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e)()&&(()=>"layer"[Symbol.for("in")]?"layer"[Symbol.for("in")](e):"layer"in e)()?this.fromDecimal(e):"number"===typeof e?this.fromNumber(e):"string"===typeof e?this.fromString(e):(this.sign=0,this.layer=0,this.mag=0)}get m(){if(0===this.sign)return 0;if(0===this.layer){const e=Math.floor(Math.log10(this.mag));let o;return o=5e-324===this.mag?5:(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("/")]?this.mag[Symbol.for("/")](V(e)):this.mag/V(e))(),(()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](o):this.sign*o)()}if(1===this.layer){const e=(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("-")]?this.mag[Symbol.for("-")](Math.floor(this.mag)):this.mag-Math.floor(this.mag))();return(()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](Math.pow(10,e)):this.sign*Math.pow(10,e))()}return this.sign}set m(e){(()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for("<=")]?this.layer[Symbol.for("<=")](2):this.layer<=2)()?this.fromMantissaExponent(e,this.e):(this.sign=Math.sign(e),0===this.sign&&(this.layer,this.exponent))}get e(){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((()=>void 0!==Math.sign(this.mag)&&null!==Math.sign(this.mag)&&Math.sign(this.mag)[Symbol.for("*")]?Math.sign(this.mag)[Symbol.for("*")](Math.pow(10,Math.abs(this.mag))):Math.sign(this.mag)*Math.pow(10,Math.abs(this.mag)))()):(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("*")]?this.mag[Symbol.for("*")](Number.POSITIVE_INFINITY):this.mag*Number.POSITIVE_INFINITY)()}set e(e){this.fromMantissaExponent(this.m,e)}get s(){return this.sign}set s(e){0===e?(this.sign=0,this.layer=0,this.mag=0):this.sign=e}get mantissa(){return this.m}set mantissa(e){this.m=e}get exponent(){return this.e}set exponent(e){this.e=e}static fromComponents(e,o,t){return(new O).fromComponents(e,o,t)}static fromComponents_noNormalize(e,o,t){return(new O).fromComponents_noNormalize(e,o,t)}static fromMantissaExponent(e,o){return(new O).fromMantissaExponent(e,o)}static fromMantissaExponent_noNormalize(e,o){return(new O).fromMantissaExponent_noNormalize(e,o)}static fromDecimal(e){return(new O).fromDecimal(e)}static fromNumber(e){return(new O).fromNumber(e)}static fromString(e){return(new O).fromString(e)}static fromValue(e){return(new O).fromValue(e)}static fromValue_noAlloc(e){return e instanceof O?e:new O(e)}static abs(e){return C(e).abs()}static neg(e){return C(e).neg()}static negate(e){return C(e).neg()}static negated(e){return C(e).neg()}static sign(e){return C(e).sign}static sgn(e){return C(e).sign}static round(e){return C(e).round()}static floor(e){return C(e).floor()}static ceil(e){return C(e).ceil()}static trunc(e){return C(e).trunc()}static add(e,o){return C(e).add(o)}static plus(e,o){return C(e).add(o)}static sub(e,o){return C(e).sub(o)}static subtract(e,o){return C(e).sub(o)}static minus(e,o){return C(e).sub(o)}static mul(e,o){return C(e).mul(o)}static multiply(e,o){return C(e).mul(o)}static times(e,o){return C(e).mul(o)}static div(e,o){return C(e).div(o)}static divide(e,o){return C(e).div(o)}static recip(e){return C(e).recip()}static reciprocal(e){return C(e).recip()}static reciprocate(e){return C(e).reciprocate()}static cmp(e,o){return C(e).cmp(o)}static cmpabs(e,o){return C(e).cmpabs(o)}static compare(e,o){return C(e).cmp(o)}static isNaN(e){return e=C(e),isNaN(e.sign)||isNaN(e.layer)||isNaN(e.mag)}static isFinite(e){return e=C(e),isFinite(e.sign)&&isFinite(e.layer)&&isFinite(e.mag)}static