return h(e).ceil() } }, { key: "trunc", value: function (e) { return h(e).trunc() } }, { key: "add", value: function (e, t) { return h(e).add(t) } }, { key: "plus", value: function (e, t) { return h(e).add(t) } }, { key: "sub", value: function (e, t) { return h(e).sub(t) } }, { key: "subtract", value: function (e, t) { return h(e).sub(t) } }, { key: "minus", value: function (e, t) { return h(e).sub(t) } }, { key: "mul", value: function (e, t) { return h(e).mul(t) } }, { key: "multiply", value: function (e, t) { return h(e).mul(t) } }, { key: "times", value: function (e, t) { return h(e).mul(t) } }, { key: "div", value: function (e, t) { return h(e).div(t) } }, { key: "divide", value: function (e, t) { return h(e).div(t) } }, { key: "recip", value: function (e) { return h(e).recip() } }, { key: "reciprocal", value: function (e) { return h(e).recip() } }, { key: "reciprocate", value: function (e) { return h(e).reciprocate() } }, { key: "mod", value: function (e, t) { return h(e).mod(t) } }, { key: "modulo", value: function (e, t) { return h(e).modulo(t) } }, { key: "modular", value: function (e, t) { return h(e).modular(t) } }, { key: "cmp", value: function (e, t) { return h(e).cmp(t) } }, { key: "cmpabs", value: function (e, t) { return h(e).cmpabs(t) } }, { key: "compare", value: function (e, t) { return h(e).cmp(t) } }, { key: "isNaN", value: function (e) { function t(t) { return e.apply(this, arguments) } return t.toString = function () { return e.toString() }, t }((function (e) { return e = h(e), isNaN(e.sign) || isNaN(e.layer) || isNaN(e.mag) })) }, { key: "isFinite", value: function (e) { function t(t) { return e.apply(this, arguments) } return t.toString = function () { return e.toString() }, t }((function (e) { return e = h(e), isFinite(e.sign) && isFinite(e.layer) && isFinite(e.mag) })) }, { key: "eq", value: function (e, t) { return h(e).eq(t) } }, { key: "equals", value: function (e, t) { return h(e).eq(t) } }, { key: "neq", value: function (e, t) { return h(e).neq(t) } }, { key: "notEquals", value: function (e, t) { return h(e).notEquals(t) } }, { key: "lt", value: function (e, t) { return h(e).lt(t) } }, { key: "lte", value: function (e, t) { return h(e).lte(t) } }, { key: "gt", value: function (e, t) { return h(e).gt(t) } }, { key: "gte", value: function (e, t) { return h(e).gte(t) } }, { key: "max", value: function (e, t) { return h(e).max(t) } }, { key: "min", value: function (e, t) { return h(e).min(t) } }, { key: "minabs", value: function (e, t) { return h(e).minabs(t) } }, { key: "maxabs", value: function (e, t) { return h(e).maxabs(t) } }, { key: "clamp", value: function (e, t, r) { return h(e).clamp(t, r) } }, { key: "clampMin", value: function (e, t) { return h(e).clampMin(t) } }, { key: "clampMax", value: function (e, t) { return h(e).clampMax(t) } }, { key: "cmp_tolerance", value: function (e, t, r) { return h(e).cmp_tolerance(t, r) } }, { key: "compare_tolerance", value: function (e, t, r) { return h(e).cmp_tolerance(t, r) } }, { key: "eq_tolerance", value: function (e, t, r) { return h(e).eq_tolerance(t, r) } }, { key: "equals_tolerance", value: function (e, t, r) { return h(e).eq_tolerance(t, r) } }, { key: "neq_tolerance", value: function (e, t, r) { return h(e).neq_tolerance(t, r) } }, { key: "notEquals_tolerance", value: function (e, t, r) { return h(e).notEquals_tolerance(t, r) } }, { key: "lt_tolerance", value: function (e, t, r) { return h(e).lt_tolerance(t, r) } }, { key: "lte_tolerance", value: function (e, t, r) { return h(e).lte_tolerance(t, r) } }, { key: "gt_tolerance", value: function (e, t, r) { return h(e).gt_tolerance(t, r) } }, { key: "gte_tolerance", value: function (e, t, r) { return h(e).gte_tolerance(t, r) } }, { key: "pLog10", value: function (e) { return h(e).pLog10() } }, { key: "absLog10", value: function (e) { return h(e).absLog10() } }, { key: "log10", value: function (e) { return h(e).log10() } }, { key: "log", value: function (e, t) { return h(e).log(t) } }, { key: "log2", value: function (e) { return h(e).log2() } }, { key: "ln", value: function (e) { return h(e).ln() } }, { key: "logarithm", value: function (e, t) { return h(e).logarithm(t) } }, { key: "pow", value: function (e, t) { return h(e).pow(t) } }, { key: "pow10", value: