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Ue{constructor(t=e.DEFAULT_IMAGE,n=e.DEFAULT_MAPPING,r=1001,i=1001,a=1006,o=1008,s=C,c=u,l=e.DEFAULT_ANISOTROPY,d=``){super(),this.isTexture=!0,Object.defineProperty(this,"id",{value:bt++}),this.uuid=Je(),this.name=``,this.source=new vt(t),this.mipmaps=[],this.mapping=n,this.channel=0,this.wrapS=r,this.wrapT=i,this.magFilter=a,this.minFilter=o,this.anisotropy=l,this.format=s,this.internalFormat=null,this.type=c,this.offset=new L(0,0),this.repeat=new L(1,1),this.center=new L(0,0),this.rotation=0,this.matrixAutoUpdate=!0,this.matrix=new tt,this.generateMipmaps=!0,this.premultiplyAlpha=!1,this.flipY=!0,this.unpackAlignment=4,this.colorSpace=d,this.userData={},this.version=0,this.onUpdate=null,this.isRenderTargetTexture=!1,this.pmremVersion=0}get image(){return this.source.data}set image(e=null){this.source.data=e}updateMatrix(){this.matrix.setUvTransform(this.offset.x,this.offset.y,this.repeat.x,this.repeat.y,this.rotation,this.center.x,this.center.y)}clone(){return new this.constructor().copy(this)}copy(e){return this.name=e.name,this.source=e.source,this.mipmaps=e.mipmaps.slice(0),this.mapping=e.mapping,this.channel=e.channel,this.wrapS=e.wrapS,this.wrapT=e.wrapT,this.magFilter=e.magFilter,this.minFilter=e.minFilter,this.anisotropy=e.anisotropy,this.format=e.format,this.internalFormat=e.internalFormat,this.type=e.type,this.offset.copy(e.offset),this.repeat.copy(e.repeat),this.center.copy(e.center),this.rotation=e.rotation,this.matrixAutoUpdate=e.matrixAutoUpdate,this.matrix.copy(e.matrix),this.generateMipmaps=e.generateMipmaps,this.premultiplyAlpha=e.premultiplyAlpha,this.flipY=e.flipY,this.unpackAlignment=e.unpackAlignment,this.colorSpace=e.colorSpace,this.userData=JSON.parse(JSON.stringify(e.userData)),this.needsUpdate=!0,this}toJSON(e){let t=e===void 0||typeof e==`string`;if(!t&&e.textures[this.uuid]!==void 0)return e.textures[this.uuid];let n={metadata:{version:4.6,type:`Texture`,generator:`Texture.toJSON`},uuid:this.uuid,name:this.name,image:this.source.toJSON(e).uuid,mapping:this.mapping,channel:this.channel,repeat:[this.repeat.x,this.repeat.y],offset:[this.offset.x,this.offset.y],center:[this.center.x,this.center.y],rotation:this.rotation,wrap:[this.wrapS,this.wrapT],format:this.format,internalFormat:this.internalFormat,type:this.type,colorSpace:this.colorSpace,minFilter:this.minFilter,magFilter:this.magFilter,anisotropy:this.anisotropy,flipY:this.flipY,generateMipmaps:this.generateMipmaps,premultiplyAlpha:this.premultiplyAlpha,unpackAlignment:this.unpackAlignment};return Object.keys(this.userData).length>0&&(n.userData=this.userData),t||(e.textures[this.uuid]=n),n}dispose(){this.dispatchEvent({type:`dispose`})}transformUv(e){if(this.mapping!==300)return e;if(e.applyMatrix3(this.matrix),e.x<0||e.x>1)switch(this.wrapS){case t:e.x-=Math.floor(e.x);break;case n:e.x=e.x<0?0:1;break;case r:Math.abs(Math.floor(e.x)%2)===1?e.x=Math.ceil(e.x)-e.x:e.x-=Math.floor(e.x)}if(e.y<0||e.y>1)switch(this.wrapT){case t:e.y-=Math.floor(e.y);break;case n:e.y=e.y<0?0:1;break;case r:Math.abs(Math.floor(e.y)%2)===1?e.y=Math.ceil(e.y)-e.y:e.y-=Math.floor(e.y)}return this.flipY&&(e.y=1-e.y),e}set needsUpdate(e){!0===e&&(this.version++,this.source.needsUpdate=!0)}set needsPMREMUpdate(e){!0===e&&this.pmremVersion++}};xt.DEFAULT_IMAGE=null,xt.DEFAULT_MAPPING=300,xt.DEFAULT_ANISOTROPY=1;var St=class e{constructor(t=0,n=0,r=0,i=1){e.prototype.isVector4=!0,this.x=t,this.y=n,this.z=r,this.w=i}get width(){return this.z}set width(e){this.z=e}get height(){return this.w}set height(e){this.w=e}set(e,t,n,r){return this.x=e,this.y=t,this.z=n,this.w=r,this}setScalar(e){return this.x=e,this.y=e,this.z=e,this.w=e,this}setX(e){return this.x=e,this}setY(e){return this.y=e,this}setZ(e){return this.z=e,this}setW(e){return this.w=e,this}setComponent(e,t){switch(e){case 0:this.x=t;break;case 1:this.y=t;break;case 2:this.z=t;break;case 3:this.w=t;break;default:throw Error(`index is out of range: `+e)}return this}getComponent(e){switch(e){case 0:return this.x;case 1:return this.y;case 2:return this.z;case 3:return this.w;default:throw Error(`index is out of range: `+e)}}clone(){return new this.constructor(this.x,this.y,this.z,this.w)}copy(e){return this.x=e.x,this.y=e.y,this.z=e.z,this.w=e.w===void 0?1:e.w,this}add(e){return this.x+=e.x,this.y+=e.y,this.z+=e.z,this.w+=e.w,this}addScalar(e){return this.x+=e,this.y+=e,this.z+=e,this.w+=e,this}addVectors(e,t){return this.x=e.x+t.x,this.y=e.y+t.y,this.z=e.z+t.z,this.w=e.w+t.w,this}addScaledVector(e,t){return this.x+=e.x*t,this.y+=e.y*t,this.z+=e.z*t,this.w+=e.w*t,this}sub(e){return this.x-=e.x,this.y-=e.y,this.z-=e.z,this.w-=e.w,this}subScalar(e){return this.x-=e,this.y-=e,this.z-=e,this.w-=e,this}subVectors(e,t){return this.x=e.x-t.x,this.y=e.y-t.y,this.z=e.z-t.z,this.w=e.w-t.w,this}multiply(e){return this.x*=e.x,this.y*=e.y,this.z*=e.z,this.w*=e.w,this}multiplyScalar(e){return this.x*=e,this.y*=e,this.z*=e,this.w*=e,this}applyMatrix4(e){let t=this.x,n=this.y,r=this.z,i=this.w,a=e.elements;return this.x=a[0]*t+a[4]*n+a[8]*r+a[12]*i,this.y=a[1]*t+a[5]*n+a[9]*r+a[13]*i,this.z=a[2]*t+a[6]*n+a[10]*r+a[14]*i,this.w=a[3]*t+a[7]*n+a[11]*r+a[15]*i,this}divideScalar(e){return this.multiplyScalar(1/e)}setAxisAngleFromQuaternion(e){this.w=2*Math.acos(e.w);let t=Math.sqrt(1-e.w*e.w);return t<1e-4?(this.x=1,this.y=0,this.z=0):(this.x=e.x/t,this.y=e.y/t,this.z=e.z/t),this}setAxisAngleFromRotationMatrix(e){let t,n,r,i,a=.01,o=.1,s=e.elements,c=s[0],l=s[4],u=s[8],d=s[1],f=s[5],p=s[9],m=s[2],h=s[6],g=s[10];if(Math.abs(l-d)<a&&Math.abs(u-m)<a&&Math.abs(p-h)<a){if(Math.abs(l+d)<o&&Math.abs(u+m)<o&&Math.abs(p+h)<o&&Math.abs(c+f+g-3)<o)return this.set(1,0,0,0),this;t=Math.PI;let e=(c+1)/2,s=(f+1)/2,_=(g+1)/2,v=(l+d)/4,y=(u+m)/4,b=(p+h)/4;return e>s&&e>_?e<a?(n=0,r=.707106781,i=.707106781):(n=Math.sqrt(e),r=v/n,i=y/n):s>_?s<a?(n=.707106781,r=0,i=.707106781):(r=Math.sqrt(s),n=v/r,i=b/r):_<a?(n=.707106781,r=.707106781,i=0):(i=Math.sqrt(_),n=y/i,r=b/i),this.set(n,r,i,t),this}let _=Math.sqrt((h-p)*(h-p)+(u-m)*(u-m)+(d-l)*(d-l));return Math.abs(_)<.001&&(_=1),this.x=(h-p)/_,this.y=(u-m)/_,this.z=(d-l)/_,this.w=Math.acos((c+f+g-1)/2),this}setFromMatrixPosition(e){let t=e.elements;return this.x=t[12],this.y=t[13],this.z=t[14],this.w=t[15],this}min(e){return this.x=Math.min(this.x,e.x),this.y=Math.min(this.y,e.y),this.z=Math.min(this.z,e.z),this.w=Math.min(this.w,e.w),this}max(e){return this.x=Math.max(this.x,e.x),this.y=Math.max(this.y,e.y),this.z=Math.max(this.z,e.z),this.w=Math.max(this.w,e.w),this}clamp(e,t){return this.x=Math.max(e.x,Math.min(t.x,this.x)),this.y=Math.max(e.y,Math.min(t.y,this.y)),this.z=Math.max(e.z,Math.min(t.z,this.z)),this.w=Math.max(e.w,Math.min(t.w,this.w)),this}clampScalar(e,t){return this.x=Math.max(e,Math.min(t,this.x)),this.y=Math.max(e,Math.min(t,this.y)),this.z=Math.max(e,Math.min(t,this.z)),this.w=Math.max(e,Math.min(t,this.w)),this}clampLength(e,t){let n=this.length();return this.divideScalar(n||1).multiplyScalar(Math.max(e,Math.min(t,n)))}floor(){return this.x=Math.floor(this.x),this.y=Math.floor(this.y),this.z=Math.floor(this.z),this.w=Math.floor(this.w),this}ceil(){return this.x=Math.ceil(this.x),this.y=Math.ceil(this.y),this.z=Math.ceil(this.z),this.w=Math.ceil(this.w),this}round(){return this.x=Math.round(this.x),this.y=Math.round(this.y),this.z=Math.round(this.z),this.w=Math.round(this.w),this}roundToZero(){return this.x=Math.trunc(this.x),this.y=Math.trunc(this.y),this.z=Math.trunc(this.z),this.w=Math.trunc(this.w),this}negate(){return this.x=-this.x,this.y=-this.y,this.z=-this.z,this.w=-this.w,this}dot(e){return this.x*e.x+this.y*e.y+this.z*e.z+this.w*e.w}lengthSq(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w}length(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)}manhattanLength(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)+Math.abs(this.w)}normalize(){return this.divideScalar(this.length()||1)}setLength(e){return