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@arcgis/core

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ArcGIS Maps SDK for JavaScript: A complete 2D and 3D mapping and data visualization API

js.arcgis.com

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1
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this.m_rn.v=1n,this.m_rd.v=0n,this.m_bNaN=!1,this.m_bNormalized=!0,this.m_sign=-1,this.m_power=0,this}subThis(t){if(t.isNAN()&&this.setNAN(),this.isPositiveInf()&&t.isPositiveInf())this.setNAN();else{if(this.isPositiveInf()&&t.isNegativeInf())return this.setPositiveInf(),this;if(this.isNegativeInf()&&t.isNegativeInf())this.setNAN();else if(this.isNegativeInf()&&t.isPositiveInf())return this.setNegativeInf(),this}return this.isNAN()?this:this.opPlusMinus(t,!1)}thisSubAbs(t){return(0,i.g)(0),this}mulThis(t){return t.isNAN()&&this.setNAN(),this.isNAN()?this:(this.m_sign*=t.m_sign,0===this.m_sign?this.setZero():(this.m_rn.v*=t.m_rn.v,this.m_rd.v*=t.m_rd.v,this.m_power+=t.m_power,this.m_bNormalized=!1,this.normalizeThis(),this))}mulDoubleThis(t){return this.mulThis(zs.constructDouble(t))}thisMulInt64(t){return(0,i.g)(0),this}thisMulInt32(t){return(0,i.g)(0),this}divThis(t){return this.mulThis(t.clone().invertThis())}divDoubleThis(t){return this.divThis(zs.constructDouble(t))}addDoubleThis(t){return this.addThis(zs.constructDouble(t))}subDoubleThis(t){return this.subThis(zs.constructDouble(t))}mul(t){return this.clone().mulThis(t)}mulBigIntThis(t){return this.mulThis(zs.constructInt64(t))}mulDouble(t){return this.clone().mulThis(zs.constructDouble(t))}div(t){return this.clone().divThis(t)}divDouble(t){return this.clone().divDoubleThis(t)}add(t){return this.clone().addThis(t)}fmSubThis(t,s){return this.subThis(t.clone().mulThis(s))}fmAddThis(t,s){return this.addThis(t.clone().mulThis(s))}addThis(t){if(t.isNAN()&&this.setNAN(),this.isPositiveInf()&&t.isPositiveInf())return this.setPositiveInf(),this;if(this.isPositiveInf()&&t.isNegativeInf())this.setNAN();else{if(this.isNegativeInf()&&t.isNegativeInf())return this.setNegativeInf(),this;this.isNegativeInf()&&t.isPositiveInf()&&this.setNAN()}return this.isNAN()?this:this.opPlusMinus(t,!0)}addDouble(t){return this.clone().addThis(zs.constructDouble(t))}sub(t){return this.clone().subThis(t)}subDouble(t){return this.clone().subThis(zs.constructDouble(t))}isZero(){return 0===this.m_sign}equals(t){return this.clone().subThis(t).isZero()}lt(t){return!this.isNAN()&&!t.isNAN()&&!