eq(e,o){return C(e).eq(o)}static equals(e,o){return C(e).eq(o)}static neq(e,o){return C(e).neq(o)}static notEquals(e,o){return C(e).notEquals(o)}static lt(e,o){return C(e).lt(o)}static lte(e,o){return C(e).lte(o)}static gt(e,o){return C(e).gt(o)}static gte(e,o){return C(e).gte(o)}static max(e,o){return C(e).max(o)}static min(e,o){return C(e).min(o)}static minabs(e,o){return C(e).minabs(o)}static maxabs(e,o){return C(e).maxabs(o)}static clamp(e,o,t){return C(e).clamp(o,t)}static clampMin(e,o){return C(e).clampMin(o)}static clampMax(e,o){return C(e).clampMax(o)}static cmp_tolerance(e,o,t){return C(e).cmp_tolerance(o,t)}static compare_tolerance(e,o,t){return C(e).cmp_tolerance(o,t)}static eq_tolerance(e,o,t){return C(e).eq_tolerance(o,t)}static equals_tolerance(e,o,t){return C(e).eq_tolerance(o,t)}static neq_tolerance(e,o,t){return C(e).neq_tolerance(o,t)}static notEquals_tolerance(e,o,t){return C(e).notEquals_tolerance(o,t)}static lt_tolerance(e,o,t){return C(e).lt_tolerance(o,t)}static lte_tolerance(e,o,t){return C(e).lte_tolerance(o,t)}static gt_tolerance(e,o,t){return C(e).gt_tolerance(o,t)}static gte_tolerance(e,o,t){return C(e).gte_tolerance(o,t)}static pLog10(e){return C(e).pLog10()}static absLog10(e){return C(e).absLog10()}static log10(e){return C(e).log10()}static log(e,o){return C(e).log(o)}static log2(e){return C(e).log2()}static ln(e){return C(e).ln()}static logarithm(e,o){return C(e).logarithm(o)}static pow(e,o){return C(e).pow(o)}static pow10(e){return C(e).pow10()}static root(e,o){return C(e).root(o)}static factorial(e,o){return C(e).factorial()}static gamma(e,o){return C(e).gamma()}static lngamma(e,o){return C(e).lngamma()}static exp(e){return C(e).exp()}static sqr(e){return C(e).sqr()}static sqrt(e){return C(e).sqrt()}static cube(e){return C(e).cube()}static cbrt(e){return C(e).cbrt()}static tetrate(e,o=2,t=B(1,0,1)){return C(e).tetrate(o,t)}static iteratedexp(e,o=2,t=B(1,0,1)){return C(e).iteratedexp(o,t)}static iteratedlog(e,o=10,t=1){return C(e).iteratedlog(o,t)}static layeradd10(e,o){return C(e).layeradd10(o)}static layeradd(e,o,t=10){return C(e).layeradd(o,t)}static slog(e,o=10){return C(e).slog(o)}static lambertw(e){return C(e).lambertw()}static ssqrt(e){return C(e).ssqrt()}static pentate(e,o=2,t=B(1,0,1)){return C(e).pentate(o,t)}static affordGeometricSeries(e,o,t,l){return this.affordGeometricSeries_core(C(e),C(o),C(t),l)}static sumGeometricSeries(e,o,t,l){return this.sumGeometricSeries_core(e,C(o),C(t),l)}static affordArithmeticSeries(e,o,t,l){return this.affordArithmeticSeries_core(C(e),C(o),C(t),C(l))}static sumArithmeticSeries(e,o,t,l){return this.sumArithmeticSeries_core(C(e),C(o),C(t),C(l))}static efficiencyOfPurchase(e,o,t){return this.efficiencyOfPurchase_core(C(e),C(o),C(t))}static randomDecimalForTesting(e){if((()=>20*Math.random()!==void 0&&20*Math.random()!==null&&(20*Math.random())[Symbol.for("<")]?(20*Math.random())[Symbol.for("<")](1):20*Math.random()<1)())return B(0,0,0);const o=(()=>void 0!==Math.random()&&null!==Math.random()&&Math.random()[Symbol.for(">")]?Math.random()[Symbol.for(">")](.5):Math.random()>.5)()?1:(()=>1[Symbol.for("minus")]?1[Symbol.for("minus")]():-1)();if((()=>20*Math.random()!