function (e) { return h(e).pow10() } }, { key: "root", value: function (e, t) { return h(e).root(t) } }, { key: "factorial", value: function (e, t) { return h(e).factorial() } }, { key: "gamma", value: function (e, t) { return h(e).gamma() } }, { key: "lngamma", value: function (e, t) { return h(e).lngamma() } }, { key: "exp", value: function (e) { return h(e).exp() } }, { key: "sqr", value: function (e) { return h(e).sqr() } }, { key: "sqrt", value: function (e) { return h(e).sqrt() } }, { key: "cube", value: function (e) { return h(e).cube() } }, { key: "cbrt", value: function (e) { return h(e).cbrt() } }, { key: "tetrate", value: function (e) { var t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 2, r = arguments.length > 2 && void 0 !== arguments[2] ? arguments[2] : g(1, 0, 1), i = arguments.length > 3 && void 0 !== arguments[3] && arguments[3]; return h(e).tetrate(t, r, i) } }, { key: "iteratedexp", value: function (e) { var t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 2, r = arguments.length > 2 && void 0 !== arguments[2] ? arguments[2] : g(1, 0, 1), i = arguments.length > 3 && void 0 !== arguments[3] && arguments[3]; return h(e).iteratedexp(t, r, i) } }, { key: "iteratedlog", value: function (e) { var t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 10, r = arguments.length > 2 && void 0 !== arguments[2] ? arguments[2] : 1, i = arguments.length > 3 && void 0 !== arguments[3] && arguments[3]; return h(e).iteratedlog(t, r, i) } }, { key: "layeradd10", value: function (e, t) { var r = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; return h(e).layeradd10(t, r) } }, { key: "layeradd", value: function (e, t) { var r = arguments.length > 2 && void 0 !== arguments[2] ? arguments[2] : 10, i = arguments.length > 3 && void 0 !== arguments[3] && arguments[3]; return h(e).layeradd(t, r, i) } }, { key: "slog", value: function (e) { var t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 10, r = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; return h(e).slog(t, 100, r) } }, { key: "lambertw", value: function (e, t) { return h(e).lambertw(t) } }, { key: "ssqrt", value: function (e) { return h(e).ssqrt() } }, { key: "linear_sroot", value: function (e, t) { return h(e).linear_sroot(t) } }, { key: "pentate", value: function (e) { var t = arguments.length > 1 && void 0 !== arguments[1] ? arguments[1] : 2, r = arguments.length > 2 && void 0 !== arguments[2] ? arguments[2] : g(1, 0, 1), i = arguments.length > 3 && void 0 !== arguments[3] && arguments[3]; return h(e).pentate(t, r, i) } }, { key: "sin", value: function (e) { return h(e).sin() } }, { key: "cos", value: function (e) { return h(e).cos() } }, { key: "tan", value: function (e) { return h(e).tan() } }, { key: "asin", value: function (e) { return h(e).asin() } }, { key: "acos", value: function (e) { return h(e).acos() } }, { key: "atan", value: function (e) { return h(e).atan() } }, { key: "sinh", value: function (e) { return h(e).sinh() } }, { key: "cosh", value: function (e) { return h(e).cosh() } }, { key: "tanh", value: function (e) { return h(e).tanh() } }, { key: "asinh", value: function (e) { return h(e).asinh() } }, { key: "acosh", value: function (e) { return h(e).acosh() } }, { key: "atanh", value: function (e) { return h(e).atanh() } }, { key: "affordGeometricSeries", value: function (e, t, r, i) { return this.affordGeometricSeries_core(h(e), h(t), h(r), i) } }, { key: "sumGeometricSeries", value: function (e, t, r, i) { return this.sumGeometricSeries_core(e, h(t), h(r), i) } }, { key: "affordArithmeticSeries", value: function (e, t, r, i) { return this.affordArithmeticSeries_core(h(e), h(t), h(r), h(i)) } }, { key: "sumArithmeticSeries", value: function (e, t, r, i) { return this.sumArithmeticSeries_core(h(e), h(t), h(r), h(i)) } }, { key: "efficiencyOfPurchase", value: function (e, t, r) { return this.efficiencyOfPurchase_core(h(e), h(t), h(r)) } }, { key: "randomDecimalForTesting", value: function (e) { if (20 * Math.random() < 1) return g(0, 0, 0); var t = Math.random() > .5 ? 1 : -1; if (20 * Math.random() < 1) return g(t, 0, 1); var r = Math.floor(Math.random() * (e + 1)), i = 0 === r ? 