(this.isPositiveInf()&&t.isPositiveInf()||this.isNegativeInf()&&t.isNegativeInf())&&!this.isPositiveInf()&&(!!t.isPositiveInf()||this.clone().sub(t).LZ())}absLessAbs(t){return this.abs().lt(t.abs())}gt(t){return this.clone().sub(t).GZ()}lte(t){return this.sub(t).LEZ()}gte(t){return this.sub(t).GEZ()}normalizeThis(){if(this.m_bNormalized)return this;if(0n===this.m_rn.v)return this.setZero();let t=0,s=0xffffffffn;for(;0n===(this.m_rn.v&s)&&s<=this.m_rn.v;)s<<=32n,t+=32;s&=this.m_rn.v,s>>=BigInt(t),t+=h(BigInt.asUintN(32,s))-1;let e=0;for(s=0xffffffffn;0n===(this.m_rd.v&s)&&s<=this.m_rd.v;)s<<=32n,e+=32;return s&=this.m_rd.v,s>>=BigInt(e),e+=h(BigInt.asUintN(32,s))-1,this.m_rn.v>>=BigInt(t),this.m_rd.v>>=BigInt(e),this.m_power+=t-e,this.m_rn.v>1n&&this.m_rd.v>1n&&(this.m_rn.v%this.m_rd.v===0n?(this.m_rn.v/=this.m_rd.v,this.m_rd.v=1n):this.m_rd.v%this.m_rn.v===0n&&(this.m_rd.v/=this.m_rn.v,this.m_rn.v=1n)),this.m_bNormalized=!0,this}negateThis(){return this.isNAN()||(this.m_sign*=-1),this}negate(){return this.clone().negateThis()}invertThis(){return this.isNAN()?this:this.isPositiveInf()||this.isNegativeInf()?(this.setZero(),this):0n===this.m_rn.v?(this.setPositiveInf(),this):(this.m_rd=bt(this.m_rn,this.m_rn=this.m_rd),this.m_power=-this.m_power,this)}limitPrecisionThis(t){if(0===t)return this;if(this.isZero())return this.setZero();if(!this.isFinite())return this;this.normalizeThis();let s=Number(Yt(this.m_rn.v));if(s>t){const e=s-t;this.m_rn.v>>=BigInt(s-t),this.m_power+=e}if(s=Number(Yt(this.m_rd.v)),s>t){const e=s-t;this.m_rd.v>>=BigInt(s-t),this.m_power-=e}return this}hiBitIndex(){return Math.max(Number(Yt(this.m_rn.v)),Number(Yt(this.m_rd.v)))}ldexp(t){return this.clone().ldexpThis(t)}ldexpThis(t){return t&&(this.m_bNormalized=!1,this.m_power+=t,this.normalizeThis()),this}static lerp(t,s,e){return zs.lerpLo(s,s,e)}static lerpLo(t,s,e){return s.sub(t).mulThis(e).addThis(t)}static lerpHi(t,s,e){return s.sub(t).mulThis(Cs.sub(e)).addThis(t)}LZ(){return!this.isNAN()&&-1===this.m_sign}GZ(){return!this.isNAN()&&1===this.m_sign}LEZ(){return!this.isNAN()&&this.m_sign<=0}GEZ(){return!this.isNAN()&&this.m_sign>=0}toString(){return this.toDouble().toString()}sqr(){return this.clone().sqrThis()}sqrThis(){return this.mulThis(this.clone())}static sqrt(t,s){if(t.m_sign<0n&&(0,i.r)("MP_value: sqrt(-1)"),t.isZero())return t.clone();let e=52,n=2220446049250313e-31;for(;e<s;)2*e<=s?(n*=n,e*=2):(n*=2220446049250313e-31,e+=52);e+=52;const r=Yt(t.m_rn.v),u=Yt(t.m_rd.v);let h,o=t.m_power+Number(r-u);const a=new zs;Math.abs(o)>200?