this.normalize().multiplyScalar(e)}lerp(e,t){return this.x+=(e.x-this.x)*t,this.y+=(e.y-this.y)*t,this.z+=(e.z-this.z)*t,this.w+=(e.w-this.w)*t,this}lerpVectors(e,t,n){return this.x=e.x+(t.x-e.x)*n,this.y=e.y+(t.y-e.y)*n,this.z=e.z+(t.z-e.z)*n,this.w=e.w+(t.w-e.w)*n,this}equals(e){return e.x===this.x&&e.y===this.y&&e.z===this.z&&e.w===this.w}fromArray(e,t=0){return this.x=e[t],this.y=e[t+1],this.z=e[t+2],this.w=e[t+3],this}toArray(e=[],t=0){return e[t]=this.x,e[t+1]=this.y,e[t+2]=this.z,e[t+3]=this.w,e}fromBufferAttribute(e,t){return this.x=e.getX(t),this.y=e.getY(t),this.z=e.getZ(t),this.w=e.getW(t),this}random(){return this.x=Math.random(),this.y=Math.random(),this.z=Math.random(),this.w=Math.random(),this}*[Symbol.iterator](){yield this.x,yield this.y,yield this.z,yield this.w}},Ct=class extends Ue{constructor(e=1,t=1,n={}){super(),this.isRenderTarget=!0,this.width=e,this.height=t,this.depth=1,this.scissor=new St(0,0,e,t),this.scissorTest=!1,this.viewport=new St(0,0,e,t);let r={width:e,height:t,depth:1};n=Object.assign({generateMipmaps:!1,internalFormat:null,minFilter:s,depthBuffer:!0,stencilBuffer:!1,resolveDepthBuffer:!0,resolveStencilBuffer:!0,depthTexture:null,samples:0,count:1},n);let i=new xt(r,n.mapping,n.wrapS,n.wrapT,n.magFilter,n.minFilter,n.format,n.type,n.anisotropy,n.colorSpace);i.flipY=!1,i.generateMipmaps=n.generateMipmaps,i.internalFormat=n.internalFormat,this.textures=[];let a=n.count;for(let e=0;e<a;e++)this.textures[e]=i.clone(),this.textures[e].isRenderTargetTexture=!0;this.depthBuffer=n.depthBuffer,this.stencilBuffer=n.stencilBuffer,this.resolveDepthBuffer=n.resolveDepthBuffer,this.resolveStencilBuffer=n.resolveStencilBuffer,this.depthTexture=n.depthTexture,this.samples=n.samples}get texture(){return this.textures[0]}set texture(e){this.textures[0]=e}setSize(e,t,n=1){if(this.width!==e||this.height!==t||this.depth!==n){this.width=e,this.height=t,this.depth=n;for(let r=0,i=this.textures.length;r<i;r++)this.textures[r].image.width=e,this.textures[r].image.height=t,this.textures[r].image.depth=n;this.dispose()}this.viewport.set(0,0,e,t),this.scissor.set(0,0,e,t)}clone(){return new this.constructor().copy(this)}copy(e){this.width=e.width,this.height=e.height,this.depth=e.depth,this.scissor.copy(e.scissor),this.scissorTest=e.scissorTest,this.viewport.copy(e.viewport),this.textures.length=0;for(let t=0,n=e.textures.length;t<n;t++)this.textures[t]=e.textures[t].clone(),this.textures[t].isRenderTargetTexture=!0;let t=Object.assign({},e.texture.image);return this.texture.source=new vt(t),this.depthBuffer=e.depthBuffer,this.stencilBuffer=e.stencilBuffer,this.resolveDepthBuffer=e.resolveDepthBuffer,this.resolveStencilBuffer=e.resolveStencilBuffer,e.depthTexture!==null&&(this.depthTexture=e.depthTexture.clone()),this.samples=e.samples,this}dispose(){this.dispatchEvent({type:`dispose`})}},wt=class extends Ct{constructor(e=1,t=1,n={}){super(e,t,n),this.isWebGLRenderTarget=!0}},Tt=class extends xt{constructor(e=null,t=1,r=1,a=1){super(null),this.isDataArrayTexture=!0,this.image={data:e,width:t,height:r,depth:a},this.magFilter=i,this.minFilter=i,this.wrapR=n,this.generateMipmaps=!1,this.flipY=!1,this.unpackAlignment=1,this.layerUpdates=new Set}addLayerUpdate(e){this.layerUpdates.add(e)}clearLayerUpdates(){this.layerUpdates.clear()}},Et=class extends xt{constructor(e=null,t=1,r=1,a=1){super(null),this.isData3DTexture=!0,this.image={data:e,width:t,height:r,depth:a},this.magFilter=i,this.minFilter=i,this.wrapR=n,this.generateMipmaps=!1,this.flipY=!1,this.unpackAlignment=1}},Dt=class{constructor(e=0,t=0,n=0,r=1){this.isQuaternion=!0,this._x=e,this._y=t,this._z=n,this._w=r}static slerpFlat(e,t,n,r,i,a,o){let s=n[r+0],c=n[r+1],l=n[r+2],u=n[r+3],d=i[a+0],f=i[a+1],p=i[a+2],m=i[a+3];if(o===0)return e[t+0]=s,e[t+1]=c,e[t+2]=l,void(e[t+3]=u);if(o===1)return e[t+0]=d,e[t+1]=f,e[t+2]=p,void(e[t+3]=m);if(u!==m||s!==d||c!==f||l!==p){let e=1-o,t=s*d+c*f+l*p+u*m,n=t>=0?1:-1,r=1-t*t;if(r>2**-52){let i=Math.sqrt(r),a=Math.atan2(i,t*n);e=Math.sin(e*a)/i,o=Math.sin(o*a)/i}let i=o*n;if(s=s*e+d*i,c=c*e+f*i,l=l*e+p*i,u=u*e+m*i,e===1-o){let e=1/Math.sqrt(s*s+c*c+l*l+u*u);s*=e,c*=e,l*=e,u*=e}}e[t]=s,e[t+1]=c,e[t+2]=l,e[t+3]=u}static multiplyQuaternionsFlat(e,t,n,r,i,a){let o=n[r],s=n[r+1],c=n[r+2],l=n[r+3],u=i[a],d=i[a+1],f=i[a+2],p=i[a+3];return e[t]=o*p+l*u+s*f-c*d,e[t+1]=s*p+l*d+c*u-o*f,e[t+2]=c*p+l*f+o*d-s*u,e[t+3]=l*p-o*u-s*d-c*f,e}get x(){return this._x}set x(e){this._x=e,this._onChangeCallback()}get y(){return this._y}set y(e){this._y=e,this._onChangeCallback()}get z(){return this._z}set z(e){this._z=e,this._onChangeCallback()}get w(){return this._w}set w(e){this._w=e,this._onChangeCallback()}set(e,t,n,r){return this._x=e,this._y=t,this._z=n,this._w=r,this._onChangeCallback(),this}clone(){return new this.constructor(this._x,this._y,this._z,this._w)}copy(e){return this._x=e.x,this._y=e.y,this._z=e.z,this._w=e.w,this._onChangeCallback(),this}setFromEuler(e,t=!0){let n=e._x,r=e._y,i=e._z,a=e._order,o=Math.cos,s=Math.sin,c=o(n/2),l=o(r/2),u=o(i/2),d=s(n/2),f=s(r/2),p=s(i/2);switch(a){case`XYZ`:this._x=d*l*u+c*f*p,this._y=c*f*u-d*l*p,this._z=c*l*p+d*f*u,this._w=c*l*u-d*f*p;break;case`YXZ`:this._x=d*l*u+c*f*p,this._y=c*f*u-d*l*p,this._z=c*l*p-d*f*u,this._w=c*l*u+d*f*p;break;case`ZXY`:this._x=d*l*u-c*f*p,this._y=c*f*u+d*l*p,this._z=c*l*p+d*f*u,this._w=c*l*u-d*f*p;break;case`ZYX`:this._x=d*l*u-c*f*p,this._y=c*f*u+d*l*p,this._z=c*l*p-d*f*u,this._w=c*l*u+d*f*p;break;case`YZX`:this._x=d*l*u+c*f*p,this._y=c*f*u+d*l*p,this._z=c*l*p-d*f*u,this._w=c*l*u-d*f*p;break;case`XZY`:this._x=d*l*u-c*f*p,this._y=c*f*u-d*l*p,this._z=c*l*p+d*f*u,this._w=c*l*u+d*f*p;break;default:console.warn(`THREE.Quaternion: .setFromEuler() encountered an unknown order: `+a)}return!0===t&&this._onChangeCallback(),this}setFromAxisAngle(e,t){let n=t/2,r=Math.sin(n);return this._x=e.x*r,this._y=e.y*r,this._z=e.z*r,this._w=Math.cos(n),this._onChangeCallback(),this}setFromRotationMatrix(e){let t=e.elements,n=t[0],r=t[4],i=t[8],a=t[1],o=t[5],s=t[9],c=t[2],l=t[6],u=t[10],d=n+o+u;if(d>0){let e=.5/Math.sqrt(d+1);this._w=.25/e,this._x=(l-s)*e,this._y=(i-c)*e,this._z=(a-r)*e}else if(n>o&&n>u){let e=2*Math.sqrt(1+n-o-u);this._w=(l-s)/e,this._x=.25*e,this._y=(r+a)/e,this._z=(i+c)/e}else if(o>u){let e=2*Math.sqrt(1+o-n-u);this._w=(i-c)/e,this._x=(r+a)/e,this._y=.25*e,this._z=(s+l)/e}else{let e=2*Math.sqrt(1+u-n-o);this._w=(a-r)/e,this._x=(i+c)/e,this._y=(s+l)/e,this._z=.25*e}return this._onChangeCallback(),this}setFromUnitVectors(e,t){let n=e.dot(t)+1;return n<2**-52?(n=0,Math.abs(e.x)>Math.abs(e.z)?(this._x=-e.y,this._y=e.x,this._z=0,this._w=n):(this._x=0,this._y=-e.z,this._z=e.y,this._w=n)):(this._x=e.y*t.z-e.z*t.y,this._y=e.z*t.x-e.x*t.z,this._z=e.x*t.y-e.y*t.x,this._w=n),this.normalize()}angleTo(e){return 2*Math.acos(Math.abs(Ye(this.dot(e),-1,1)))}rotateTowards(e,t){let n=this.angleTo(e);if(n===0)return this;let r=Math.min(1,t/n);return this.slerp(e,r),this}identity(){return this.set(0,0,0,1)}invert(){return this.conjugate()}conjugate(){return this._x*=-1,this._y*=-1,this._z*=-1,this._onChangeCallback(),this}dot(e){return this._x*e._x+this._y*e._y+this._z*e._z+this._w*e._w}lengthSq(){return this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w}length(){return Math.sqrt(this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w)}normalize(){let e=this.length();return e===0?