616 * Math.random() - 308 : 16 * Math.random(); Math.random() > .9 && (i = Math.trunc(i)); var a = Math.pow(10, i); return Math.random() > .9 && (a = Math.trunc(a)), m(t, r, a) } }, { key: "affordGeometricSeries_core", value: function (e, r, i, a) { var n = r.mul(i.pow(a)); return t.floor(e.div(n).mul(i.sub(1)).add(1).log10().div(i.log10())) } }, { key: "sumGeometricSeries_core", value: function (e, r, i, a) { return r.mul(i.pow(a)).mul(t.sub(1, i.pow(e))).div(t.sub(1, i)) } }, { key: "affordArithmeticSeries_core", value: function (e, t, r, i) { var a = t.add(i.mul(r)).sub(r.div(2)), n = a.pow(2); return a.neg().add(n.add(r.mul(e).mul(2)).sqrt()).div(r).floor() } }, { key: "sumArithmeticSeries_core", value: function (e, t, r, i) { var a = t.add(i.mul(r)); return e.div(2).mul(a.mul(2).plus(e.sub(1).mul(r))) } }, { key: "efficiencyOfPurchase_core", value: function (e, t, r) { return e.div(t).add(e.div(r)) } }, { key: "slog_critical", value: function (e, r) { return e > 10 ? r - 1 : t.critical_section(e, r, l) } }, { key: "tetrate_critical", value: function (e, r) { return t.critical_section(e, r, o) } }, { key: "critical_section", value: function (e, t, r) { (t *= 10) < 0 && (t = 0), t > 10 && (t = 10), e < 2 && (e = 2), e > 10 && (e = 10); for (var i = 0, a = 0, n = 0; n < u.length; ++n) { if (u[n] == e) { i = r[n][Math.floor(t)], a = r[n][Math.ceil(t)]; break } if (u[n] < e && u[n + 1] > e) { var s = (e - u[n]) / (u[n + 1] - u[n]); i = r[n][Math.floor(t)] * (1 - s) + r[n + 1][Math.floor(t)] * s, a = r[n][Math.ceil(t)] * (1 - s) + r[n + 1][Math.ceil(t)] * s; break } } var o = t - Math.floor(t); return i <= 0 || a <= 0 ? i * (1 - o) + a * o : Math.pow(e, Math.log(i) / Math.log(e) * (1 - o) + Math.log(a) / Math.log(e) * o) } }, { key: "excess_slog", value: function (e, r) { var i = arguments.length > 2 && void 0 !== arguments[2] && arguments[2]; e = h(e); var a = r = h(r); if (1 == (r = r.toNumber()) || r <= 0) return [g(Number.NaN, Number.NaN, Number.NaN), 0]; if (r > 1.444667861009766) return [e.slog(r, 100, i), 0]; var n = t.ln(r).neg(), s = n.lambertw().div(n), u = t.dInf; if (r > 1 && (u = n.lambertw(!1).div(n)), r > 1.444667861009099 && (s = u = t.fromNumber(Math.E)), e.lt(s)) return [e.slog(r, 100, i), 0]; if (e.eq(s)) return [g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY), 0]; if (e.eq(u)) return [g(1, Number.NEGATIVE_INFINITY, Number.NEGATIVE_INFINITY), 2]; if (e.gt(u)) { var o = u.mul(2), l = a.pow(o), m = 0; if (e.gte(o) && e.lt(l)) m = 0; else if (e.gte(l)) { var f = l; for (m = 1; f.lt(e);)if (m += 1, (f = a.pow(f)).layer > 3) { var c = Math.floor(e.layer - f.layer + 1); f = a.iteratedexp(c, f, i), m += c } f.gt(e) && (f = f.log(r), m -= 1) } else if (e.lt(o)) { var N = o; for (m = 0; N.gt(e);)N = N.log(r), m -= 1 } for (var v = 0, y = 0, b = .5, d = o, p = t.dZero; b > 1e-16;) { if (y = v + b, d = o.pow(1 - y).mul(l.pow(y)), (p = t.iteratedexp(r, m, d)).eq(e)) return [new t(m + y), 2]; p.lt(e) && (v += b), b /= 2 } return p.neq_tolerance(e, 1e-7) ? [g(Number.NaN, Number.NaN, Number.NaN), 0] : [new t(m + v), 2] } if (e.lt(u) && e.gt(s)) { var k = s.mul(u).sqrt(), I = a.pow(k), M = 0; if (e.lte(k) && e.gt(I)) M = 0; else if (e.lte(I)) { var w = I; for (M = 1; w.gt(e);)w = a.pow(w), M += 1; w.lt(e) && (w = w.log(r), M -= 1) } else if (e.gt(k)) { var _ = k; for (M = 0; _.lt(e);)_ = _.log(r), M -= 1 } for (var F = 0, S = 0, q = .5, T = k, E = t.dZero; q > 1e-16;) { if (S = F + q, T = k.pow(1 - S).mul(I.pow(S)), (E = t.iteratedexp(r, M, T)).eq(e)) return [new t(M + S), 1]; E.gt(e) && (F += q), q /= 2 } return E.neq_tolerance(e, 1e-7) ? [g(Number.NaN, Number.NaN, Number.NaN), 0] : [new t(M + F), 1] } throw new Error("Unhandled behavior in excess_slog") } }]), t }(); return b.dZero = g(0, 0, 0), b.dOne = g(1, 0, 1), b.dNegOne = g(-1, 0, 1), b.dTwo = g(1, 0, 2), b.dTen = g(1, 0, 10), b.dNaN = g(Number.NaN, Number.NaN, Number.NaN), b.dInf = g(1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY), b.dNegInf = g(-1, Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY), b.dNumberMax = m(1, 0, Number.MAX_VALUE), b.dNumberMin = m(1, 0, Number.MIN_VALUE), b.fromStringCache = new i(1023), h = b.fromValue_noAlloc, m = b.fromComponents, g = b.fromComponents_noNormalize, b.fromMantissaExponent, b.fromMantissaExponent_noNormalize, b }))
// Custom-made functions by, well, me.