(1&Math.abs(o)&&(o+=1),h=zs.constructAssign(t,53).ldexpThis(-o).value(),a.setThis(t).ldexpThis(-o),(0,i.g)(Number.isFinite(h))):(a.setThis(t),h=a.value(),(0,i.g)(Number.isFinite(h)),o=0),h=Math.sqrt(h);const m=zs.constructDouble(h),l=zs.constructDouble(n);l.mulThis(m).ldexpThis(1);const c=n*h*2,f=m.clone(),v=new zs;let _;for(let t=0;t<10;++t){f.mulThis(m),v.setThis(a).subThis(f).absThis();let t=v.value();if(_=1,t<.9)for(;t>c;)t*=t,++_;else _=4;if(v.lte(l))break;for(let t=0;t<_;t++)f.setThis(m).divThis(a).invertThis().addThis(m).ldexpThis(-1).limitPrecisionThis(e),m.setThis(f)}return m.ldexpThis(o/2)}static cubicRoot(t,s){if(t.isZero())return t.clone();let e=52,i=2220446049250313e-31;for(;e<s;)2*e<=s?(i*=i,e*=2):(i*=2220446049250313e-31,e+=52);e+=52;const n=Math.pow(Math.abs(t.value()),1/3),r=zs.constructDouble(n),u=r.clone();u.sqrThis().mulDoubleThis(3).mulDoubleThis(i),u.limitPrecisionThis(32),t.LZ()&&r.negateThis();for(let s=0;s<10;++s){const s=r.clone();s.sqrThis().mulThis(r);const i=s.clone();if(i.subThis(t),i.absThis().limitPrecisionThis(32),i.lte(u))break;i.setThis(t),i.ldexpThis(1),i.addThis(s);const n=s.clone();n.ldexpThis(1),n.addThis(t),i.divThis(n),r.mulThis(i),r.limitPrecisionThis(e)}return r}isInTheRangeOfDouble(){return(0,i.g)(0),!1}sign(){return this.m_sign}cosAndSin(t,s){(0,i.g)(0)}pow(t){return mt(this,t)}static nan(){return(0,i.g)(0),new zs}convertToDouble(){if(this.m_bNaN)return Number.NaN;if(this.isZero())return 0;if(0n===this.m_rd.v)return 1===this.m_sign?Number.POSITIVE_INFINITY:Number.NEGATIVE_INFINITY;const t=-1===this.m_sign,s=this.m_rn.v<<(this.m_power>=0?BigInt(this.m_power):0n);let e=this.m_rd.v<<(this.m_power<0?BigInt(-this.m_power):0n);const i=s/e;let n=Number(i);if(BigInt(n)!==i)return t?-n:n;let r=s-i*e;if(r){let t=Yt(e)-1023n;t>0n&&(e>>=t,r<<=52n,r>>=t);let s=Number(r);Number.isFinite(s)||(r>>=52n,s=Number(r),t=0n),t>0n&&(s/=Math.pow(2,52)),n+=s/Number(e)}return t?-n:n}signVal(){return 1===this.m_sign?1n:-1===this.m_sign?-1n:0n}opPlusMinus(t,s){const e=Math.min(this.m_power,t.m_power);let i,n;this.m_power>e?(i=BigInt(this.m_power-e),n=0n):(i=0n,n=BigInt(t.m_power-e));const r=this.signVal()*this.m_rn.v*t.m_rd.v<<i,u=t.signVal()*t.m_rn.v*this.m_rd.v<<n;return this.m_rn.v=s?r+u:r-u,this.m_rd.v*=t.m_rd.v,this.m_power=e,this.m_sign=1,this.m_rn.v<0n&&(this.m_sign=-1,this.m_rn.v=-this.m_rn.v),this.m_bNormalized=!1,this.normalizeThis(),this}}zs.s_sm=0x8000000000000000n,zs.s_em=0x7ff0000000000000n,zs.s_fm=0x000fffffffffffffn,zs.s_emax=0x7ffn;const Cs=zs.constructInt32(1),Zs=zs.constructInt32(0),Bs=zs.constructDouble(.5);function Rs(t,s){let e=jt(t);const i=jt(s);return e===i?