thepaperpilot/Planar-Pioneers
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Planar-Pioneers/assets/index.83d67942.js

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k=function(t){return o.fromValue_noAlloc(t)},X=function(e,t,n){return o.fromComponents(e,t,n)},te=function(t,n,i){return o.fromComponents_noNormalize(t,n,i)};const Xt=function(t,n){const i=n+1,r=Math.ceil(Math.log10(Math.abs(t))),a=Math.round(t*Math.pow(10,i-r))*Math.pow(10,r-i);return parseFloat(a.toFixed(Math.max(i-r,0)))},Mi=function(e){return Math.sign(e)*Math.log10(Math.abs(e))},rs=function(e){if(!isFinite(e))return e;if(e<-50)return e===Math.trunc(e)?Number.NEGATIVE_INFINITY:0;let t=1;for(;e<10;)t=t*e,++e;e-=1;let n=.9189385332046727;n=n+(e+.5)*Math.log(e),n=n-e;const i=e*e;let r=e;return n=n+1/(12*r),r=r*i,n=n+1/(360*r),r=r*i,n=n+1/(1260*r),r=r*i,n=n+1/(1680*r),r=r*i,n=n+1/(1188*r),r=r*i,n=n+691/(360360*r),r=r*i,n=n+7/(1092*r),r=r*i,n=n+3617/(122400*r),Math.exp(n)/t},br=.5671432904097838,rr=function(e,t=1e-10){let n,i;if(!Number.isFinite(e)||e===0)return e;if(e===1)return br;e<10?n=0:n=Math.log(e)-Math.log(Math.log(e));for(let r=0;r<100;++r){if(i=(e*Math.exp(-n)+n*n)/(n+1),Math.abs(i-n)<t*Math.abs(i))return i;n=i}throw Error(`Iteration failed to converge: ${e.toString()}`)};function ar(e,t=1e-10){let n,i,r,a;if(!Number.isFinite(e.mag)||e.eq(o.dZero))return e;if(e.eq(o.dOne))return o.fromNumber(br);n=o.ln(e);for(let l=0;l<100;++l){if(i=n.neg().exp(),r=n.sub(e.mul(i)),a=n.sub(r.div(n.add(1).sub(n.add(2).mul(r).div(o.mul(2,n).add(2))))),o.abs(a.sub(n)).lt(o.abs(a).mul(t)))return a;n=a}throw Error(`Iteration failed to converge: ${e.toString()}`)}const y=class{constructor(e){this.sign=0,this.mag=0,this.layer=0,e instanceof y?this.fromDecimal(e):typeof e=="number"?this.fromNumber(e):typeof e=="string"&&this.fromString(e)}get m(){if(this.sign===0)return 0;if(this.layer===0){const e=Math.floor(Math.log10(this.mag));let t;return this.mag===5e-324?t=5:t=this.mag/ts(e),this.sign*t}else if(this.layer===1){const e=this.mag-Math.floor(this.mag);return this.sign*Math.pow(10,e)}else return this.sign}set 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Kc(e,t){if(F(t)){if(!t.isIntegrable())throw new Error("Could not integrate due to variable not being integrable");const n=t.getIntegralFormula(e);return g.cosh(n).ln()}throw new Error("Could not integrate due to no input being a variable")}function Qc(e,t){if(F(t))return t.invert(o.sinh(e));throw new Error("Could not invert due to no input being a variable")}function ed(e,t){if(F(t)){if(!t.isIntegrable())throw new Error("Could not integrate due to variable not being integrable");const n=t.getIntegralFormula(e);return g.asinh(n).times(n).sub(g.pow(n,2).add(1).sqrt())}throw new Error("Could not integrate due to no input being a variable")}function td(e,t){if(F(t))return t.invert(o.cosh(e));throw new Error("Could not invert due to no input being a variable")}function nd(e,t){if(F(t)){if(!t.isIntegrable())throw new Error("Could not integrate due to variable not being integrable");const n=t.getIntegralFormula(e);return