const D = function (number) { return new Decimal(number) }
var shortSuffixes = ["", "K", "M", "B", "T", "q", "Q", "s", "S", "O", "N", "D", "Ud", "Dd", "Td", "qd", "Qd", "sd", "Sd", "Od", "Nd", "V", "Uv", "Dv", "Tv", "qv", "Qv", "sv", "Sv", "Ov", "Nv", "t", "Ut", "Dt", "Tt", "qt", "Qt", "st", "St", "Ot", "Nt", "qr", "Uq", "Dq", "Tq", "qq", "Qq", "sq", "Sq", "Oq", "Nq", "Qu", "UQ", "DQ", "TQ", "qQ", "QQ", "sQ", "SQ", "OQ", "NQ", "Sg", "Us", "Ds", "Ts", "qs", "Qs", "ss", "Ss", "Os", "Ns", "Sp", "US", "DS", "TS", "qS", "QS", "sS", "SS", "OS", "NS", "Og", "Uo", "Do", "To", "qo", "Qo", "so", "So", "Oo", "No", "Na", "Un", "Dn", "Tn", "qn", "Qn", "sn", "Sn", "On", "Nn", "C", "UC", "DC", "TC", "qC", "QC", "sC", "SC", "OC", "NC"]
var longSuffixes = ["", " thousand", " million", " billion", " trillion", " quadrillion", " quintillion", " sextillion", " septillion", " octillion", " nonillion", " decillion", " undecillion", " duodecillion", " tredecillion", " quattuordecillion", " quindecillion"]
Decimal.prototype.format = function (suffix = shortSuffixes) {
// Override the magnitude for values less than 1e50
var layer = this.layer
var value = this.mag
if (value < 50 && layer !== 0) {
layer--
value = Math.pow(10, this.mag)
}
if (layer !== 0) {
value = TEN.pow(value)
var string = String(value)
var length
if (value.gte(1e21)) {
var e = string.indexOf("e")
var t = string.slice(e + 1)
if (t.charCodeAt(0) === 101) {
length = Math.pow(10, t.slice(1))
string = "1"
} else {
length = Number(t)
string = (string.slice(0, e)).slice(0, 5)
}
} else {
string = string[0] + "." + string.slice(1, 5)
length = string.length - 1
}
var str = String(length)
if (length > 1000000) {
var lengthLength
if (length >= 1e21) {
var e = str.indexOf("e")
lengthLength = Number(str.slice(e + 1)) + 1
str = str.slice(0, e).replace(".", "") + "0000"
} else {
lengthLength = str.length
}
var thousandPower = Math.floor((lengthLength - 1) / 3)
var mod3 = lengthLength % 3
if (mod3 === 0) {
str = str[0] + str[1] + str[2] + "." + str[3] + str[4] + shortSuffixes[thousandPower]
} else if (mod3 === 1) {
str = str[0] + "." + str[1] + str[2] + str[3] + shortSuffixes[thousandPower]
} else {
str = str[0] + str[1] + "." + str[2] + str[3] + str[4] + shortSuffixes[thousandPower]
}
} else {
str = str.replace(/\B(?=(\d{3})+(?!\d))/g, ",")
}
return (layer < 5 ? "e".repeat(layer - 1) : ("e^" + (layer - 1)) + " ") + string + "e" + str
}
value = Math.floor(value)
var string = String(value)
var length = 0
if (value < 1000000) {
return string.replace(/\B(?=(\d{3})+(?!\d))/g, ",")
} else if (value >= 1e21) {
var e = string.indexOf("e")
length = Number(string.slice(e + 1)) + 1
string = string.slice(0, e).replace(".", "") + "0000"
} else {
length = string.length
}
var thousandPower = Math.floor((length - 1) / 3)
var mod3 = length % 3
if (mod3 === 0) {
return string[0] + string[1] + string[2] + "." + string[3] + string[4] + suffix[thousandPower]
} else if (mod3 === 1) {
return string[0] + "." + string[1] + string[2] + string[3] + suffix[thousandPower]
} else {
return string[0] + string[1] + "." + string[2] + string[3] + string[4] + suffix[thousandPower]
}
}
</script>
<style>
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@font-face {
font-family: "Roboto Mono";
src: 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");
}
@font-face {
/* Uses the Retron2000 font, available for free at DAFONT */
font-family: Retron2000;
src: 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") format("truetype");
}
* {
font-family: "Gill Sans", "Gill Sans MT", Calibri, "Trebuchet MS";
font-size: 20px;
-webkit-tap-highlight-color: transparent;