(e-=53-function(t,s){return function(t){let s=0;return 0xffffffff00000000n&t&&(s=32,t>>=32n),s+function(t){let s=0;return 4294901760n&t&&(s+=16,t>>=16n),65280n&t&&(s+=8,t>>=8n),240n&t&&(s+=4,t>>=4n),s+u[Number(BigInt.asUintN(4,t))]+1}(t)}(t^s)}(Vt(t),Vt(s)),e):e>i?e:i}function ks(t,s){for(let e=0,i=0,n=t.length;e<n;e+=2,i++)s[i].x=t[e],s[i].y=t[e+1]}function Gs(t){const s=new Float64Array(2*t.length);for(let e=0,i=t.length;e<i;++e){const i=e<<1;s[i]=t[e].x,s[i+1]=t[e].y}return s}function Ss(t){const s=It(Ls,t.length);for(let e=0,i=t.length;e<i;++e)s[e].setCoords(t[e][0],t[e][1]);return s}class Ls{static construct(t,s){return new Ls(t,s)}constructor(t,s){void 0!==t?(this.x=t,this.y=s):this.x=this.y=Number.NaN}clone(){return new Ls(this.x,this.y)}assign(t){this.setCoordsPoint2D(t)}setCoords(t,s){return this.x=t,this.y=s,this}setCoordsPoint2D(t){this.x=t.x,this.y=t.y}isEqualPoint2D(t,s){return void 0!==s?Math.abs(this.x-t.x)<=s&&Math.abs(this.y-t.y)<=s:this.x===t.x&&this.y===t.y}isEqual(t,s,e){return void 0!==e?Math.abs(this.x-t)<=e&&Math.abs(this.y-s)<=e:this.x===t&&this.y===s}equalsPoint2D(t,s){return this.isEqualPoint2D(t,s)}setSub(t,s){this.x=t.x-s.x,this.y=t.y-s.y}addThis(t){return this.x+=t.x,this.y+=t.y,this}setAdd(t,s){return this.x=t.x+s.x,this.y=t.y+s.y,this}absoluteOther(t){}absolute(){return(0,i.g)(0),this}setNegate(){this.x=-this.x,this.y=-this.y}setNegateOther(t){this.x=-t.x,this.y=-t.y}interpolateThis(t,s){}interpolate(t,s,e){(0,i.g)(0)}scaleAddThis(t,s){this.x=this.x*t+s.x,this.y=this.y*t+s.y}setScaleAdd(t,s,e){this.x=s.x*t+e.x,this.y=s.y*t+e.y}scaleOther(t,s){(0,i.g)(0)}scale(t){this.x*=t,this.y*=t}compare(t){return this.y<t.y?-1:this.y>t.y?1:this.x<t.x?-1:this.x>t.x?1:0}compareX(t){return this.x<t.x?-1:this.x>t.x?1:this.y<t.y?-1:this.y>t.y?1:0}normalizeOther(t){(0,i.g)(0)}normalize(){const t=this.length();return t?(this.x/=t,this.y/=t):(this.x=1,this.y=0),this}getUnitVector(){return this.clone().normalize()}length(){return Math.sqrt(this.x*this.x+this.y*this.y)}sqrLength(){return this.x*this.x+this.y*this.y}static averageFast(t,s){return(0,i.g)(0),{}}static average(t,s){const e=new Ls;if(0===s)return e.setNAN(),e;if(1===s)return e.assign(t[0]),e;const i=new n(t[0].x),r=new n(t[0].y);for(let e=1;e<s;e++)i.add(t[e].x),r.add(t[e].y),255&e||(i.normalize(),r.normalize());return e.x=i.getResult()/s,e.y=r.getResult()/s,e}static calculateLength(t,s){const e=new n(0);for(let