g.acosh(n).times(n).sub(g.add(n,1).sqrt().times(g.sub(n,1).sqrt()))}throw new Error("Could not integrate due to no input being a variable")}function id(e,t){if(F(t))return t.invert(o.tanh(e));throw new Error("Could not invert due to no input being a variable")}function rd(e,t){if(F(t)){if(!t.isIntegrable())throw new Error("Could not integrate due to variable not being integrable");const n=t.getIntegralFormula(e);return g.atanh(n).times(n).add(g.sub(1,g.pow(n,2)).ln().div(2))}throw new Error("Could not integrate due to no input being a variable")}function Tn(e){return(t,n)=>new g({inputs:[t,n],evaluate:e,invert:Vn})}function F(e){return e instanceof ke&&e.hasVariable()}function be(e,t){return e instanceof ke?e.evaluate(t):s(e)}function ad(){return g.pow(this,2).div(2)}function sd(){return this}const Fe=class{constructor(e){this.negate=this.neg,this.negated=this.neg,this.sgn=this.sign,this.plus=this.add,this.subtract=this.sub,this.minus=this.sub,this.multiply=this.mul,this.times=this.mul,this.divide=this.div,this.divideBy=this.div,this.dividedBy=this.div,this.reciprocal=this.recip,this.reciprocate=this.recip,this.logarithm=this.log;let t;"inputs"in e&&(e.inputs=e.inputs.map(n=>typeof n=="object"&&xt in n?n[xt]:n)),"variable"in e?(typeof e.variable=="object"&&xt in e.variable&&(e.variable=e.variable[xt]),t=this.setupVariable(e)):"evaluate"in e?t=this.setupFormula(e):t=this.setupConstant(e),this.inputs=t.inputs,this.internalVariables=t.internalVariables,this.innermostVariable=t.innermostVariable,this.internalEvaluate=t.internalEvaluate,this.internalInvert=t.internalInvert,this.internalIntegrate=t.internalIntegrate,this.internalIntegrateInner=t.internalIntegrateInner,this.applySubstitution=t.applySubstitution}setupVariable({variable:e}){return{inputs:[e],internalVariables:1,innermostVariable:e,internalIntegrate:ad,internalIntegrateInner:sd,applySubstitution:Vn}}setupConstant({inputs:e}){if(e.length!==1)throw new Error("Evaluate function is required if inputs is not length 1");return{inputs:e,internalVariables:0}}setupFormula(e){var h,w;const{inputs:t,evaluate:n,invert:i,integrate:r,integrateInner:a,applySubstitution:l}=e,u=t.reduce((v,b)=>v+(b instanceof Fe?b.internalVariables:0),0),c=t.find(v=>v instanceof Fe&&v.hasVariable()),d=u===1?c==null?void 0:c.innermostVariable:void 0,m=(h=c==null?void 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Fe)&&o.eq(s(t),s(e.inputs[n])))&&this.internalEvaluate===e.internalEvaluate&&this.internalInvert===e.internalInvert&&this.internalIntegrate===e.internalIntegrate&&this.internalVariables===e.internalVariables}static constant(e){return new g({inputs:[e]})}static variable(e){return new g({variable:e})}static step(e,t,n){const i=V(0),r=n(g.variable(i)),a=ve(t);function l(c){return o.lt(c,s(a))?c:(i.value=o.sub(c,s(a)),o.add(r.evaluate(),s(a)))}function u(c,d){if(F(d)&&r.isInvertible())return o.gt(c,s(a))&&(c=o.add(r.invert(o.sub(c,s(a))),s(a))),d.invert(c);throw new Error("Could not invert due to no input being a variable")}return new g({inputs:[e],evaluate:l,invert:r.isInvertible()&&r.hasVariable()?u:void 0})}static if(e,t,n,i){const r=V(0),a=g.variable(r),l=n(a),u=i==null?void 0:i(a),c=ve(t);function d(f){return s(c)?