-webkit-touch-callout: none;
touch-action: manipulation;
}
*::selection {
background: #ec80dd88;
}
body {
background-color: black;
color: white;
}
.sprite,
.treasure {
display: inline-block;
filter: drop-shadow(2px 2px 1px #fffa);
pointer-events: none;
margin-left: 1px;
margin-right: 1px;
image-rendering: pixelated;
background-image: url("data:image/png;base64,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");
width: 16px;
height: 16px;
}
.big {
margin-left: 8px;
margin-right: 8px;
transform: scale(2);
}
.bigger {
margin-left: 16px;
margin-right: 16px;
transform: scale(3);
}
.treasure {
pointer-events: auto;
cursor: pointer;
margin: 80px;
transform: scale(8);
background-image: url("data:image/png;base64,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");
width: 32px;
height: 32px;
}
.wonder {
filter: none;
animation: questions 8s linear infinite;
}
@keyframes questions {
0% {
background-position: -32px 0px;
}
58% {
background-position: -32px -112px;
}
58.0001% {
background-position: -32px -16px;
}
64% {
background-position: -32px -16px;
}
64.0001% {
background-position: -32px -32px;
}
70% {
background-position: -32px -32px;
}
70.0001% {
background-position: -32px -48px;
}
76% {
background-position: -32px -48px;
}
76.0001% {
background-position: -32px -64px;
}
82% {
background-position: -32px -64px;
}
82.0001% {
background-position: -32px -80px;
}
88% {
background-position: -32px -80px;
}
88.0001% {
background-position: -32px -96px;
}
94% {
background-position: -32px -96px;
}
94.0001% {
background-position: -32px -112px;
}
100% {
background-position: -32px 0px;
}
}
strong {
font-family: "Roboto Mono", monospace;
cursor: default;
font-size: 1.5em;
}
#buildings {
flex-wrap: wrap;
justify-content: center;
display: flex;
height: 200px;
}
.building {
display: inline-block;
margin: 4px;
transition: background-color 300ms, border-radius 300ms 500ms;
font-family: monospace;
font-size: 0.6em;
color: #ffbbf8;
border: solid 2px #590d5f;
border-radius: 10px;
background-color: #4b0140dd;
text-align: center;
cursor: pointer;
width: 300px;
}
.building:hover {
background-color: #e46ced;
border-radius: 15px;
}
.building:active {
background-color: #bf46c8;
border-radius: 15px;
}
.building b {
font-family: monospace;
color: white;
font-size: 40px;
}
.building i {
display: block;
font-family: monospace;
font-size: 25px;
}
button {
transition: background-color 300ms, border-radius 800ms 300ms;
border: solid 2px #5f0557;
border-radius: 4px;
background-color: #e536e5;
cursor: pointer;
}
button:hover {
background-color: #a812a8;
border-radius: 10px;
}
button:active {
background-color: #707;
border-radius: 15px;
}
i {
font-family: "Roboto Mono", monospace;
font-size: inherit;
}
#upgrades {
flex-wrap: wrap;
justify-content: center;
display: flex;
}
#upgrades>* {
display: inline-block;
font-family: "Roboto Mono", monospace;
font-size: 0.75em;
margin: 5px;
padding: 4px;
cursor: pointer;
transition: transform 2s, box-shadow 500ms, background-color 300ms;
border-radius: 10px;
box-shadow: inset 0 0 2px 2px #fffb;
width: 390px;
}
#upgrades>*:hover {
transform: scale(1.03);
background-color: #f332;
box-shadow: inset 0 0 4px 4px #fffb;
}
#upgrades>*:active {
transform: translateX(15px) scale(1.08);
background-color: #f555;
box-shadow: inset 0 0 8px 8px #fffb;
}
#upgrades>*>.sprite {
transform: scale(3);
margin-top: 20px;
margin-bottom: 15px;
margin-left: 20px;
margin-right: 10px;
}
#upgrades>*>div {
font-family: Retron2000;
font-weight: 600;
}
</style>
</head>
<body>
<span class="big sprite"></span>You have <b>%crystals</b>. You are making <b>cps</b>.