(this._x=0,this._y=0,this._z=0,this._w=1):(e=1/e,this._x*=e,this._y*=e,this._z*=e,this._w*=e),this._onChangeCallback(),this}multiply(e){return this.multiplyQuaternions(this,e)}premultiply(e){return this.multiplyQuaternions(e,this)}multiplyQuaternions(e,t){let n=e._x,r=e._y,i=e._z,a=e._w,o=t._x,s=t._y,c=t._z,l=t._w;return 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this.set(r*Math.sin(e),r*Math.cos(e),i*Math.sin(t),i*Math.cos(t))}equals(e){return e._x===this._x&&e._y===this._y&&e._z===this._z&&e._w===this._w}fromArray(e,t=0){return this._x=e[t],this._y=e[t+1],this._z=e[t+2],this._w=e[t+3],this._onChangeCallback(),this}toArray(e=[],t=0){return e[t]=this._x,e[t+1]=this._y,e[t+2]=this._z,e[t+3]=this._w,e}fromBufferAttribute(e,t){return this._x=e.getX(t),this._y=e.getY(t),this._z=e.getZ(t),this._w=e.getW(t),this._onChangeCallback(),this}toJSON(){return this.toArray()}_onChange(e){return this._onChangeCallback=e,this}_onChangeCallback(){}*[Symbol.iterator](){yield this._x,yield this._y,yield this._z,yield this._w}},R=class e{constructor(t=0,n=0,r=0){e.prototype.isVector3=!0,this.x=t,this.y=n,this.z=r}set(e,t,n){return n===void 0&&(n=this.z),this.x=e,this.y=t,this.z=n,this}setScalar(e){return this.x=e,this.y=e,this.z=e,this}setX(e){return this.x=e,this}setY(e){return this.y=e,this}setZ(e){return this.z=e,this}setComponent(e,t){switch(e){case 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this.x=e.x*t.x,this.y=e.y*t.y,this.z=e.z*t.z,this}applyEuler(e){return this.applyQuaternion(kt.setFromEuler(e))}applyAxisAngle(e,t){return this.applyQuaternion(kt.setFromAxisAngle(e,t))}applyMatrix3(e){let t=this.x,n=this.y,r=this.z,i=e.elements;return this.x=i[0]*t+i[3]*n+i[6]*r,this.y=i[1]*t+i[4]*n+i[7]*r,this.z=i[2]*t+i[5]*n+i[8]*r,this}applyNormalMatrix(e){return this.applyMatrix3(e).normalize()}applyMatrix4(e){let t=this.x,n=this.y,r=this.z,i=e.elements,a=1/(i[3]*t+i[7]*n+i[11]*r+i[15]);return this.x=(i[0]*t+i[4]*n+i[8]*r+i[12])*a,this.y=(i[1]*t+i[5]*n+i[9]*r+i[13])*a,this.z=(i[2]*t+i[6]*n+i[10]*r+i[14])*a,this}applyQuaternion(e){let t=this.x,n=this.y,r=this.z,i=e.x,a=e.y,o=e.z,s=e.w,c=2*(a*r-o*n),l=2*(o*t-i*r),u=2*(i*n-a*t);return this.x=t+s*c+a*u-o*l,this.y=n+s*l+o*c-i*u,this.z=r+s*u+i*l-a*c,this}project(e){return this.applyMatrix4(e.matrixWorldInverse).applyMatrix4(e.projectionMatrix)}unproject(e){return 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this.x=Math.floor(this.x),this.y=Math.floor(this.y),this.z=Math.floor(this.z),this}ceil(){return this.x=Math.ceil(this.x),this.y=Math.ceil(this.y),this.z=Math.ceil(this.z),this}round(){return this.x=Math.round(this.x),this.y=Math.round(this.y),this.z=Math.round(this.z),this}roundToZero(){return this.x=Math.trunc(this.x),this.y=Math.trunc(this.y),this.z=Math.trunc(this.z),this}negate(){return this.x=-this.x,this.y=-this.y,this.z=-this.z,this}dot(e){return this.x*e.x+this.y*e.y+this.z*e.z}lengthSq(){return this.x*this.x+this.y*this.y+this.z*this.z}length(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z)}manhattanLength(){return Math.abs(this.x)+Math.abs(this.y)+Math.abs(this.z)}normalize(){return this.divideScalar(this.length()||1)}setLength(e){return this.normalize().multiplyScalar(e)}lerp(e,t){return this.x+=(e.x-this.x)*t,this.y+=(e.y-this.y)*t,this.z+=(e.z-this.z)*t,this}lerpVectors(e,t,n){return this.x=e.x+(t.x-e.x)*n,this.y=e.y+(t.y-e.y)*n,this.z=e.z+(t.z-e.z)*n,this}cross(e){return this.crossVectors(this,e)}crossVectors(e,t){let n=e.x,r=e.y,i=e.z,a=t.x,o=t.y,s=t.z;return this.x=r*s-i*o,this.y=i*a-n*s,this.z=n*o-r*a,this}projectOnVector(e){let t=e.lengthSq();if(t===0)return this.set(0,0,0);let n=e.dot(this)/t;return this.copy(e).multiplyScalar(n)}projectOnPlane(e){return Ot.copy(this).projectOnVector(e),this.sub(Ot)}reflect(e){return this.sub(Ot.copy(e).multiplyScalar(2*this.dot(e)))}angleTo(e){let t=Math.sqrt(this.lengthSq()*e.lengthSq());if(t===0)return Math.PI/2;let n=this.dot(e)/t;return Math.acos(Ye(n,-1,1))}distanceTo(e){return Math.sqrt(this.distanceToSquared(e))}distanceToSquared(e){let t=this.x-e.x,n=this.y-e.y,r=this.z-e.z;return t*t+n*n+r*r}manhattanDistanceTo(e){return Math.abs(this.x-e.x)+Math.abs(this.y-e.y)+Math.abs(this.z-e.z)}setFromSpherical(e){return this.setFromSphericalCoords(e.radius,e.phi,e.theta)}setFromSphericalCoords(e,t,n){let r=Math.sin(t)*e;return this.x=r*Math.sin(n),this.y=Math.cos(t)*e,this.z=r*Math.cos(n),this}setFromCylindrical(e){return this.setFromCylindricalCoords(e.radius,e.theta,e.y)}setFromCylindricalCoords(e,t,n){return this.x=e*Math.sin(t),this.y=n,this.z=e*Math.cos(t),this}setFromMatrixPosition(e){let t=e.elements;return this.x=t[12],this.y=t[13],this.z=t[14],this}setFromMatrixScale(e){let t=this.setFromMatrixColumn(e,0).length(),n=this.setFromMatrixColumn(e,1).length(),r=this.setFromMatrixColumn(e,2).length();return this.x=t,this.y=n,this.z=r,this}setFromMatrixColumn(e,t){return this.fromArray(e.elements,4*t)}setFromMatrix3Column(e,t){return this.fromArray(e.elements,3*t)}setFromEuler(e){return this.x=e._x,this.y=e._y,this.z=e._z,this}setFromColor(e){return this.x=e.r,this.y=e.g,this.z=e.b,this}equals(e){return e.x===this.x&&e.y===this.y&&e.z===this.z}fromArray(e,t=0){return this.x=e[t],this.y=e[t+1],this.z=e[t+2],this}toArray(e=[],t=0){return e[t]=this.x,e[t+1]=this.y,e[t+2]=this.z,e}fromBufferAttribute(e,t){return this.x=e.getX(t),this.y=e.getY(t),this.z=e.getZ(t),this}random(){return this.x=Math.random(),this.y=Math.random(),this.z=Math.random(),this}randomDirection(){let e=Math.random()*Math.PI*2,t=2*Math.random()-1,n=Math.sqrt(1-t*t);return this.x=n*Math.cos(e),this.y=t,this.z=n*Math.sin(e),this}*[Symbol.iterator](){yield this.x,yield this.y,yield this.z}},Ot=new R,kt=new Dt,At=class{constructor(e=new R(1/0,1/0,1/0),t=new R(-1/0,-1/0,-1/0)){this.isBox3=!0,this.min=e,this.max=t}set(e,t){return this.min.copy(e),this.max.copy(t),this}setFromArray(e){this.makeEmpty();for(let t=0,n=e.length;t<n;t+=3)this.expandByPoint(Mt.fromArray(e,t));return this}setFromBufferAttribute(e){this.makeEmpty();for(let t=0,n=e.count;t<n;t++)this.expandByPoint(Mt.fromBufferAttribute(e,t));return this}setFromPoints(e){this.makeEmpty();for(let t=0,n=e.length;t<n;t++)this.expandByPoint(e[t]);return this}setFromCenterAndSize(e,t){let n=Mt.copy(t).multiplyScalar(.5);return this.min.copy(e).sub(n),this.max.copy(e).add(n),this}setFromObject(e,t=!1){return this.makeEmpty(),this.expandByObject(e,t)}clone(){return new this.constructor().copy(this)}copy(e){return this.min.copy(e.min),this.max.copy(e.max),this}makeEmpty(){return this.min.x=this.min.y=this.min.z=1/0,this.max.x=this.max.y=this.max.z=-1/0,this}isEmpty(){return this.max.x<this.min.x||this.max.y<this.min.y||this.max.z<this.min.z}getCenter(e){return this.isEmpty()?e.set(0,0,0):e.addVectors(this.min,this.max).multiplyScalar(.5)}getSize(e){return this.isEmpty()?e.set(0,0,0):e.subVectors(this.max,this.min)}expandByPoint(e){return this.min.min(e),this.max.max(e),this}expandByVector(e){return this.min.sub(e),this.max.add(e),this}expandByScalar(e){return this.min.addScalar(-e),this.max.addScalar(e),this}expandByObject(e,t=!1){e.updateWorldMatrix(!1,!1);let n=e.geometry;if(n!==void 0){let r=n.getAttribute(`position`);if(!0===t&&r!==void 0&&!0!==e.isInstancedMesh)for(let t=0,n=r.count;t<n;t++)!0===e.isMesh?e.getVertexPosition(t,Mt):Mt.fromBufferAttribute(r,t),Mt.applyMatrix4(e.matrixWorld),this.expandByPoint(Mt);else e.boundingBox===void 0?(n.boundingBox===null&&n.computeBoundingBox(),Nt.copy(n.boundingBox)):(e.boundingBox===null&&e.computeBoundingBox(),Nt.copy(e.boundingBox)),Nt.applyMatrix4(e.matrixWorld),this.union(Nt)}let r=e.children;for(let e=0,n=r.length;e<n;e++)this.expandByObject(r[e],t);return this}containsPoint(e){return e.x>=this.min.x&&e.x<=this.max.x&&e.y>=this.min.y&&e.y<=this.max.y&&e.z>=this.min.z&&e.z<=this.max.z}containsBox(e){return this.min.x<=e.min.x&&e.max.x<=this.max.x&&this.min.y<=e.min.y&&e.max.y<=this.max.y&&this.min.z<=e.min.z&&e.max.z<=this.max.z}getParameter(e,t){return t.set((e.x-this.min.x)/(this.max.x-this.min.x),(e.y-this.min.y)/(this.max.y-this.min.y),(e.z-this.min.z)/(this.max.z-this.min.z))}intersectsBox(e){return e.max.x>=this.min.x&&e.min.x<=this.max.x&&e.max.y>=this.min.y&&e.min.y<=this.max.y&&e.max.z>=this.min.z&&e.min.z<=this.max.z}intersectsSphere(e){return this.clampPoint(e.center,Mt),Mt.distanceToSquared(e.center)<=e.radius*e.radius}intersectsPlane(e){let t,n;return e.normal.x>0?(t=e.normal.x*this.min.x,n=e.normal.x*this.max.x):(t=e.normal.x*this.max.x,n=e.normal.x*this.min.x),e.normal.y>0?