i=1;i<s;i++)e.add(Ls.distance(t[i],t[i-1]));return e.getResult()}offset(t,s){const e=Ls.distance(t,s),i=Ls.construct(this.x,this.y);if(0===e)return Ls.distance(i,t);const n=s.clone();return n.subThis(t),i.subThis(t),i.crossProduct(n)/e}side(t,s){return t.equals(s)?this.equals(t)?0:1:Ls.orientationRobust(s,t,this)}static sqrDistance(t,s){const e=t.x-s.x,i=t.y-s.y;return e*e+i*i}static sqrDistanceCoords(t,s,e,i){const n=e-t,r=i-s;return n*n+r*r}static distance(t,s){return Math.sqrt(Ls.sqrDistance(t,s))}dotProduct(t){return this.x*t.x+this.y*t.y}dotProductAbs(t){return Math.abs(this.x*t.x)+Math.abs(this.y*t.y)}crossProduct(t){return this.x*t.y-this.y*t.x}crossProductAbs(t){return(0,i.g)(0),0}rotateDirect(t,s){const e=this.x*t-this.y*s,i=this.x*s+this.y*t;this.x=e,this.y=i}rotateReverse(t,s){const e=this.x*t+this.y*s,i=-this.x*s+this.y*t;this.x=e,this.y=i}leftPerpendicularThis(){const t=this.x;this.x=-this.y,this.y=t}leftPerpendicularOther(t){const s=t.x;this.x=-t.y,this.y=s}rightPerpendicularThis(){const t=this.x;this.x=this.y,this.y=-t}rightPerpendicularOther(t){const s=t.x;this.x=t.y,this.y=-s}equals(t){return this.x===t.x&&this.y===t.y}notequals(t){return this.x!==t.x||this.y!==t.y}not(){return!this.x&&!this.y}gt(t){return this.y>t.y||this.y===t.y&&this.x>t.x}gte(t){return!this.lt(t)}lt(t){return this.y<t.y||this.y===t.y&&this.x<t.x}lte(t){return!this.gt(t)}subThis(t){return this.x-=t.x,this.y-=t.y,this}divThis(t){return this.x/=t,this.y/=t,this}add(t){return new Ls(this.x+t.x,this.y+t.y)}sub(t){return new Ls(this.x-t.x,this.y-t.y)}negateThis(){return this.x=-this.x,this.y=-this.y,this}negate(){return new Ls(-this.x,-this.y)}mul(t){return new Ls(this.x*t,this.y*t)}mulThis(t){return this.x*=t,this.y*=t,this}divide(t){return new Ls(this.x/t,this.y/t)}setNAN(){this.x=this.y=Number.NaN}isNAN(){return Number.isNaN(this.x)||Number.isNaN(this.y)}static getNAN(){return new Ls(Number.NaN,Number.NaN)}isFinite(){return Number.isFinite(this.x)&&Number.isFinite(this.y)}isZero(){return 0===this.x&&0===this.y}norm(t){switch(t){case 0:{const t=Math.abs(this.x),s=Math.abs(this.y),e=t-s;return e>=0?t:e<=0?s:Number.NaN}case 1:return Math.abs(this.x)+Math.abs(this.y);case 2:return Math.sqrt(this.x*this.x+this.y*this.y);default:(0,i.a)("norm")}}getQuarter(){return Ls.getQuarterCoords(this.x,this.y)}static getQuarterCoords(t,s){return t>0?s>=0?1:4:s>0?2:0===t?4:3}static compareVectors(t,s){const e=t.getQuarter(),i=s.getQuarter();return i===e?Ls.orientationRobustImpl(Ls.construct(0,0),s,t,!0):e<i?