<br>
<span id="gainCrystals" tabindex="0" class="treasure"></span>
<div>You gain <b>cpc</b> every time you click the treasure.</div>
<hr>
<strong>Upgrades:</strong>
<div>You have completed <b>upgDone</b>.</div>
<div id="upgrades"></div>
<br>
<strong>Buildings:</strong>
<div id="buildings">
<span class="building"><b>%cursors</b><br>Provides 1 crystal/sec and +1 crystal/click. <i></i></span>
<span class="building"><b>%grandmas</b><br>Provides 5 crystals/sec. <i></i></span>
<span class="building"><b>%farms</b><br>Provides 100 crystals/sec. <i></i></span>
<span class="building"><b>%mines</b><br>Provides 1,000 crystals/sec. <i></i></span>
<span class="building"><b>%factories</b><br>Provides 10,000 crystals/sec. <i></i></span>
<span class="building"><b>%banks</b><br>Provides 250,000 crystals/sec. <i></i></span>
</div>
<script id="mainScript">
"use strict"
numberScript.remove()
mainScript.remove()
/**
* The data for an upgrade.
* @typedef {{name: string, sprite: [number, number], description: string, cost: number | string | Decimal, effect: string}} Upgrade
*/
/**
* The data for an upgrade.
* @typedef {sign: -1 | 0 | 1, mag: number, layer: number} Decimal
*/
/** @type {Upgrade[]} The set of upgrades to use */
var upgradeData = [
{
name: "Carpel Tunnel prevention advice",
sprite: [0, 0],
description: "Prevent yourself from getting Carpel Tunnel by spending a little cash. <i>The effect of cursors is doubled.</i>",
cost: 100,
effect: "cursors*2"
},
{
name: "Better treasure",
sprite: [0, 1],
description: "Find places with better treasure to hunt gems in. <i>The effect of cursors is doubled.</i>",
cost: 250,
effect: "cursors*2"
},
{
name: "Infinite bag",
sprite: [1, 6],
description: "Get an infinite bag to store as many gems as you want! <i>The effect of cursors is tripled.</i>",
cost: 10000,
effect: "cursors*3"
},
{
name: "Gem magnet",
sprite: [1, 3],
description: "Get a special magnet to boost your gem gain even more! <i>The effect of cursors is tripled.</i>",
cost: 1e7,
effect: "cursors*3"
},
{
name: "Regular exercise",
sprite: [0, 4],
description: "Grandmas work harder and bake gems much faster after they've had a good run outside. <i>The production of grandmas is doubled.</i>",
cost: 1000,
effect: "grandmas*2"
},
{
name: "Grandma training",
sprite: [3, 0],
description: "Grandmas aren't really sure how to bake gems, so set up a training center! <i>The production of grandmas is doubled.</i>",
cost: 5000,
effect: "grandmas*2"
},
{
name: "Grandma university",
sprite: [3, 0],
description: "As old as grandmas are, they can still learn. You can set up a university to make them work harder! <i>The production of grandmas is doubled.</i>",
cost: 1e6,
effect: "grandmas*2"
},
{
name: "Crop cultivation",
sprite: [3, 2],
description: "Your farms can grow gems out of the ground billions of times quicker than natural formations by taking nutrients from the ground. Start growing crops to increase the nutrients in the ground! <i>The production of farms is doubled.</i>",
cost: 20000,
effect: "farms*2"
},
{
name: "Fertilizer",
sprite: [3, 3],
description: "Get some of the most toxic fertilizer on the market. It might not be healthy, but it works pretty well! <i>The production of farms is doubled.</i>",
cost: 100000,
effect: "farms*2"
},
{
name: "Silver wood",
sprite: [0, 5],
description: "Upgrade the pickaxes that your miners use by using wood from a faraway land. <i>The production of mines is doubled.</i>",
cost: 125000,
effect: "mines*2"
},
{
name: "Golden wood",
sprite: [0, 6],
description: "Upgrade some of the pickaxes of your miners by using powerful materials made of golden wood. <i>The production of mines is doubled.</i>",
cost: 500000,
effect: "mines*2"
},
{
name: "Better bricks",
sprite: [0, 3],
description: "Better construction materials yield easier methods of getting around. <i>The production of mines is doubled.</i>",
cost: 1e6,
effect: "mines*2"
},
{
name: "Healthy food",
sprite: [1, 4],
description: "Give your miners the best carrots in the whole world, at a hefty price. <i>The production of mines is doubled.</i>",
cost: 1e8,
effect: "mines*2"
},
{
name: "Golden food",
sprite: [1, 5],
description: "Although golden carrots are more expensive, you find that they work great with the stomachs of your miners! <i>The production of mines is doubled.</i>",
cost: 1e8,
effect: "mines*2"
},
{
name: "Cave drilling",
sprite: [1, 0],
description: "Drill directly through caves to boost the effect of miners future! <i>The production of mines is doubled.</i>",
cost: 5e8,
effect: "mines*2"