==void 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affordGeometricSeries_core(e,o,t,l){const r=o.mul(t.pow(l));return O.floor(e.div(r).mul(t.sub(1)).add(1).log10().div(t.log10()))}static sumGeometricSeries_core(e,o,t,l){return o.mul(t.pow(l)).mul(O.sub(1,t.pow(e))).div(O.sub(1,t))}static affordArithmeticSeries_core(e,o,t,l){const r=o.add(l.mul(t)),i=r.sub(t.div(2)),n=i.pow(2);return i.neg().add(n.add(t.mul(e).mul(2)).sqrt()).div(t).floor()}static sumArithmeticSeries_core(e,o,t,l){const r=o.add(l.mul(t));return e.div(2).mul(r.mul(2).plus(e.sub(1).mul(t)))}static efficiencyOfPurchase_core(e,o,t){return e.div(o).add(e.div(t))}[r](e){return this.add(e)}[i](e){return this.sub(e)}[n](e){return this.times(e)}[a](e){return this.div(e)}[s](){return this.neg()}[m](e){return this.eq(e)}[u](e){return this.gt(e)}[f](e){return this.lt(e)}[y](e){return this.gte(e)}[c](e){return this.lte(e)}[d](e){return this.neq(e)}normalize(){if(0===this.sign||0===this.mag&&0===this.layer)return this.sign=0,this.mag=0,this.layer=0,this;if(0===this.layer&&(()=>void 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r=1;if(2===l.length&&(r=parseFloat(l[1]),(()=>void 0!==isFinite(r)&&null!==isFinite(r)&&isFinite(r)[Symbol.for("!")]?isFinite(r)[Symbol.for("!")]():!isFinite(r))()&&(r=1)),isFinite(e)&&isFinite(t)){const o=O.pentate(e,t,r);return this.sign=o.sign,this.layer=o.layer,this.mag=o.mag,this}}const t=e.split("^^");if(2===t.length){const e=parseFloat(t[0]),o=parseFloat(t[1]),l=t[1].split(";");let r=1;if(2===l.length&&(r=parseFloat(l[1]),(()=>void 0!==isFinite(r)&&null!==isFinite(r)&&isFinite(r)[Symbol.for("!")]?isFinite(r)[Symbol.for("!")]():!isFinite(r))()&&(r=1)),isFinite(e)&&isFinite(o)){const t=O.tetrate(e,o,r);return this.sign=t.sign,this.layer=t.layer,this.mag=t.mag,this}}const l=e.split("^");if(2===l.length){const e=parseFloat(l[0]),o=parseFloat(l[1]);if(isFinite(e)&&isFinite(o)){const t=O.pow(e,o);return this.sign=t.sign,this.layer=t.layer,this.mag=t.mag,this}}let r,i;e=e.trim().toLowerCase();let n=e.split("pt");if(2===n.length){r=10,i=parseFloat(n[0]),n[1]=n[1].replace("(",""),n[1]=n[1].replace(")","");let e=parseFloat(n[1]);if((()=>void 0!==isFinite(e)&&null!==isFinite(e)&&isFinite(e)[Symbol.for("!")]?isFinite(e)[Symbol.for("!")]():!isFinite(e))()&&(e=1),isFinite(r)&&isFinite(i)){const o=O.tetrate(r,i,e);return this.sign=o.sign,this.layer=o.layer,this.mag=o.mag,this}}if(n=e.split("p"),2===n.length){r=10,i=parseFloat(n[0]),n[1]=n[1].replace("(",""),n[1]=n[1].replace(")","");let e=parseFloat(n[1]);if((()=>void 0!==isFinite(e)&&null!==isFinite(e)&&isFinite(e)[Symbol.for("!")]?isFinite(e)[Symbol.for("!")]():!isFinite(e))()&&(e=1),isFinite(r)&&isFinite(i)){const o=O.tetrate(r,i,e);return this.sign=o.sign,this.layer=o.layer,this.mag=o.mag,this}}const a=e.split("e"),s=(()=>void 0!==a.length&&null!==a.length&&a.length[Symbol.for("-")]?a.length[Symbol.for("-")](1):a.length-1)();if(0===s){const o=parseFloat(e);if(isFinite(o))return this.fromNumber(o)}else if(1===s){const 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this.toString()}toStringWithDecimalPlaces(e){return 0===this.layer?(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("<")]?this.mag[Symbol.for("<")](1e21):this.mag<1e21)()&&(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for(">")]?this.mag[Symbol.for(">")](1e-7):this.mag>1e-7)()||0===this.mag?(()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](this.mag):this.sign*this.mag)().toFixed(e):(()=>I(this.m,e)+"e"!==void 0&&I(this.m,e)+"e"!==null&&(I(this.m,e)+"e")[Symbol.for("+")]?(I(this.m,e)+"e")[Symbol.for("+")](I(this.e,e)):I(this.m,e)+"e"+I(this.e,e))():1===this.layer?(()=>I(this.m,e)+"e"!==void 0&&I(this.m,e)+"e"!==null&&(I(this.m,e)+"e")[Symbol.for("+")]?