-1:1}static compareVectorsOrigin(t,s,e){const i=s.sub(t),n=e.sub(t),r=i.getQuarter(),u=n.getQuarter();return u===r?Ls.orientationRobustImpl(t,e,s,!0):r<u?-1:1}static orientationRobust(t,s,e){return Ls.orientationRobustImpl(t,s,e,!1)}static orientationRobustEx(t,s,e,i){if(t.equals(s)||e.equals(i))return 0;const n=s.x-t.x,r=s.y-t.y,u=i.x-e.x,h=i.y-e.y;{const t=Ls.getQuarterCoords(n,r)-1,s=Ls.getQuarterCoords(u,h)-1,e=Ls.d[t][s];if(0!==e)return e}const o=n*h,a=r*u,m=4*Ns()*(Math.abs(o)+Math.abs(a)),l=o-a;return Math.abs(l)>=m?l<0?-1:l>0?1:0:Ls.orientationRobustExMp(t,s,e,i)}static orientationRobustExMp(t,s,e,i){const n=zs.constructDouble(s.x),r=zs.constructDouble(i.x);n.subThis(zs.constructDouble(t.x)),r.subThis(zs.constructDouble(e.x));const u=zs.constructDouble(s.y),h=zs.constructDouble(i.y);return u.subThis(zs.constructDouble(t.y)),h.subThis(zs.constructDouble(e.y)),n.mulThis(h),u.mulThis(r),n.subThis(u),n.LZ()?-1:n.GZ()?1:0}static orientationNonRobust(t,s,e){const i=s.sub(t).crossProduct(e.sub(t));return i<0?-1:i>0?1:0}static orientationRobustImpl(t,s,e,i){if(s.isEqualPoint2D(t)||e.isEqualPoint2D(t)||s.isEqualPoint2D(e))return 0;const n=s.x-t.x,r=s.y-t.y,u=e.x-t.x,h=e.y-t.y;if(!i){const t=Ls.getQuarterCoords(n,r)-1,s=Ls.getQuarterCoords(u,h)-1,e=Ls.d[t][s];if(0!==e)return e}const o=(Math.abs(n)+Math.abs(r)+Math.abs(u)+Math.abs(h))*(Math.abs(s.x)+Math.abs(s.y)+Math.abs(e.x)+Math.abs(e.y))*8*_(),a=n*h-r*u;if(Math.abs(a)>o)return a<0?-1:1;if(v(s.x,t.x)&&v(e.y,t.y)&&v(s.y,t.y)&&v(e.x,t.x)&&c(n,h)&&c(r,u)){const t=n*h,s=r*u;if(v(t,s)){const e=t-s;return e<0?-1:e>0?1:0}}return Ls.orientationRobustMp(t,s,e)}static orientationRobustMp(t,s,e){const i=zs.constructDouble(s.x),n=zs.constructDouble(e.x);{const s=zs.constructDouble(t.x);i.subThis(s),n.subThis(s)}const r=zs.constructDouble(e.y),u=zs.constructDouble(s.y);{const s=zs.constructDouble(t.y);r.subThis(s),u.subThis(s)}return i.mulThis(r),u.mulThis(n),i.subThis(u),i.LZ()?-1:i.GZ()?1:0}static inCircleRobust(t,s,e,i){const n=new l,r=new l;n.set(t.x),n.subThis(i.x),r.set(t.y),r.subThis(i.y);const u=new l,h=new l;u.set(s.x),u.subThis(i.x),h.set(s.y),h.subThis(i.y);const o=new l,a=new l;o.set(e.x),o.subThis(i.x),a.set(e.y),a.subThis(i.y);const m=n.mulE(h).subE(r.mulE(u)),c=u.mulE(a).subE(h.mulE(o)),f=n.mulE(a).subE(r.mulE(o)),v=n.mulE(n).addE(r.mulE(r)),_=u.mulE(u).addE(h.mulE(h)),b=o.mulE(o).addE(a.mulE(a)),d=v.mulE(c).subE(_.mulE(f)).addE(b.mulE(m));if(!d.isFuzzyZero()){const t=d.value();return t<0?