(t+=e.normal.y*this.min.y,n+=e.normal.y*this.max.y):(t+=e.normal.y*this.max.y,n+=e.normal.y*this.min.y),e.normal.z>0?(t+=e.normal.z*this.min.z,n+=e.normal.z*this.max.z):(t+=e.normal.z*this.max.z,n+=e.normal.z*this.min.z),t<=-e.constant&&n>=-e.constant}intersectsTriangle(e){if(this.isEmpty())return!1;this.getCenter(Bt),Vt.subVectors(this.max,Bt),Pt.subVectors(e.a,Bt),Ft.subVectors(e.b,Bt),It.subVectors(e.c,Bt),Lt.subVectors(Ft,Pt),Rt.subVectors(It,Ft),zt.subVectors(Pt,It);let t=[0,-Lt.z,Lt.y,0,-Rt.z,Rt.y,0,-zt.z,zt.y,Lt.z,0,-Lt.x,Rt.z,0,-Rt.x,zt.z,0,-zt.x,-Lt.y,Lt.x,0,-Rt.y,Rt.x,0,-zt.y,zt.x,0];return!!Wt(t,Pt,Ft,It,Vt)&&(t=[1,0,0,0,1,0,0,0,1],!!Wt(t,Pt,Ft,It,Vt)&&(Ht.crossVectors(Lt,Rt),t=[Ht.x,Ht.y,Ht.z],Wt(t,Pt,Ft,It,Vt)))}clampPoint(e,t){return t.copy(e).clamp(this.min,this.max)}distanceToPoint(e){return this.clampPoint(e,Mt).distanceTo(e)}getBoundingSphere(e){return this.isEmpty()?e.makeEmpty():(this.getCenter(e.center),e.radius=.5*this.getSize(Mt).length()),e}intersect(e){return this.min.max(e.min),this.max.min(e.max),this.isEmpty()&&this.makeEmpty(),this}union(e){return this.min.min(e.min),this.max.max(e.max),this}applyMatrix4(e){return this.isEmpty()||(jt[0].set(this.min.x,this.min.y,this.min.z).applyMatrix4(e),jt[1].set(this.min.x,this.min.y,this.max.z).applyMatrix4(e),jt[2].set(this.min.x,this.max.y,this.min.z).applyMatrix4(e),jt[3].set(this.min.x,this.max.y,this.max.z).applyMatrix4(e),jt[4].set(this.max.x,this.min.y,this.min.z).applyMatrix4(e),jt[5].set(this.max.x,this.min.y,this.max.z).applyMatrix4(e),jt[6].set(this.max.x,this.max.y,this.min.z).applyMatrix4(e),jt[7].set(this.max.x,this.max.y,this.max.z).applyMatrix4(e),this.setFromPoints(jt)),this}translate(e){return this.min.add(e),this.max.add(e),this}equals(e){return e.min.equals(this.min)&&e.max.equals(this.max)}},jt=[new R,new R,new R,new R,new R,new R,new R,new R],Mt=new R,Nt=new At,Pt=new R,Ft=new R,It=new R,Lt=new R,Rt=new R,zt=new R,Bt=new R,Vt=new R,Ht=new R,Ut=new R;function Wt(e,t,n,r,i){for(let a=0,o=e.length-3;a<=o;a+=3){Ut.fromArray(e,a);let o=i.x*Math.abs(Ut.x)+i.y*Math.abs(Ut.y)+i.z*Math.abs(Ut.z),s=t.dot(Ut),c=n.dot(Ut),l=r.dot(Ut);if(Math.max(-Math.max(s,c,l),Math.min(s,c,l))>o)return!1}return!0}var Gt=new At,Kt=new R,qt=new R,Jt=class{constructor(e=new R,t=-1){this.isSphere=!0,this.center=e,this.radius=t}set(e,t){return this.center.copy(e),this.radius=t,this}setFromPoints(e,t){let n=this.center;t===void 0?Gt.setFromPoints(e).getCenter(n):n.copy(t);let r=0;for(let t=0,i=e.length;t<i;t++)r=Math.max(r,n.distanceToSquared(e[t]));return this.radius=Math.sqrt(r),this}copy(e){return this.center.copy(e.center),this.radius=e.radius,this}isEmpty(){return this.radius<0}makeEmpty(){return this.center.set(0,0,0),this.radius=-1,this}containsPoint(e){return e.distanceToSquared(this.center)<=this.radius*this.radius}distanceToPoint(e){return e.distanceTo(this.center)-this.radius}intersectsSphere(e){let t=this.radius+e.radius;return e.center.distanceToSquared(this.center)<=t*t}intersectsBox(e){return e.intersectsSphere(this)}intersectsPlane(e){return Math.abs(e.distanceToPoint(this.center))<=this.radius}clampPoint(e,t){let n=this.center.distanceToSquared(e);return t.copy(e),n>this.radius*this.radius&&(t.sub(this.center).normalize(),t.multiplyScalar(this.radius).add(this.center)),t}getBoundingBox(e){return this.isEmpty()?(e.makeEmpty(),e):(e.set(this.center,this.center),e.expandByScalar(this.radius),e)}applyMatrix4(e){return this.center.applyMatrix4(e),this.radius*=e.getMaxScaleOnAxis(),this}translate(e){return this.center.add(e),this}expandByPoint(e){if(this.isEmpty())return this.center.copy(e),this.radius=0,this;Kt.subVectors(e,this.center);let t=Kt.lengthSq();if(t>this.radius*this.radius){let e=Math.sqrt(t),n=.5*(e-this.radius);this.center.addScaledVector(Kt,n/e),this.radius+=n}return this}union(e){return e.isEmpty()?this:this.isEmpty()?(this.copy(e),this):(!0===this.center.equals(e.center)?this.radius=Math.max(this.radius,e.radius):(qt.subVectors(e.center,this.center).setLength(e.radius),this.expandByPoint(Kt.copy(e.center).add(qt)),this.expandByPoint(Kt.copy(e.center).sub(qt))),this)}equals(e){return e.center.equals(this.center)&&e.radius===this.radius}clone(){return new this.constructor().copy(this)}},Yt=new R,Xt=new R,Zt=new R,Qt=new R,$t=new R,en=new R,tn=new R,nn=class{constructor(e=new R,t=new R(0,0,-1)){this.origin=e,this.direction=t}set(e,t){return this.origin.copy(e),this.direction.copy(t),this}copy(e){return this.origin.copy(e.origin),this.direction.copy(e.direction),this}at(e,t){return t.copy(this.origin).addScaledVector(this.direction,e)}lookAt(e){return this.direction.copy(e).sub(this.origin).normalize(),this}recast(e){return this.origin.copy(this.at(e,Yt)),this}closestPointToPoint(e,t){t.subVectors(e,this.origin);let n=t.dot(this.direction);return n<0?t.copy(this.origin):t.copy(this.origin).addScaledVector(this.direction,n)}distanceToPoint(e){return Math.sqrt(this.distanceSqToPoint(e))}distanceSqToPoint(e){let t=Yt.subVectors(e,this.origin).dot(this.direction);return t<0?this.origin.distanceToSquared(e):(Yt.copy(this.origin).addScaledVector(this.direction,t),Yt.distanceToSquared(e))}distanceSqToSegment(e,t,n,r){Xt.copy(e).add(t).multiplyScalar(.5),Zt.copy(t).sub(e).normalize(),Qt.copy(this.origin).sub(Xt);let i=.5*e.distanceTo(t),a=-this.direction.dot(Zt),o=Qt.dot(this.direction),s=-Qt.dot(Zt),c=Qt.lengthSq(),l=Math.abs(1-a*a),u,d,f,p;if(l>0){if(u=a*s-o,d=a*o-s,p=i*l,u>=0){if(d>=-p){if(d<=p){let e=1/l;u*=e,d*=e,f=u*(u+a*d+2*o)+d*(a*u+d+2*s)+c}else d=i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c}else d=-i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c}else d<=-p?(u=Math.max(0,-(-a*i+o)),d=u>0?-i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c):d<=p?(u=0,d=Math.min(Math.max(-i,-s),i),f=d*(d+2*s)+c):(u=Math.max(0,-(a*i+o)),d=u>0?i:Math.min(Math.max(-i,-s),i),f=-u*u+d*(d+2*s)+c)}else d=a>0?-i:i,u=Math.max(0,-(a*d+o)),f=-u*u+d*(d+2*s)+c;return n&&n.copy(this.origin).addScaledVector(this.direction,u),r&&r.copy(Xt).addScaledVector(Zt,d),f}intersectSphere(e,t){Yt.subVectors(e.center,this.origin);let n=Yt.dot(this.direction),r=Yt.dot(Yt)-n*n,i=e.radius*e.radius;if(r>i)return null;let a=Math.sqrt(i-r),o=n-a,s=n+a;return s<0?null:o<0?this.at(s,t):this.at(o,t)}intersectsSphere(e){return this.distanceSqToPoint(e.center)<=e.radius*e.radius}distanceToPlane(e){let t=e.normal.dot(this.direction);if(t===0)return e.distanceToPoint(this.origin)===0?0:null;let n=-(this.origin.dot(e.normal)+e.constant)/t;return n>=0?n:null}intersectPlane(e,t){let n=this.distanceToPlane(e);return n===null?null:this.at(n,t)}intersectsPlane(e){let t=e.distanceToPoint(this.origin);return t===0||e.normal.dot(this.direction)*t<0}intersectBox(e,t){let n,r,i,a,o,s,c=1/this.direction.x,l=1/this.direction.y,u=1/this.direction.z,d=this.origin;return c>=0?(n=(e.min.x-d.x)*c,r=(e.max.x-d.x)*c):(n=(e.max.x-d.x)*c,r=(e.min.x-d.x)*c),l>=0?(i=(e.min.y-d.y)*l,a=(e.max.y-d.y)*l):(i=(e.max.y-d.y)*l,a=(e.min.y-d.y)*l),n>a||i>r?null:((i>n||isNaN(n))&&(n=i),(a<r||isNaN(r))&&(r=a),u>=0?(o=(e.min.z-d.z)*u,s=(e.max.z-d.z)*u):(o=(e.max.z-d.z)*u,s=(e.min.z-d.z)*u),n>s||o>r?null:((o>n||n!=n)&&(n=o),(s<r||r!=r)&&(r=s),r<0?null:this.at(n>=0?n:r,t)))}intersectsBox(e){return this.intersectBox(e,Yt)!==null}intersectTriangle(e,t,n,r,i){$t.subVectors(t,e),en.subVectors(n,e),tn.crossVectors($t,en);let a,o=this.direction.dot(tn);if(o>0){if(r)return null;a=1}else{if(!(o<0))return null;a=-1,o=-o}Qt.subVectors(this.origin,e);let s=a*this.direction.dot(en.crossVectors(Qt,en));if(s<0)return null;let c=a*this.direction.dot($t.cross(Qt));if(c<0||s+c>o)return null;let l=-a*Qt.dot(tn);return l<0?null:this.at(l/o,i)}applyMatrix4(e){return this.origin.applyMatrix4(e),this.direction.transformDirection(e),this}equals(e){return e.origin.equals(this.origin)&&e.direction.equals(this.direction)}clone(){return new this.constructor().copy(this)}},rn=class e{constructor(t,n,r,i,a,o,s,c,l,u,d,f,p,m,h,g){e.prototype.isMatrix4=!0,this.elements=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],t!