(I(this.m,e)+"e")[Symbol.for("+")](I(this.e,e)):I(this.m,e)+"e"+I(this.e,e))():(()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for("<=")]?this.layer[Symbol.for("<=")](N):this.layer<=N)()?(()=>(-1===this.sign?"-":"")+"e".repeat(this.layer)!==void 0&&(-1===this.sign?"-":"")+"e".repeat(this.layer)!==null&&((-1===this.sign?"-":"")+"e".repeat(this.layer))[Symbol.for("+")]?((-1===this.sign?"-":"")+"e".repeat(this.layer))[Symbol.for("+")](I(this.mag,e)):(-1===this.sign?"-":"")+"e".repeat(this.layer)+I(this.mag,e))():(()=>(-1===this.sign?"-":"")+"(e^"+this.layer+")"!==void 0&&(-1===this.sign?"-":"")+"(e^"+this.layer+")"!==null&&((-1===this.sign?"-":"")+"(e^"+this.layer+")")[Symbol.for("+")]?((-1===this.sign?"-":"")+"(e^"+this.layer+")")[Symbol.for("+")](I(this.mag,e)):(-1===this.sign?"-":"")+"(e^"+this.layer+")"+I(this.mag,e))()}abs(){return B(0===this.sign?0:1,this.layer,this.mag)}neg(){return B((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("minus")]?this.sign[Symbol.for("minus")]():-this.sign)(),this.layer,this.mag)}negate(){return this.neg()}negated(){return this.neg()}sgn(){return this.sign}round(){return(()=>void 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0&&t.sign*t.mag!==null&&(t.sign*t.mag)[Symbol.for("+")]?(t.sign*t.mag)[Symbol.for("+")](l.sign*l.mag):t.sign*t.mag+l.sign*l.mag)());const r=(()=>void 0!==t.layer&&null!==t.layer&&t.layer[Symbol.for("*")]?t.layer[Symbol.for("*")](Math.sign(t.mag)):t.layer*Math.sign(t.mag))(),i=(()=>void 0!==l.layer&&null!==l.layer&&l.layer[Symbol.for("*")]?l.layer[Symbol.for("*")](Math.sign(l.mag)):l.layer*Math.sign(l.mag))();if((()=>r-i!==void 0&&r-i!==null&&(r-i)[Symbol.for(">=")]?(r-i)[Symbol.for(">=")](2):r-i>=2)())return t;if(0===r&&i===(()=>1[Symbol.for("minus")]?1[Symbol.for("minus")]():-1)()){if((()=>void 0!==Math.abs(l.mag-Math.log10(t.mag))&&null!==Math.abs(l.mag-Math.log10(t.mag))&&Math.abs(l.mag-Math.log10(t.mag))[Symbol.for(">")]?Math.abs(l.mag-Math.log10(t.mag))[Symbol.for(">")](b):Math.abs(l.mag-Math.log10(t.mag))>b)())return t;{const e=Math.pow(10,(()=>void 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0!==this.layer&&null!==this.layer&&this.layer[Symbol.for("==")]?this.layer[Symbol.for("==")](o.layer):this.layer==o.layer)()&&(()=>void 0!==Math.abs(this.mag)&&null!==Math.abs(this.mag)&&Math.abs(this.mag)[Symbol.for(">")]?Math.abs(this.mag)[Symbol.for(">")](Math.abs(o.mag)):Math.abs(this.mag)>Math.abs(o.mag))()?(t=this,l=o):(t=o,l=this),0===t.layer&&0===l.layer)return C((()=>t.sign*l.sign*t.mag!==void 0&&t.sign*l.sign*t.mag!==null&&(t.sign*l.sign*t.mag)[Symbol.for("*")]?(t.sign*l.sign*t.mag)[Symbol.for("*")](l.mag):t.sign*l.sign*t.mag*l.mag)());if((()=>void 0!==t.layer&&null!==t.layer&&t.layer[Symbol.for(">=")]?t.layer[Symbol.for(">=")](3):t.layer>=3)()||(()=>t.layer-l.layer!==void 0&&t.layer-l.layer!==null&&(t.layer-l.layer)[Symbol.for(">=")]?(t.layer-l.layer)[Symbol.for(">=")](2):t.layer-l.layer>=2)())return E((()=>void 0!==t.sign&&null!==t.sign&&t.sign[Symbol.for("*")]?t.sign[Symbol.for("*")](l.sign):t.sign*l.sign)(),t.layer,t.mag);if(1===t.layer&&0===l.layer)return E((()=>void 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0!==e.layer&&null!==e.layer&&e.layer[Symbol.for("+")]?e.layer[Symbol.for("+")](1):e.layer+1)(),(()=>void 0!==e.sign&&null!==e.sign&&e.sign[Symbol.for("*")]?e.sign[Symbol.for("*")](e.mag):e.sign*e.mag)())}if(2===t.layer&&2===l.layer){const e=E(Math.sign(t.mag),(()=>void 0!==t.layer&&null!