-1:t>0?1:0}return Ls.inCircleRobustMp(t,s,e,i)}static inCircleRobustMp(t,s,e,i){do{if(!v(t.x,i.x)||!v(t.y,i.y))break;if(!v(s.x,i.x)||!v(s.y,i.y))break;if(!v(e.x,i.x)||!v(e.y,i.y))break;const n=t.x-i.x,r=t.y-i.y,u=s.x-i.x,h=s.y-i.y,o=e.x-i.x,a=e.y-i.y;if(!c(n,h)||!c(r,u))break;if(!c(u,a)||!c(h,o))break;if(!c(n,a)||!c(r,o))break;if(!c(n,n)||!c(r,r))break;if(!c(u,u)||!c(h,h))break;if(!c(o,o)||!c(a,a))break;const m=n*h,l=r*u,_=u*a,b=h*o,d=n*a,p=r*o,x=n*n,N=r*r,y=u*u,g=h*h,T=o*o,E=a*a;if(!v(m,l))break;if(!v(_,b))break;if(!v(d,p))break;if(!f(x,N))break;if(!f(y,g))break;if(!f(T,E))break;const M=m-l,w=_-b,I=d-p,D=x+N,P=y+g,A=T+E;if(!c(D,w))break;if(!c(P,I))break;if(!c(A,M))break;const q=D*w,z=P*I,C=A*M;if(!v(q,z))break;const Z=q-z;if(!f(Z,C))break;const B=Z+C;return B<0?-1:B>0?1:0}while(0);const n=zs.constructDouble(i.x),r=zs.constructDouble(i.y),u=zs.constructDouble(t.x),h=zs.constructDouble(t.y);u.subThis(n),h.subThis(r);const o=zs.constructDouble(s.x),a=zs.constructDouble(s.y);o.subThis(n),a.subThis(r);const m=zs.constructDouble(e.x),l=zs.constructDouble(e.y);m.subThis(n),l.subThis(r);const _=u.mul(a).sub(h.mul(o)),b=o.mul(l).sub(a.mul(m)),d=u.mul(l).sub(h.mul(m)),p=u.mul(u).add(h.mul(h)),x=o.mul(o).add(a.mul(a)),N=m.mul(m).add(l.mul(l)),y=p.mul(b).sub(x.mul(d)).add(N.mul(_));return y.LZ()?-1:y.GZ()?1:0}static inCircleRobustMp3Point(t,s,e){const i=zs.constructDouble(t.x),n=zs.constructDouble(t.y),r=zs.constructDouble(s.x),u=zs.constructDouble(s.y),h=zs.constructDouble(e.x),o=zs.constructDouble(e.y),a=h.mul(h).add(o.mul(o)).sub(h.mul(i).add(o.mul(n)).add(h.mul(r)).add(o.mul(u))).add(i.mul(r).add(n.mul(u)));return a.LZ()?-1:a.GZ()?1:0}static inCircleRobust3Point(t,s,e){const i=new l(t.x),n=new l(t.y),r=new l(s.x),u=new l(s.y),h=new l(e.x),o=new l(e.y),a=h.mulE(h).addE(o.mulE(o)).subE(h.mulE(i).addE(o.mulE(n)).addE(h.mulE(r)).addE(o.mulE(u))).addE(i.mulE(r).addE(n.mulE(u)));if(!a.isFuzzyZero()){const t=a.value();return t<0?-1:t>0?1:0}return Ls.inCircleRobustMp3Point(t,s,e)}static calculateCircleCenterFromThreePoints(t,s,e){if(t.equals(e)||t.equals(s)||e.equals(s))return Ls.getNAN();const i=function(t,s,e){const i=new l(s.x);i.subThis(t.x);const n=new l(s.y);n.subThis(t.y);const r=new l(e.x);r.subThis(t.x);const u=new l(e.y);u.subThis(t.y);const h=i.clone();h.mulThisE(u);let o=n.clone();if(o.mulThisE(r),h.subThisE(o),0===h.value())return Ls.getNAN();h.mulThis(2);const a=i.clone();a.mulThisE(i);const m=n.clone();m.mulThisE(n);const c=a.clone();c.addThisE(m);const f=r.clone();f.mulThisE(r);const v=u.clone();v.mulThisE(u);const _=f.clone();_.addThisE(v);const