(r.value=f,l.evaluate()):u?(r.value=f,u.evaluate()):f}function m(f,h){if(!F(h)||!l.isInvertible()||u!=null&&!u.isInvertible())throw new Error("Could not invert due to no input being a variable");return s(c)?h.invert(l.invert(f)):u?h.invert(u.invert(f)):h.invert(f)}return new g({inputs:[e],evaluate:d,invert:l.isInvertible()&&l.hasVariable()?m:void 0})}static conditional(e,t,n,i){return g.if(e,t,n,i)}static abs(e){return new g({inputs:[e],evaluate:o.abs})}static neg(e){return new g({inputs:[e],evaluate:o.neg,invert:Fu,applySubstitution:Ou,integrate:Au})}static sign(e){return new g({inputs:[e],evaluate:o.sign})}static round(e){return new g({inputs:[e],evaluate:o.round})}static floor(e){return new g({inputs:[e],evaluate:o.floor})}static ceil(e){return new g({inputs:[e],evaluate:o.ceil})}static trunc(e){return new g({inputs:[e],evaluate:o.trunc})}static add(e,t){return new g({inputs:[e,t],evaluate:o.add,invert:Ru,integrate:qu,integrateInner:Vu,applySubstitution:Vn})}static sub(e,t){return new g({inputs:[e,t],evaluate:o.sub,invert:Bu,integrate:Lu,integrateInner:ju,applySubstitution:Vn})}static mul(e,t){return new g({inputs:[e,t],evaluate:o.mul,invert:zu,integrate:Uu,applySubstitution:Gu})}static div(e,t){return new g({inputs:[e,t],evaluate:o.div,invert:Wu,integrate:Hu,applySubstitution:Zu})}static recip(e){return new g({inputs:[e],evaluate:o.recip,invert:Yu,integrate:Xu})}static clamp(e,t,n){return new g({inputs:[e,t,n],evaluate:o.clamp,invert:Vn})}static pLog10(e){return new g({inputs:[e],evaluate:o.pLog10})}static absLog10(e){return new g({inputs:[e],evaluate:o.absLog10})}static log10(e){return new g({inputs:[e],evaluate:o.log10,invert:Ju,integrate:ec})}static log(e,t){return new g({inputs:[e,t],evaluate:o.log,invert:tc,integrate:rc})}static log2(e){return new g({inputs:[e],evaluate:o.log2,invert:ac,integrate:lc})}static ln(e){return new g({inputs:[e],evaluate:o.ln,invert:uc,integrate:fc})}static pow(e,t){return new g({inputs:[e,t],evaluate:o.pow,invert:pc,integrate:gc})}static pow10(e){return new g({inputs:[e],evaluate:o.pow10,invert:mc,integrate:vc})}static pow_base(e,t){return new g({inputs:[e,t],evaluate:o.pow_base,invert:hc,integrate:bc})}static root(e,t){return new g({inputs:[e,t],evaluate:o.root,invert:yc,integrate:wc})}static factorial(e){return new g({inputs:[e],evaluate:o.factorial})}static gamma(e){return new g({inputs:[e],evaluate:o.gamma})}static lngamma(e){return new g({inputs:[e],evaluate:o.lngamma})}static exp(e){return new g({inputs:[e],evaluate:o.exp,invert:_c,integrate:Nc})}static sqr(e){return g.pow(e,2)}static sqrt(e){return g.root(e,2)}static cube(e){return g.pow(e,3)}static cbrt(e){return g.root(e,3)}static tetrate(e,t=2,n=o.fromComponents_noNormalize(1,0,1)){return new g({inputs:[e,t,n],evaluate:Cc,invert:kc})}static iteratedexp(e,t=2,n=o.fromComponents_noNormalize(1,0,1)){return new g({inputs:[e,t,n],evaluate:Mc,invert:Sc})}static iteratedlog(e,t=10,n=1){return new g({inputs:[e,t,n],evaluate:Ic})}static