==void 0&&this.set(t,n,r,i,a,o,s,c,l,u,d,f,p,m,h,g)}set(e,t,n,r,i,a,o,s,c,l,u,d,f,p,m,h){let g=this.elements;return g[0]=e,g[4]=t,g[8]=n,g[12]=r,g[1]=i,g[5]=a,g[9]=o,g[13]=s,g[2]=c,g[6]=l,g[10]=u,g[14]=d,g[3]=f,g[7]=p,g[11]=m,g[15]=h,this}identity(){return this.set(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1),this}clone(){return new e().fromArray(this.elements)}copy(e){let t=this.elements,n=e.elements;return t[0]=n[0],t[1]=n[1],t[2]=n[2],t[3]=n[3],t[4]=n[4],t[5]=n[5],t[6]=n[6],t[7]=n[7],t[8]=n[8],t[9]=n[9],t[10]=n[10],t[11]=n[11],t[12]=n[12],t[13]=n[13],t[14]=n[14],t[15]=n[15],this}copyPosition(e){let t=this.elements,n=e.elements;return t[12]=n[12],t[13]=n[13],t[14]=n[14],this}setFromMatrix3(e){let t=e.elements;return this.set(t[0],t[3],t[6],0,t[1],t[4],t[7],0,t[2],t[5],t[8],0,0,0,0,1),this}extractBasis(e,t,n){return e.setFromMatrixColumn(this,0),t.setFromMatrixColumn(this,1),n.setFromMatrixColumn(this,2),this}makeBasis(e,t,n){return this.set(e.x,t.x,n.x,0,e.y,t.y,n.y,0,e.z,t.z,n.z,0,0,0,0,1),this}extractRotation(e){let t=this.elements,n=e.elements,r=1/an.setFromMatrixColumn(e,0).length(),i=1/an.setFromMatrixColumn(e,1).length(),a=1/an.setFromMatrixColumn(e,2).length();return t[0]=n[0]*r,t[1]=n[1]*r,t[2]=n[2]*r,t[3]=0,t[4]=n[4]*i,t[5]=n[5]*i,t[6]=n[6]*i,t[7]=0,t[8]=n[8]*a,t[9]=n[9]*a,t[10]=n[10]*a,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,this}makeRotationFromEuler(e){let t=this.elements,n=e.x,r=e.y,i=e.z,a=Math.cos(n),o=Math.sin(n),s=Math.cos(r),c=Math.sin(r),l=Math.cos(i),u=Math.sin(i);if(e.order===`XYZ`){let e=a*l,n=a*u,r=o*l,i=o*u;t[0]=s*l,t[4]=-s*u,t[8]=c,t[1]=n+r*c,t[5]=e-i*c,t[9]=-o*s,t[2]=i-e*c,t[6]=r+n*c,t[10]=a*s}else if(e.order===`YXZ`){let e=s*l,n=s*u,r=c*l,i=c*u;t[0]=e+i*o,t[4]=r*o-n,t[8]=a*c,t[1]=a*u,t[5]=a*l,t[9]=-o,t[2]=n*o-r,t[6]=i+e*o,t[10]=a*s}else if(e.order===`ZXY`){let e=s*l,n=s*u,r=c*l,i=c*u;t[0]=e-i*o,t[4]=-a*u,t[8]=r+n*o,t[1]=n+r*o,t[5]=a*l,t[9]=i-e*o,t[2]=-a*c,t[6]=o,t[10]=a*s}else if(e.order===`ZYX`){let e=a*l,n=a*u,r=o*l,i=o*u;t[0]=s*l,t[4]=r*c-n,t[8]=e*c+i,t[1]=s*u,t[5]=i*c+e,t[9]=n*c-r,t[2]=-c,t[6]=o*s,t[10]=a*s}else if(e.order===`YZX`){let e=a*s,n=a*c,r=o*s,i=o*c;t[0]=s*l,t[4]=i-e*u,t[8]=r*u+n,t[1]=u,t[5]=a*l,t[9]=-o*l,t[2]=-c*l,t[6]=n*u+r,t[10]=e-i*u}else if(e.order===`XZY`){let e=a*s,n=a*c,r=o*s,i=o*c;t[0]=s*l,t[4]=-u,t[8]=c*l,t[1]=e*u+i,t[5]=a*l,t[9]=n*u-r,t[2]=r*u-n,t[6]=o*l,t[10]=i*u+e}return t[3]=0,t[7]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,this}makeRotationFromQuaternion(e){return this.compose(sn,e,cn)}lookAt(e,t,n){let r=this.elements;return dn.subVectors(e,t),dn.lengthSq()===0&&(dn.z=1),dn.normalize(),ln.crossVectors(n,dn),ln.lengthSq()===0&&(Math.abs(n.z)===1?dn.x+=1e-4:dn.z+=1e-4,dn.normalize(),ln.crossVectors(n,dn)),ln.normalize(),un.crossVectors(dn,ln),r[0]=ln.x,r[4]=un.x,r[8]=dn.x,r[1]=ln.y,r[5]=un.y,r[9]=dn.y,r[2]=ln.z,r[6]=un.z,r[10]=dn.z,this}multiply(e){return this.multiplyMatrices(this,e)}premultiply(e){return this.multiplyMatrices(e,this)}multiplyMatrices(e,t){let n=e.elements,r=t.elements,i=this.elements,a=n[0],o=n[4],s=n[8],c=n[12],l=n[1],u=n[5],d=n[9],f=n[13],p=n[2],m=n[6],h=n[10],g=n[14],_=n[3],v=n[7],y=n[11],b=n[15],x=r[0],S=r[4],C=r[8],w=r[12],T=r[1],E=r[5],D=r[9],O=r[13],k=r[2],A=r[6],j=r[10],ee=r[14],M=r[3],te=r[7],N=r[11],ne=r[15];return i[0]=a*x+o*T+s*k+c*M,i[4]=a*S+o*E+s*A+c*te,i[8]=a*C+o*D+s*j+c*N,i[12]=a*w+o*O+s*ee+c*ne,i[1]=l*x+u*T+d*k+f*M,i[5]=l*S+u*E+d*A+f*te,i[9]=l*C+u*D+d*j+f*N,i[13]=l*w+u*O+d*ee+f*ne,i[2]=p*x+m*T+h*k+g*M,i[6]=p*S+m*E+h*A+g*te,i[10]=p*C+m*D+h*j+g*N,i[14]=p*w+m*O+h*ee+g*ne,i[3]=_*x+v*T+y*k+b*M,i[7]=_*S+v*E+y*A+b*te,i[11]=_*C+v*D+y*j+b*N,i[15]=_*w+v*O+y*ee+b*ne,this}multiplyScalar(e){let t=this.elements;return t[0]*=e,t[4]*=e,t[8]*=e,t[12]*=e,t[1]*=e,t[5]*=e,t[9]*=e,t[13]*=e,t[2]*=e,t[6]*=e,t[10]*=e,t[14]*=e,t[3]*=e,t[7]*=e,t[11]*=e,t[15]*=e,this}determinant(){let e=this.elements,t=e[0],n=e[4],r=e[8],i=e[12],a=e[1],o=e[5],s=e[9],c=e[13],l=e[2],u=e[6],d=e[10],f=e[14];return e[3]*(+i*s*u-r*c*u-i*o*d+n*c*d+r*o*f-n*s*f)+e[7]*(+t*s*f-t*c*d+i*a*d-r*a*f+r*c*l-i*s*l)+e[11]*(+t*c*u-t*o*f-i*a*u+n*a*f+i*o*l-n*c*l)+e[15]*(-r*o*l-t*s*u+t*o*d+r*a*u-n*a*d+n*s*l)}transpose(){let e=this.elements,t;return t=e[1],e[1]=e[4],e[4]=t,t=e[2],e[2]=e[8],e[8]=t,t=e[6],e[6]=e[9],e[9]=t,t=e[3],e[3]=e[12],e[12]=t,t=e[7],e[7]=e[13],e[13]=t,t=e[11],e[11]=e[14],e[14]=t,this}setPosition(e,t,n){let r=this.elements;return e.isVector3?(r[12]=e.x,r[13]=e.y,r[14]=e.z):(r[12]=e,r[13]=t,r[14]=n),this}invert(){let e=this.elements,t=e[0],n=e[1],r=e[2],i=e[3],a=e[4],o=e[5],s=e[6],c=e[7],l=e[8],u=e[9],d=e[10],f=e[11],p=e[12],m=e[13],h=e[14],g=e[15],_=u*h*c-m*d*c+m*s*f-o*h*f-u*s*g+o*d*g,v=p*d*c-l*h*c-p*s*f+a*h*f+l*s*g-a*d*g,y=l*m*c-p*u*c+p*o*f-a*m*f-l*o*g+a*u*g,b=p*u*s-l*m*s-p*o*d+a*m*d+l*o*h-a*u*h,x=t*_+n*v+r*y+i*b;if(x===0)return this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0);let S=1/x;return e[0]=_*S,e[1]=(m*d*i-u*h*i-m*r*f+n*h*f+u*r*g-n*d*g)*S,e[2]=(o*h*i-m*s*i+m*r*c-n*h*c-o*r*g+n*s*g)*S,e[3]=(u*s*i-o*d*i-u*r*c+n*d*c+o*r*f-n*s*f)*S,e[4]=v*S,e[5]=(l*h*i-p*d*i+p*r*f-t*h*f-l*r*g+t*d*g)*S,e[6]=(p*s*i-a*h*i-p*r*c+t*h*c+a*r*g-t*s*g)*S,e[7]=(a*d*i-l*s*i+l*r*c-t*d*c-a*r*f+t*s*f)*S,e[8]=y*S,e[9]=(p*u*i-l*m*i-p*n*f+t*m*f+l*n*g-t*u*g)*S,e[10]=(a*m*i-p*o*i+p*n*c-t*m*c-a*n*g+t*o*g)*S,e[11]=(l*o*i-a*u*i-l*n*c+t*u*c+a*n*f-t*o*f)*S,e[12]=b*S,e[13]=(l*m*r-p*u*r+p*n*d-t*m*d-l*n*h+t*u*h)*S,e[14]=(p*o*r-a*m*r-p*n*s+t*m*s+a*n*h-t*o*h)*S,e[15]=(a*u*r-l*o*r+l*n*s-t*u*s-a*n*d+t*o*d)*S,this}scale(e){let t=this.elements,n=e.x,r=e.y,i=e.z;return t[0]*=n,t[4]*=r,t[8]*=i,t[1]*=n,t[5]*=r,t[9]*=i,t[2]*=n,t[6]*=r,t[10]*=i,t[3]*=n,t[7]*=r,t[11]*=i,this}getMaxScaleOnAxis(){let e=this.elements,t=e[0]*e[0]+e[1]*e[1]+e[2]*e[2],n=e[4]*e[4]+e[5]*e[5]+e[6]*e[6],r=e[8]*e[8]+e[9]*e[9]+e[10]*e[10];return Math.sqrt(Math.max(t,n,r))}makeTranslation(e,t,n){return 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r=e.elements,i=r[0],a=r[4],o=r[8],s=r[1],c=r[5],l=r[9],u=r[2],d=r[6],f=r[10];switch(t){case`XYZ`:this._y=Math.asin(Ye(o,-1,1)),Math.abs(o)<.9999999?(this._x=Math.atan2(-l,f),this._z=Math.atan2(-a,i)):(this._x=Math.atan2(d,c),this._z=0);break;case`YXZ`:this._x=Math.asin(-Ye(l,-1,1)),Math.abs(l)<.9999999?(this._y=Math.atan2(o,f),this._z=Math.atan2(s,c)):(this._y=Math.atan2(-u,i),this._z=0);break;case`ZXY`:this._x=Math.asin(Ye(d,-1,1)),Math.abs(d)<.9999999?(this._y=Math.atan2(-u,f),this._z=Math.atan2(-a,c)):(this._y=0,this._z=Math.atan2(s,i));break;case`ZYX`:this._y=Math.asin(-Ye(u,-1,1)),Math.abs(u)<.9999999?(this._x=Math.atan2(d,f),this._z=Math.atan2(s,i)):(this._x=0,this._z=Math.atan2(-a,c));break;case`YZX`:this._z=Math.asin(Ye(s,-1,1)),Math.abs(s)<.9999999?(this._x=Math.atan2(-l,c),this._y=Math.atan2(-u,i)):(this._x=0,this._y=Math.atan2(o,f));break;case`XZY`:this._z=Math.asin(-Ye(a,-1,1)),Math.abs(a)<.9999999?(this._x=Math.atan2(d,c),this._y=Math.atan2(o,i)):(this._x=Math.atan2(-l,f),this._y=0);break;default:console.warn(`THREE.Euler: 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hn=class{constructor(){this.mask=1}set(e){this.mask=1<<e>>>0}enable(e){this.mask|=1<<e}enableAll(){this.mask=-1}toggle(e){this.mask^=1<<e}disable(e){this.mask&=~(1<<e)}disableAll(){this.mask=0}test(e){return(this.mask&e.mask)!=0}isEnabled(e){return!!