b=n.clone();b.mulThisE(_),o=u.clone(),o.mulThisE(c),b.subThisE(o),b.divThisE(h);const d=i.clone();d.mulThisE(_),o=r.clone(),o.mulThisE(c),d.subThisE(o),d.divThisE(h);const p=Ls.construct(t.x-b.value(),t.y+d.value()),x=t.sub(p).length(),N=s.sub(p).length(),y=e.sub(p).length(),g=1e-15*(x+Math.abs(t.x)+Math.abs(s.x)+Math.abs(e.x)+Math.abs(t.y)+Math.abs(s.y)+Math.abs(e.y));return Math.abs(x-N)<=g&&Math.abs(x-y)<=g&&b.eps()<g&&d.eps()<g?p:Ls.getNAN()}(t,s,e);return i.isNAN()?function(t,s,e){const i=zs.constructDouble(s.x);i.subDoubleThis(t.x);const n=zs.constructDouble(s.y);n.subDoubleThis(t.y);const r=zs.constructDouble(e.x);r.subDoubleThis(t.x);const u=zs.constructDouble(e.y);u.subDoubleThis(t.y);const h=i.clone();h.mulThis(u);let o=n.clone();if(o.mulThis(r),h.subThis(o),h.isZero())return Ls.getNAN();h.mulDoubleThis(2);const a=i.clone();a.mulThis(i);const m=n.clone();m.mulThis(n);const l=a.clone();l.addThis(m);const c=r.clone();c.mulThis(r);const f=u.clone();f.mulThis(u);const v=c.clone();v.addThis(f);const _=n.clone();_.mulThis(v),o=u.clone(),o.mulThis(l),_.subThis(o),_.divThis(h);const b=i.clone();return b.mulThis(v),o=r.clone(),o.mulThis(l),b.subThis(o),b.divThis(h),Ls.construct(t.x-_.value(),t.y+b.value())}(t,s,e):i}static calculateAngle(t,s){return Math.atan2(t.crossProduct(s),t.dotProduct(s))}static isBisectorRobust(t,s,e){return(0,i.g)(0),!1}static size(){return 2}get 0(){return this.x}get 1(){return this.y}set 0(t){this.x=t}set 1(t){this.y=t}static compareZorder(t,s){const e=Ls.c_compare_zorder_xx[t.x<0?1:0]|Ls.c_compare_zorder_yy[t.y<0?1:0],i=Ls.c_compare_zorder_xx[s.x<0?1:0]|Ls.c_compare_zorder_yy[s.y<0?1:0];if(e===i){let e=0,i=0;for(let n=0;n<2;++n){const r=Rs(t[n],s[n]);r>e&&(e=r,i=n)}return t[i]<s[i]}return e<i}static lerp(t,s,e){const i=new Ls;return R(t,s,e,i),i}static getClosestCoordinate(t,s,e,i=!1){const n=Ls.getNAN();n.setSub(s,t);const r=n.sqrLength();if(0===r)return.5;if(s.isEqualPoint2D(e))return 1;const u=Ls.getNAN();u.setSub(e,t);let h=u.dotProduct(n)/r;return i||(h<0?h=0:h>1&&(h=1)),h}static intersectLinesAtOnePoint(t,s,e,i){if(t.equals(s)||e.equals(i))return Ls.getNAN();const n=s.x-t.x,r=e.x-i.x,u=s.y-t.y,h=e.y-i.y,o=n*h-r*u;if(!o)return Ls.getNAN();const a=o;if(0===a)return Ls.getNAN();let m=(e.x-t.x)*h-(e.y-t.y)*r;m/=a;const l=new Ls;return R(t,s,m,l),l.isFinite()?l:Ls.getNAN()}toString(){return`[${this.x},${this.y}]`}}Ls.dimensions=2,Ls.d=[[0,1,0,-1],[-1,0,1,0],[0,-1,0,1],[1,0,-1,0]],Ls.c_compare_zorder_xx=[2,0],Ls.c_compare_zorder_yy=[1,0]}}]);