slog(e,t=10){return new g({inputs:[e,t],evaluate:$c,invert:xc})}static layeradd10(e,t){return new g({inputs:[e,t],evaluate:o.layeradd10})}static layeradd(e,t,n=10){return new g({inputs:[e,t,n],evaluate:Ec,invert:Pc})}static lambertw(e){return new g({inputs:[e],evaluate:o.lambertw,invert:Tc})}static ssqrt(e){return new g({inputs:[e],evaluate:o.ssqrt,invert:Dc})}static pentate(e,t=2,n=o.fromComponents_noNormalize(1,0,1)){return new g({inputs:[e,t,n],evaluate:Fc})}static sin(e){return new g({inputs:[e],evaluate:o.sin,invert:Lc,integrate:Oc})}static cos(e){return new g({inputs:[e],evaluate:o.cos,invert:zc,integrate:qc})}static tan(e){return new g({inputs:[e],evaluate:o.tan,invert:Gc,integrate:Bc})}static asin(e){return new g({inputs:[e],evaluate:o.asin,invert:Ac,integrate:jc})}static acos(e){return new g({inputs:[e],evaluate:o.acos,invert:Rc,integrate:Uc})}static atan(e){return new g({inputs:[e],evaluate:o.atan,invert:Vc,integrate:Wc})}static sinh(e){return new g({inputs:[e],evaluate:o.sinh,invert:Qc,integrate:Zc})}static cosh(e){return new g({inputs:[e],evaluate:o.cosh,invert:td,integrate:Xc})}static tanh(e){return new g({inputs:[e],evaluate:o.tanh,invert:id,integrate:Kc})}static asinh(e){return new g({inputs:[e],evaluate:o.asinh,invert:Hc,integrate:ed})}static acosh(e){return new g({inputs:[e],evaluate:o.acosh,invert:Yc,integrate:nd})}static atanh(e){return new g({inputs:[e],evaluate:o.atanh,invert:Jc,integrate:rd})}step(e,t){return g.step(this,e,t)}if(e,t){return g.if(this,e,t)}conditional(e,t){return g.if(this,e,t)}abs(){return g.abs(this)}neg(){return g.neg(this)}sign(){return g.sign(this)}round(){return g.round(this)}floor(){return g.floor(this)}ceil(){return g.ceil(this)}trunc(){return g.trunc(this)}add(e){return g.add(this,e)}sub(e){return g.sub(this,e)}mul(e){return g.mul(this,e)}div(e){return g.div(this,e)}recip(){return g.recip(this)}max(e){return g.max(this,e)}min(e){return g.min(this,e)}maxabs(e){return g.maxabs(this,e)}minabs(e){return g.minabs(this,e)}clamp(e,t){return g.clamp(this,e,t)}clampMin(e){return 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t;throw new Error("Cannot invert non-invertible formula")}evaluateIntegral(t){if(!this.isIntegrable())throw new Error("Cannot evaluate integral of formula without integral");return this.getIntegralFormula().evaluate(t)}invertIntegral(t){if(!this.isIntegrable()||!this.getIntegralFormula().isInvertible())throw new Error("Cannot invert integral of formula without invertible integral");return this.getIntegralFormula().invert(t)}calculateConstantOfIntegration(){const t=this.getIntegralFormula().evaluate(1),n=o.add(this.evaluate(0),this.evaluate(1)).div(2);return o.sub(n,t)}getIntegralFormula(t){if(this.integralFormula!=null&&t==null)return this.integralFormula;if(t==null){if(this.applySubstitution==null){if(t=[],this.internalIntegrate==null)throw new Error("Cannot integrate formula with non-integrable operation");let n=this.internalIntegrate.call(this,t,...this.inputs);t.forEach(i=>n=i(n)),this.integralFormula=n}else 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