(this.mask&1<<e)}},gn=0,_n=new R,vn=new Dt,yn=new rn,bn=new R,xn=new R,Sn=new R,Cn=new Dt,wn=new R(1,0,0),Tn=new R(0,1,0),En=new R(0,0,1),Dn={type:`added`},On={type:`removed`},kn={type:`childadded`,child:null},An={type:`childremoved`,child:null},jn=class e extends Ue{constructor(){super(),this.isObject3D=!0,Object.defineProperty(this,"id",{value:gn++}),this.uuid=Je(),this.name=``,this.type=`Object3D`,this.parent=null,this.children=[],this.up=e.DEFAULT_UP.clone();let t=new R,n=new mn,r=new Dt,i=new R(1,1,1);n._onChange((function(){r.setFromEuler(n,!1)})),r._onChange((function(){n.setFromQuaternion(r,void 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this.constructor().copy(this,e)}copy(e,t=!0){if(this.name=e.name,this.up.copy(e.up),this.position.copy(e.position),this.rotation.order=e.rotation.order,this.quaternion.copy(e.quaternion),this.scale.copy(e.scale),this.matrix.copy(e.matrix),this.matrixWorld.copy(e.matrixWorld),this.matrixAutoUpdate=e.matrixAutoUpdate,this.matrixWorldAutoUpdate=e.matrixWorldAutoUpdate,this.matrixWorldNeedsUpdate=e.matrixWorldNeedsUpdate,this.layers.mask=e.layers.mask,this.visible=e.visible,this.castShadow=e.castShadow,this.receiveShadow=e.receiveShadow,this.frustumCulled=e.frustumCulled,this.renderOrder=e.renderOrder,this.animations=e.animations.slice(),this.userData=JSON.parse(JSON.stringify(e.userData)),!0===t)for(let t=0;t<e.children.length;t++){let n=e.children[t];this.add(n.clone())}return this}};jn.DEFAULT_UP=new R(0,1,0),jn.DEFAULT_MATRIX_AUTO_UPDATE=!0,jn.DEFAULT_MATRIX_WORLD_AUTO_UPDATE=!0;var Mn=new R,Nn=new R,Pn=new R,Fn=new R,In=new R,Ln=new R,Rn=new R,zn=new R,Bn=new R,Vn=new R,Hn=new 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Xn(0,0,0),this.blendAlpha=0,this.depthFunc=3,this.depthTest=!0,this.depthWrite=!0,this.stencilWriteMask=255,this.stencilFunc=519,this.stencilRef=0,this.stencilFuncMask=255,this.stencilFail=Be,this.stencilZFail=Be,this.stencilZPass=Be,this.stencilWrite=!1,this.clippingPlanes=null,this.clipIntersection=!1,this.clipShadows=!1,this.shadowSide=null,this.colorWrite=!0,this.precision=null,this.polygonOffset=!1,this.polygonOffsetFactor=0,this.polygonOffsetUnits=0,this.dithering=!1,this.alphaToCoverage=!1,this.premultipliedAlpha=!1,this.forceSinglePass=!1,this.visible=!0,this.toneMapped=!0,this.userData={},this.version=0,this._alphaTest=0}get alphaTest(){return this._alphaTest}set alphaTest(e){this._alphaTest>0!=e>0&&this.version++,this._alphaTest=e}onBeforeRender(){}onBeforeCompile(){}customProgramCacheKey(){return this.onBeforeCompile.toString()}setValues(e){if(e!==void 0)for(let t in e){let n=e[t];if(n===void 0){console.warn(`THREE.Material: parameter '${t}' has value of 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0&&this.emissiveIntensity!==1&&(n.emissiveIntensity=this.emissiveIntensity),this.specular&&this.specular.isColor&&(n.specular=this.specular.getHex()),this.specularIntensity!==void 0&&(n.specularIntensity=this.specularIntensity),this.specularColor&&this.specularColor.isColor&&(n.specularColor=this.specularColor.getHex()),this.shininess!==void 0&&(n.shininess=this.shininess),this.clearcoat!==void 0&&(n.clearcoat=this.clearcoat),this.clearcoatRoughness!==void 0&&(n.clearcoatRoughness=this.clearcoatRoughness),this.clearcoatMap&&this.clearcoatMap.isTexture&&(n.clearcoatMap=this.clearcoatMap.toJSON(e).uuid),this.clearcoatRoughnessMap&&this.clearcoatRoughnessMap.isTexture&&(n.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(e).uuid),this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(n.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(e).uuid,n.clearcoatNormalScale=this.clearcoatNormalScale.toArray()),this.dispersion!==void 0&&(n.dispersion=this.dispersion),this.iridescence!==void 0&&(n.iridescence=this.iridescence),this.iridescenceIOR!==void 0&&(n.iridescenceIOR=this.iridescenceIOR),this.iridescenceThicknessRange!==void 0&&(n.iridescenceThicknessRange=this.iridescenceThicknessRange),this.iridescenceMap&&this.iridescenceMap.isTexture&&(n.iridescenceMap=this.iridescenceMap.toJSON(e).uuid),this.iridescenceThicknessMap&&this.iridescenceThicknessMap.isTexture&&(n.iridescenceThicknessMap=this.iridescenceThicknessMap.toJSON(e).uuid),this.anisotropy!==void 0&&(n.anisotropy=this.anisotropy),this.anisotropyRotation!==void 0&&(n.anisotropyRotation=this.anisotropyRotation),this.anisotropyMap&&this.anisotropyMap.isTexture&&(n.anisotropyMap=this.anisotropyMap.toJSON(e).uuid),this.map&&this.map.isTexture&&(n.map=this.map.toJSON(e).uuid),this.matcap&&this.matcap.isTexture&&(n.matcap=this.matcap.toJSON(e).uuid),this.alphaMap&&this.alphaMap.isTexture&&(n.alphaMap=this.alphaMap.toJSON(e).uuid),this.lightMap&&this.lightMap.isTexture&&(n.lightMap=this.lightMap.toJSON(e).uuid,n.lightMapIntensity=this.lightMapIntensity),this.aoMap&&this.aoMap.isTexture&&(n.aoMap=this.aoMap.toJSON(e).uuid,n.aoMapIntensity=this.aoMapIntensity),this.bumpMap&&this.bumpMap.isTexture&&(n.bumpMap=this.bumpMap.toJSON(e).uuid,n.bumpScale=this.bumpScale),this.normalMap&&this.normalMap.isTexture&&(n.normalMap=this.normalMap.toJSON(e).uuid,n.normalMapType=this.normalMapType,n.normalScale=this.normalScale.toArray()),this.displacementMap&&this.displacementMap.isTexture&&(n.displacementMap=this.displacementMap.toJSON(e).uuid,n.displacementScale=this.displacementScale,n.displacementBias=this.displacementBias),this.roughnessMap&&this.roughnessMap.isTexture&&(n.roughnessMap=this.roughnessMap.toJSON(e).uuid),this.metalnessMap&&this.metalnessMap.isTexture&&(n.metalnessMap=this.metalnessMap.toJSON(e).uuid),this.emissiveMap&&this.emissiveMap.isTexture&&(n.emissiveMap=this.emissiveMap.toJSON(e).uuid),this.specularMap&&this.specularMap.isTexture&&(n.specularMap=this.specularMap.toJSON(e).uuid),this.specularIntensityMap&&this.specularIntensityMap.isTexture&&(n.specularIntensityMap=this.specularIntensityMap.toJSON(e).uuid),this.specularColorMap&&this.specularColorMap.isTexture&&(n.specularColorMap=this.specularColorMap.toJSON(e).uuid),this.envMap&&this.envMap.isTexture&&(n.envMap=this.envMap.toJSON(e).uuid,this.combine!==void 0&&(n.combine=this.combine)),this.envMapRotation!==void 0&&(n.envMapRotation=this.envMapRotation.toArray()),this.envMapIntensity!==void 0&&(n.envMapIntensity=this.envMapIntensity),this.reflectivity!==void 0&&(n.reflectivity=this.reflectivity),this.refractionRatio!==void 0&&(n.refractionRatio=this.refractionRatio),this.gradientMap&&this.gradientMap.isTexture&&(n.gradientMap=this.gradientMap.toJSON(e).uuid),this.transmission!==void 0&&(n.transmission=this.transmission),this.transmissionMap&&this.transmissionMap.isTexture&&(n.transmissionMap=this.transmissionMap.toJSON(e).uuid),this.thickness!==void 0&&(n.thickness=this.thickness),this.thicknessMap&&this.thicknessMap.isTexture&&(n.thicknessMap=this.thicknessMap.toJSON(e).uuid),this.attenuationDistance!==void 0&&this.attenuationDistance!==1/0&&(n.attenuationDistance=this.attenuationDistance),this.attenuationColor!==void 0&&(n.attenuationColor=this.attenuationColor.getHex()),this.size!==void 0&&(n.size=this.size),this.shadowSide!==null&&(n.shadowSide=this.shadowSide),this.sizeAttenuation!==void 0&&(n.sizeAttenuation=this.sizeAttenuation),this.blending!==1&&(n.blending=this.blending),this.side!==0&&(n.side=this.side),!0===this.vertexColors&&(n.vertexColors=!0),this.opacity<1&&(n.opacity=this.opacity),!0===this.transparent&&(n.transparent=!0),this.blendSrc!==204&&(n.blendSrc=this.blendSrc),this.blendDst!==205&&(n.blendDst=this.blendDst),this.blendEquation!==100&&(n.blendEquation=this.blendEquation),this.blendSrcAlpha!==null&&(n.blendSrcAlpha=this.blendSrcAlpha),this.blendDstAlpha!==null&&(n.blendDstAlpha=this.blendDstAlpha),this.blendEquationAlpha!==null&&(n.blendEquationAlpha=this.blendEquationAlpha),this.blendColor&&this.blendColor.isColor&&(n.blendColor=this.blendColor.getHex()),this.blendAlpha!==0&&(n.blendAlpha=this.blendAlpha),this.depthFunc!==3&&(n.depthFunc=this.depthFunc),!1===this.depthTest&&(n.depthTest=this.depthTest),!1===this.depthWrite&&(n.depthWrite=this.depthWrite),!1===this.colorWrite&&(n.colorWrite=this.colorWrite),this.stencilWriteMask!==255&&(n.stencilWriteMask=this.stencilWriteMask),this.stencilFunc!==519&&(n.stencilFunc=this.stencilFunc),this.stencilRef!==0&&(n.stencilRef=this.stencilRef),this.stencilFuncMask!==255&&(n.stencilFuncMask=this.stencilFuncMask),this.stencilFail!==7680&&(n.stencilFail=this.stencilFail),this.stencilZFail!==7680&&(n.stencilZFail=this.stencilZFail),this.stencilZPass!==7680&&(n.stencilZPass=this.stencilZPass),!0===this.stencilWrite&&(n.stencilWrite=this.stencilWrite),this.rotation!