==t.layer&&t.layer[Symbol.for("-")]?t.layer[Symbol.for("-")](1):t.layer-1)(),Math.abs(t.mag)).add(E(Math.sign(l.mag),(()=>void 0!==l.layer&&null!==l.layer&&l.layer[Symbol.for("-")]?l.layer[Symbol.for("-")](1):l.layer-1)(),Math.abs(l.mag)));return E((()=>void 0!==t.sign&&null!==t.sign&&t.sign[Symbol.for("*")]?t.sign[Symbol.for("*")](l.sign):t.sign*l.sign)(),(()=>void 0!==e.layer&&null!==e.layer&&e.layer[Symbol.for("+")]?e.layer[Symbol.for("+")](1):e.layer+1)(),(()=>void 0!==e.sign&&null!==e.sign&&e.sign[Symbol.for("*")]?e.sign[Symbol.for("*")](e.mag):e.sign*e.mag)())}throw Error((()=>"Bad arguments to mul: "+this+", "!==void 0&&"Bad arguments to mul: "+this+", "!==null&&("Bad arguments to mul: "+this+", 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0!==Number.isFinite(l)&&null!==Number.isFinite(l)&&Number.isFinite(l)[Symbol.for("!")]?Number.isFinite(l)[Symbol.for("!")]():!Number.isFinite(l))()?O.dNaN:(()=>void 0!==l&&null!==l&&l[Symbol.for(">=")]?l[Symbol.for(">=")](-1):l>=-1)()?O.log(O.tetrate(o,(()=>void 0!==l&&null!==l&&l[Symbol.for("+")]?l[Symbol.for("+")](1):l+1)()),o):O.log(O.log(O.tetrate(o,(()=>void 0!==l&&null!==l&&l[Symbol.for("+")]?l[Symbol.for("+")](2):l+2)()),o),o)}lambertw(){if(this.lt((()=>.3678794411710499[Symbol.for("minus")]?.3678794411710499[Symbol.for("minus")]():-.3678794411710499)()))throw Error("lambertw is unimplemented for results less than -1, sorry!");if((()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("<")]?this.mag[Symbol.for("<")](0):this.mag<0)())return C(D(this.toNumber()));if(0===this.layer)return C(D((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](this.mag):this.sign*this.mag)()));if(1===this.layer)return _(this);if(2===this.layer)return _(this);if((()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for(">=")]?this.layer[Symbol.for(">=")](3):this.layer>=3)())return B(this.sign,(()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for("-")]?this.layer[Symbol.for("-")](1):this.layer-1)(),this.mag);throw"Unhandled behavior in lambertw()"}ssqrt(){if((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("==")]?this.sign[Symbol.for("==")](1):1==this.sign)()&&(()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for(">=")]?this.layer[Symbol.for(">=")](3):this.layer>=3)())return B(this.sign,(()=>void 0!==this.layer&&null!==this.layer&&this.layer[Symbol.for("-")]?this.layer[Symbol.for("-")](1):this.layer-1)(),this.mag);const e=this.ln();return e.div(e.lambertw())}pentate(e=2,o=B(1,0,1)){o=C(o);const t=e;e=Math.trunc(e);const l=(()=>void 0!==t&&null!==t&&t[Symbol.for("-")]?t[Symbol.for("-")](e):t-e)();(()=>void 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0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("<")]?this.mag[Symbol.for("<")](0):this.mag<0)()?this:0===this.layer?C(Math.sin((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](this.mag):this.sign*this.mag)())):B(0,0,0)}cos(){return(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("<")]?this.mag[Symbol.for("<")](0):this.mag<0)()?O.dOne:0===this.layer?C(Math.cos((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](this.mag):this.sign*this.mag)())):B(0,0,0)}tan(){return(()=>void 0!==this.mag&&null!==this.mag&&this.mag[Symbol.for("<")]?this.mag[Symbol.for("<")](0):this.mag<0)()?this:0===this.layer?C(Math.tan((()=>void 0!==this.sign&&null!==this.sign&&this.sign[Symbol.for("*")]?this.sign[Symbol.for("*")](this.mag):this.sign*this.mag)())):B(0,0,0)}asin(){return(()=>void 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