},
{
name: "Protective gear",
sprite: [3, 1],
description: "Your factory workers constantly fear falling objects. Give your miners the best protective gear on the market to make them feel better. <i>The production of factories is doubled.</i>",
cost: 5e8,
effect: "factories*2"
},
{
name: "Factory currency",
sprite: [0, 2],
description: "Lobby the government to allow you to have a custom currency just for your factory. <i>The production of factories is doubled.</i>",
cost: 1e10,
effect: "factories*2"
},
{
name: "Advertising",
sprite: [-1, -1],
description: "Advertise your banks to the public, making everyone want to try out your bank. <i>The production of banks is doubled.</i>",
cost: 1e11,
effect: "banks*2"
},
{
name: "Interesting",
sprite: [-1, -1],
description: "Make your banks have negative interest for savings and positive interest for loans. With this much funding, your bank is the only one around, so people have no choice. <i>The production of banks is doubled.</i>",
cost: 1e12,
effect: "banks*2"
}
]
/** @type {number} The number of upgrades that there are in total. */
var upgradeLength = upgradeData.length
/** @type {object} An object with all of the upgrades, where the key is the upgrade name and the value is an Upgrade. */
var upgradeObject = {}
setupUpgradeObject()
function setupUpgradeObject() {
for (var i = 0; i < upgradeLength; i++) {
var upgrade = upgradeData[i]
upgradeObject[upgrade.name] = upgrade
}
}
const ZERO = D()
const ONE = D(1)
const FIVE = D(5)
const TEN = D(10)
const HUNDRED = D(100)
/** @type {Decimal} The base multiplier that the cost of a building scales at */
var costScale = D(1.05)
/** @type {Decimal} The number that is multiplied by the building index to add to the cost scale (so the third building would have a cost scale of costScale + 3*costSelfScale) */
var costSelfScale = D(0.02)
var buildingPower = [1, 5, 100, 1000, 10000, 250000]
/**
* Returns the cost of a specific building.
* @param {number} [building] The building or the index of the building.
*/
function getCost(building) {
var t
if (typeof building === "number") {
t = stuff[buildings[building]]
} else {
t = stuff[building]
building = buildings.indexOf(building)
}
if (building < 0) {
return ZERO
}
if (building === 0) {
return costScale.pow(t).mul(20).add(t.add(ONE).mul(4.1)).ceil()
}
return costScale.add(costSelfScale.mul(building)).pow(t).mul(HUNDRED.pow(building)).floor()
}
/** @type {boolean} Determines if a button was clicked already in the same frame. Prevents various issues and overpowered autoclicking. */
var buttonClicked = false
/** @type {object} An object where the key represents the name of the data. Each value is an HTML <b> element corresponding to that key. */
var dataElements = {}
/** @type {string[]} The list of properties that are in the game. */
var properties = []
/** @type {string[]} The list of buildings that are in the game. */
var buildings = []
/** @type {object} An element inside of a class="building" element containing information on the cost of the building. */
var costElems = []
/** @type {object} Decimal information about the properties that you own. */
var stuff = {}
/** @type {object} Decimal information about the total amount of a property that you have obtained. Unlock conditions are based on totals. */
var totals = {}
document.getElementById("gainCrystals").addEventListener("click", function () {
if (!buttonClicked) {
add("crystals", getCPC())
buttonClicked = true
}
})
document.getElementById("gainCrystals").addEventListener("keydown", function (e) {
if (!buttonClicked && !e.repeat && (e.keyCode === 32 || e.keyCode === 13)) {
add("crystals", getCPC())
buttonClicked = true
}
})
/**
* Set up and read the information from the <b> elements (<strong> can be used instead for normal bolding)
*/
function setupElements() {
var boldElems = document.getElementsByTagName("b")
for (var i = 0; i < boldElems.length; i++) {
var item = boldElems[i]
var text = item.textContent
var code = text.charCodeAt(0)
if (code === 37) {
text = text.slice(1)
properties.push(text)
if (item.parentElement.className === "building") {
buildings.push(text)
}
stuff[text] = new D()
totals[text] = new D()
}
dataElements[text] = item
}
var buildingElems = document.getElementsByClassName("building")
for (let i = 0; i < buildings.length; i++) {
let building = buildings[i]
let elem = buildingElems[i]
costElems[i] = elem.children[2]
elem.setAttribute("tabindex", 0)
elem.addEventListener("click", function clickFunction() {
if (!buttonClicked && remove("crystals", getCost(i))) {