==void 0&&this.rotation!==0&&(n.rotation=this.rotation),!0===this.polygonOffset&&(n.polygonOffset=!0),this.polygonOffsetFactor!==0&&(n.polygonOffsetFactor=this.polygonOffsetFactor),this.polygonOffsetUnits!==0&&(n.polygonOffsetUnits=this.polygonOffsetUnits),this.linewidth!==void 0&&this.linewidth!==1&&(n.linewidth=this.linewidth),this.dashSize!==void 0&&(n.dashSize=this.dashSize),this.gapSize!==void 0&&(n.gapSize=this.gapSize),this.scale!==void 0&&(n.scale=this.scale),!0===this.dithering&&(n.dithering=!0),this.alphaTest>0&&(n.alphaTest=this.alphaTest),!0===this.alphaHash&&(n.alphaHash=!0),!0===this.alphaToCoverage&&(n.alphaToCoverage=!0),!0===this.premultipliedAlpha&&(n.premultipliedAlpha=!0),!0===this.forceSinglePass&&(n.forceSinglePass=!0),!0===this.wireframe&&(n.wireframe=!0),this.wireframeLinewidth>1&&(n.wireframeLinewidth=this.wireframeLinewidth),this.wireframeLinecap!==`round`&&(n.wireframeLinecap=this.wireframeLinecap),this.wireframeLinejoin!==`round`&&(n.wireframeLinejoin=this.wireframeLinejoin),!0===this.flatShading&&(n.flatShading=!0),!1===this.visible&&(n.visible=!1),!1===this.toneMapped&&(n.toneMapped=!1),!1===this.fog&&(n.fog=!1),Object.keys(this.userData).length>0&&(n.userData=this.userData),t){let t=r(e.textures),i=r(e.images);t.length>0&&(n.textures=t),i.length>0&&(n.images=i)}return n}clone(){return new this.constructor().copy(this)}copy(e){this.name=e.name,this.blending=e.blending,this.side=e.side,this.vertexColors=e.vertexColors,this.opacity=e.opacity,this.transparent=e.transparent,this.blendSrc=e.blendSrc,this.blendDst=e.blendDst,this.blendEquation=e.blendEquation,this.blendSrcAlpha=e.blendSrcAlpha,this.blendDstAlpha=e.blendDstAlpha,this.blendEquationAlpha=e.blendEquationAlpha,this.blendColor.copy(e.blendColor),this.blendAlpha=e.blendAlpha,this.depthFunc=e.depthFunc,this.depthTest=e.depthTest,this.depthWrite=e.depthWrite,this.stencilWriteMask=e.stencilWriteMask,this.stencilFunc=e.stencilFunc,this.stencilRef=e.stencilRef,this.stencilFuncMask=e.stencilFuncMask,this.stencilFail=e.stencilFail,this.stencilZFail=e.stencilZFail,this.stencilZPass=e.stencilZPass,this.stencilWrite=e.stencilWrite;let t=e.clippingPlanes,n=null;if(t!==null){let e=t.length;n=Array(e);for(let r=0;r!==e;++r)n[r]=t[r].clone()}return this.clippingPlanes=n,this.clipIntersection=e.clipIntersection,this.clipShadows=e.clipShadows,this.shadowSide=e.shadowSide,this.colorWrite=e.colorWrite,this.precision=e.precision,this.polygonOffset=e.polygonOffset,this.polygonOffsetFactor=e.polygonOffsetFactor,this.polygonOffsetUnits=e.polygonOffsetUnits,this.dithering=e.dithering,this.alphaTest=e.alphaTest,this.alphaHash=e.alphaHash,this.alphaToCoverage=e.alphaToCoverage,this.premultipliedAlpha=e.premultipliedAlpha,this.forceSinglePass=e.forceSinglePass,this.visible=e.visible,this.toneMapped=e.toneMapped,this.userData=JSON.parse(JSON.stringify(e.userData)),this}dispose(){this.dispatchEvent({type:`dispose`})}set needsUpdate(e){!0===e&&this.version++}onBuild(){console.warn(`Material: onBuild() has been removed.`)}},er=class extends $n{constructor(e){super(),this.isMeshBasicMaterial=!0,this.type=`MeshBasicMaterial`,this.color=new Xn(16777215),this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new mn,this.combine=0,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.specularMap=e.specularMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.envMapRotation.copy(e.envMapRotation),this.combine=e.combine,this.reflectivity=e.reflectivity,this.refractionRatio=e.refractionRatio,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.fog=e.fog,this}};tr();function tr(){let e=new ArrayBuffer(4),t=new Float32Array(e),n=new Uint32Array(e),r=new Uint32Array(512),i=new Uint32Array(512);for(let e=0;e<256;++e){let t=e-127;t<-27?(r[e]=0,r[256|e]=32768,i[e]=24,i[256|e]=24):t<-14?(r[e]=1024>>-t-14,r[256|e]=1024>>-t-14|32768,i[e]=-t-1,i[256|e]=-t-1):t<=15?(r[e]=t+15<<10,r[256|e]=t+15<<10|32768,i[e]=13,i[256|e]=13):t<128?(r[e]=31744,r[256|e]=64512,i[e]=24,i[256|e]=24):(r[e]=31744,r[256|e]=64512,i[e]=13,i[256|e]=13)}let a=new Uint32Array(2048),o=new Uint32Array(64),s=new Uint32Array(64);for(let e=1;e<1024;++e){let t=e<<13,n=0;for(;!(8388608&t);)t<<=1,n-=8388608;t&=-8388609,n+=947912704,a[e]=t|n}for(let e=1024;e<2048;++e)a[e]=939524096+(e-1024<<13);for(let e=1;e<31;++e)o[e]=e<<23;o[31]=1199570944,o[32]=2147483648;for(let e=33;e<63;++e)o[e]=2147483648+(e-32<<23);o[63]=3347054592;for(let e=1;e<64;++e)e!==32&&(s[e]=1024);return{floatView:t,uint32View:n,baseTable:r,shiftTable:i,mantissaTable:a,exponentTable:o,offsetTable:s}}var nr=new R,rr=new L,ir=class{constructor(e,t,n=!1){if(Array.isArray(e))throw TypeError(`THREE.BufferAttribute: array should be a Typed Array.`);this.isBufferAttribute=!0,this.name=``,this.array=e,this.itemSize=t,this.count=e===void 0?0:e.length/t,this.normalized=n,this.usage=Ve,this.updateRanges=[],this.gpuType=g,this.version=0}onUploadCallback(){}set needsUpdate(e){!0===e&&this.version++}setUsage(e){return this.usage=e,this}addUpdateRange(e,t){this.updateRanges.push({start:e,count:t})}clearUpdateRanges(){this.updateRanges.length=0}copy(e){return this.name=e.name,this.array=new e.array.constructor(e.array),this.itemSize=e.itemSize,this.count=e.count,this.normalized=e.normalized,this.usage=e.usage,this.gpuType=e.gpuType,this}copyAt(e,t,n){e*=this.itemSize,n*=t.itemSize;for(let r=0,i=this.itemSize;r<i;r++)this.array[e+r]=t.array[n+r];return this}copyArray(e){return this.array.set(e),this}applyMatrix3(e){if(this.itemSize===2)for(let t=0,n=this.count;t<n;t++)rr.fromBufferAttribute(this,t),rr.applyMatrix3(e),this.setXY(t,rr.x,rr.y);else if(this.itemSize===3)for(let t=0,n=this.count;t<n;t++)nr.fromBufferAttribute(this,t),nr.applyMatrix3(e),this.setXYZ(t,nr.x,nr.y,nr.z);return this}applyMatrix4(e){for(let t=0,n=this.count;t<n;t++)nr.fromBufferAttribute(this,t),nr.applyMatrix4(e),this.setXYZ(t,nr.x,nr.y,nr.z);return this}applyNormalMatrix(e){for(let t=0,n=this.count;t<n;t++)nr.fromBufferAttribute(this,t),nr.applyNormalMatrix(e),this.setXYZ(t,nr.x,nr.y,nr.z);return this}transformDirection(e){for(let t=0,n=this.count;t<n;t++)nr.fromBufferAttribute(this,t),nr.transformDirection(e),this.setXYZ(t,nr.x,nr.y,nr.z);return this}set(e,t=0){return this.array.set(e,t),this}getComponent(e,t){let n=this.array[e*this.itemSize+t];return this.normalized&&(n=Qe(n,this.array)),n}setComponent(e,t,n){return this.normalized&&(n=$e(n,this.array)),this.array[e*this.itemSize+t]=n,this}getX(e){let t=this.array[e*this.itemSize];return this.normalized&&(t=Qe(t,this.array)),t}setX(e,t){return this.normalized&&(t=$e(t,this.array)),this.array[e*this.itemSize]=t,this}getY(e){let t=this.array[e*this.itemSize+1];return this.normalized&&(t=Qe(t,this.array)),t}setY(e,t){return this.normalized&&(t=$e(t,this.array)),this.array[e*this.itemSize+1]=t,this}getZ(e){let t=this.array[e*this.itemSize+2];return this.normalized&&(t=Qe(t,this.array)),t}setZ(e,t){return this.normalized&&(t=$e(t,this.array)),this.array[e*this.itemSize+2]=t,this}getW(e){let t=this.array[e*this.itemSize+3];return this.normalized&&(t=Qe(t,this.array)),t}setW(e,t){return this.normalized&&(t=$e(t,this.array)),this.array[e*this.itemSize+3]=t,this}setXY(e,t,n){return e*=this.itemSize,this.normalized&&(t=$e(t,this.array),n=$e(n,this.array)),this.array[e+0]=t,this.array[e+1]=n,this}setXYZ(e,t,n,r){return e*=this.itemSize,this.normalized&&(t=$e(t,this.array),n=$e(n,this.array),r=$e(r,this.array)),this.array[e+0]=t,this.array[e+1]=n,this.array[e+2]=r,this}setXYZW(e,t,n,r,i){return e*=this.itemSize,this.normalized&&(t=$e(t,this.array),n=$e(n,this.array),r=$e(r,this.array),i=$e(i,this.array)),this.array[e+0]=t,this.array[e+1]=n,this.array[e+2]=r,this.array[e+3]=i,this}onUpload(e){return this.onUploadCallback=e,this}clone(){return new this.constructor(this.array,this.itemSize).copy(this)}toJSON(){let e={itemSize:this.itemSize,type:this.array.constructor.name,array:Array.from(this.array),normalized:this.normalized};return this.name!