add(building)
}
buttonClicked = true
})
elem.addEventListener("keydown", function (e) {
if (!buttonClicked && !e.repeat && (e.keyCode === 32 || e.keyCode === 13)) {
if (remove("crystals", getCost(i))) {
add(building)
}
buttonClicked = true
}
})
}
var result = ""
for (var i = 0; i < upgradeLength; i++) {
var item = upgradeData[i]
if (item.sprite[0] === -1 && item.sprite[1] === -1) {
result += `<span tabindex="0"><span class="sprite wonder"></span><div>${item.name}</div>${item.description + " Costs " + D(item.cost).format() + " crystals."}</span>`
} else {
result += `<span tabindex="0"><span class="sprite" style="background-position-x:${-16 * item.sprite[0]}px;background-position-y:${-16 * item.sprite[1]}px"></span><div>${item.name}</div>${item.description + " Costs " + D(item.cost).format() + " crystals."}</span>`
}
}
var upgradesElem = document.getElementById("upgrades")
upgradesElem.innerHTML = result
var children = upgradesElem.children
for (var i = 0; i < upgradeLength; i++) {
let elem = children[i]
let upgrade = upgradeData[i]
let cost = upgrade.cost
let name = upgrade.name
elem.addEventListener("click", function clickFunction() {
if (!buttonClicked && remove("crystals", D(cost))) {
upgradesDone.push(name)
}
buttonClicked = true
})
elem.addEventListener("keydown", function (e) {
if (!buttonClicked && !e.repeat && (e.keyCode === 32 || e.keyCode === 13)) {
if (remove("crystals", D(cost))) {
upgradesDone.push(name)
}
buttonClicked = true
}
})
}
}
document.addEventListener("keydown", function (e) {
if (e.repeat && (e.keyCode === 32 || e.keyCode === 13)) {
e.preventDefault()
e.stopPropagation()
}
})
/**
* Renders a specific element's text in dataElements. Note that properties are automatically updated without this.
* @param {string} [key] The key of the item. You can create a non-property key reference by using the <b> element, like this: <b>customProperty</b>
* @param {string} [text] The text to set the element to.
* @param {boolean} [asHTML] If the text should be updated as HTML.
*/
function setElem(key, text, asHTML) {
if (text.format) {
text = text.format()
}
var element = dataElements[key]
if (asHTML) {
if (element.innerHTML !== text) {
element.innerHTML = text
}
} else if (element.textContent !== text) {
element.textContent = text
}
}
/**
* Converts a number and the text after into plural form if needed. Example: 3 crystals
* @param {Decimal} [amount] The amount to use.
* @param {string} [name] The name of the item (example: "crystals")
* @param {undefined | shortSuffixes | longSuffixes} [suffixUsed] What type of suffix to use.
* @returns string
*/
function plural(amount, name, suffixUsed) {
return amount.format(suffixUsed) + " " + (amount.floor().eq(1) ? name.slice(-3) === "ies" ? name.slice(0, name.length - 3) + "y" : name.slice(0, name.length - 1) : name)
}
/**
* Converts a property and its amount into a readable string. Example: 3 crystals
* @param {string} [property] The property to use.
* @returns string
*/
function toPlural(property) {
var amount = stuff[property]
return (property === "crystals" ? amount.format(longSuffixes) : amount.format()) + " " + (amount.floor().eq(1) ? property.slice(-3) === "ies" ? property.slice(0, property.length - 3) + "y" : property.slice(0, property.length - 1) : property)
}
/**
* Updates the elements that are supposed to show properties. To create a property, use the <b> element. Example: <b>customProperty</b>
*/
function renderProperties() {
for (var i = 0; i < properties.length; i++) {
var property = properties[i]
var elem = dataElements[property]
var str = toPlural(property)
if (elem.textContent !== str) {
elem.textContent = str
}
}
}
/**
* Renders the building cost information.
*/
function renderCosts() {
for (var i = 0; i < buildings.length; i++) {
var elem = costElems[i]
var str = "Costs " + getCost(i).format() + " crystals."
if (elem.textContent !== str) {
elem.textContent = str
}
}
}
/**
* Clears the amount of a value or values in an array.
* @param {string | string[]} [data] The item or items to clear.
* @param {boolean} [clearTotals] If true, then the total amount of the items that will be cleared are also wiped.
*/
function clearAmount(data, clearTotals) {
if (clearTotals) {
if (typeof data === "object") {
for (var i = 0; i < data.length; i++) {
var property = data[i]
stuff[property] = D()
totals[property] = D()
}
} else {
stuff[data] = D()
totals[data] = D()
}
} else {
if (typeof data === "object") {
for (var i = 0; i < data.length; i++) {
stuff[data[i]] = D()
}
} else {
stuff[data] = D()
}
}
}
/**