==``&&(e.name=this.name),this.usage!==35044&&(e.usage=this.usage),e}},ar=class extends ir{constructor(e,t,n){super(new Uint16Array(e),t,n)}},or=class extends ir{constructor(e,t,n){super(new Uint32Array(e),t,n)}},z=class extends ir{constructor(e,t,n){super(new Float32Array(e),t,n)}},sr=0,cr=new rn,lr=new jn,ur=new R,dr=new At,fr=new At,pr=new R,mr=class e extends Ue{constructor(){super(),this.isBufferGeometry=!0,Object.defineProperty(this,"id",{value:sr++}),this.uuid=Je(),this.name=``,this.type=`BufferGeometry`,this.index=null,this.attributes={},this.morphAttributes={},this.morphTargetsRelative=!1,this.groups=[],this.boundingBox=null,this.boundingSphere=null,this.drawRange={start:0,count:1/0},this.userData={}}getIndex(){return this.index}setIndex(e){return this.index=Array.isArray(e)?new(rt(e)?or:ar)(e,1):e,this}getAttribute(e){return this.attributes[e]}setAttribute(e,t){return this.attributes[e]=t,this}deleteAttribute(e){return delete this.attributes[e],this}hasAttribute(e){return this.attributes[e]!==void 0}addGroup(e,t,n=0){this.groups.push({start:e,count:t,materialIndex:n})}clearGroups(){this.groups=[]}setDrawRange(e,t){this.drawRange.start=e,this.drawRange.count=t}applyMatrix4(e){let t=this.attributes.position;t!==void 0&&(t.applyMatrix4(e),t.needsUpdate=!0);let n=this.attributes.normal;if(n!==void 0){let t=new tt().getNormalMatrix(e);n.applyNormalMatrix(t),n.needsUpdate=!0}let r=this.attributes.tangent;return r!==void 0&&(r.transformDirection(e),r.needsUpdate=!0),this.boundingBox!==null&&this.computeBoundingBox(),this.boundingSphere!==null&&this.computeBoundingSphere(),this}applyQuaternion(e){return cr.makeRotationFromQuaternion(e),this.applyMatrix4(cr),this}rotateX(e){return cr.makeRotationX(e),this.applyMatrix4(cr),this}rotateY(e){return cr.makeRotationY(e),this.applyMatrix4(cr),this}rotateZ(e){return cr.makeRotationZ(e),this.applyMatrix4(cr),this}translate(e,t,n){return cr.makeTranslation(e,t,n),this.applyMatrix4(cr),this}scale(e,t,n){return cr.makeScale(e,t,n),this.applyMatrix4(cr),this}lookAt(e){return lr.lookAt(e),lr.updateMatrix(),this.applyMatrix4(lr.matrix),this}center(){return this.computeBoundingBox(),this.boundingBox.getCenter(ur).negate(),this.translate(ur.x,ur.y,ur.z),this}setFromPoints(e){let t=[];for(let n=0,r=e.length;n<r;n++){let r=e[n];t.push(r.x,r.y,r.z||0)}return this.setAttribute(`position`,new z(t,3)),this}computeBoundingBox(){this.boundingBox===null&&(this.boundingBox=new At);let e=this.attributes.position,t=this.morphAttributes.position;if(e&&e.isGLBufferAttribute)return console.error(`THREE.BufferGeometry.computeBoundingBox(): GLBufferAttribute requires a manual bounding box.`,this),void this.boundingBox.set(new R(-1/0,-1/0,-1/0),new R(1/0,1/0,1/0));if(e!==void 0){if(this.boundingBox.setFromBufferAttribute(e),t)for(let e=0,n=t.length;e<n;e++){let n=t[e];dr.setFromBufferAttribute(n),this.morphTargetsRelative?(pr.addVectors(this.boundingBox.min,dr.min),this.boundingBox.expandByPoint(pr),pr.addVectors(this.boundingBox.max,dr.max),this.boundingBox.expandByPoint(pr)):(this.boundingBox.expandByPoint(dr.min),this.boundingBox.expandByPoint(dr.max))}}else this.boundingBox.makeEmpty();(isNaN(this.boundingBox.min.x)||isNaN(this.boundingBox.min.y)||isNaN(this.boundingBox.min.z))&&console.error(`THREE.BufferGeometry.computeBoundingBox(): Computed min/max have NaN values. The "position" attribute is likely to have NaN values.`,this)}computeBoundingSphere(){this.boundingSphere===null&&(this.boundingSphere=new Jt);let e=this.attributes.position,t=this.morphAttributes.position;if(e&&e.isGLBufferAttribute)return console.error(`THREE.BufferGeometry.computeBoundingSphere(): GLBufferAttribute requires a manual bounding sphere.`,this),void this.boundingSphere.set(new R,1/0);if(e){let n=this.boundingSphere.center;if(dr.setFromBufferAttribute(e),t)for(let e=0,n=t.length;e<n;e++){let n=t[e];fr.setFromBufferAttribute(n),this.morphTargetsRelative?(pr.addVectors(dr.min,fr.min),dr.expandByPoint(pr),pr.addVectors(dr.max,fr.max),dr.expandByPoint(pr)):(dr.expandByPoint(fr.min),dr.expandByPoint(fr.max))}dr.getCenter(n);let r=0;for(let t=0,i=e.count;t<i;t++)pr.fromBufferAttribute(e,t),r=Math.max(r,n.distanceToSquared(pr));if(t)for(let i=0,a=t.length;i<a;i++){let a=t[i],o=this.morphTargetsRelative;for(let t=0,i=a.count;t<i;t++)pr.fromBufferAttribute(a,t),o&&(ur.fromBufferAttribute(e,t),pr.add(ur)),r=Math.max(r,n.distanceToSquared(pr))}this.boundingSphere.radius=Math.sqrt(r),isNaN(this.boundingSphere.radius)&&console.error(`THREE.BufferGeometry.computeBoundingSphere(): Computed radius is NaN. The "position" attribute is likely to have NaN values.`,this)}}computeTangents(){let e=this.index,t=this.attributes;if(e===null||t.position===void 0||t.normal===void 0||t.uv===void 0)return void console.error(`THREE.BufferGeometry: .computeTangents() failed. Missing required attributes (index, position, normal or uv)`);let n=t.position,r=t.normal,i=t.uv;!1===this.hasAttribute(`tangent`)&&this.setAttribute(`tangent`,new ir(new Float32Array(4*n.count),4));let a=this.getAttribute(`tangent`),o=[],s=[];for(let e=0;e<n.count;e++)o[e]=new R,s[e]=new R;let c=new R,l=new R,u=new R,d=new L,f=new L,p=new L,m=new R,h=new R;function g(e,t,r){c.fromBufferAttribute(n,e),l.fromBufferAttribute(n,t),u.fromBufferAttribute(n,r),d.fromBufferAttribute(i,e),f.fromBufferAttribute(i,t),p.fromBufferAttribute(i,r),l.sub(c),u.sub(c),f.sub(d),p.sub(d);let a=1/(f.x*p.y-p.x*f.y);isFinite(a)&&(m.copy(l).multiplyScalar(p.y).addScaledVector(u,-f.y).multiplyScalar(a),h.copy(u).multiplyScalar(f.x).addScaledVector(l,-p.x).multiplyScalar(a),o[e].add(m),o[t].add(m),o[r].add(m),s[e].add(h),s[t].add(h),s[r].add(h))}let _=this.groups;_.length===0&&(_=[{start:0,count:e.count}]);for(let t=0,n=_.length;t<n;++t){let n=_[t],r=n.start;for(let t=r,i=r+n.count;t<i;t+=3)g(e.getX(t+0),e.getX(t+1),e.getX(t+2))}let v=new R,y=new R,b=new R,x=new R;function S(e){b.fromBufferAttribute(r,e),x.copy(b);let t=o[e];v.copy(t),v.sub(b.multiplyScalar(b.dot(t))).normalize(),y.crossVectors(x,t);let n=y.dot(s[e])<0?-1:1;a.setXYZW(e,v.x,v.y,v.z,n)}for(let t=0,n=_.length;t<n;++t){let n=_[t],r=n.start;for(let t=r,i=r+n.count;t<i;t+=3)S(e.getX(t+0)),S(e.getX(t+1)),S(e.getX(t+2))}}computeVertexNormals(){let e=this.index,t=this.getAttribute(`position`);if(t!==void 0){let n=this.getAttribute(`normal`);if(n===void 0)n=new ir(new Float32Array(3*t.count),3),this.setAttribute(`normal`,n);else for(let e=0,t=n.count;e<t;e++)n.setXYZ(e,0,0,0);let r=new R,i=new R,a=new R,o=new R,s=new R,c=new R,l=new R,u=new R;if(e)for(let d=0,f=e.count;d<f;d+=3){let f=e.getX(d+0),p=e.getX(d+1),m=e.getX(d+2);r.fromBufferAttribute(t,f),i.fromBufferAttribute(t,p),a.fromBufferAttribute(t,m),l.subVectors(a,i),u.subVectors(r,i),l.cross(u),o.fromBufferAttribute(n,f),s.fromBufferAttribute(n,p),c.fromBufferAttribute(n,m),o.add(l),s.add(l),c.add(l),n.setXYZ(f,o.x,o.y,o.z),n.setXYZ(p,s.x,s.y,s.z),n.setXYZ(m,c.x,c.y,c.z)}else for(let e=0,o=t.count;e<o;e+=3)r.fromBufferAttribute(t,e+0),i.fromBufferAttribute(t,e+1),a.fromBufferAttribute(t,e+2),l.subVectors(a,i),u.subVectors(r,i),l.cross(u),n.setXYZ(e+0,l.x,l.y,l.z),n.setXYZ(e+1,l.x,l.y,l.z),n.setXYZ(e+2,l.x,l.y,l.z);this.normalizeNormals(),n.needsUpdate=!0}}normalizeNormals(){let e=this.attributes.normal;for(let t=0,n=e.count;t<n;t++)pr.fromBufferAttribute(e,t),pr.normalize(),e.setXYZ(t,pr.x,pr.y,pr.z)}toNonIndexed(){function t(e,t){let n=e.array,r=e.itemSize,i=e.normalized,a=new n.constructor(t.length*r),o=0,s=0;for(let i=0,c=t.length;i<c;i++){o=e.isInterleavedBufferAttribute?t[i]*e.data.stride+e.offset:t[i]*r;for(let e=0;e<r;e++)a[s++]=n[o++]}return new ir(a,r,i)}if(this.index===null)return console.warn(`THREE.BufferGeometry.toNonIndexed(): BufferGeometry is already non-indexed.`),this;let n=new e,r=this.index.array,i=this.attributes;for(let e in i){let a=t(i[e],r);n.setAttribute(e,a)}let a=this.morphAttributes;for(let e in a){let i=[],o=a[e];for(let e=0,n=o.length;e<n;e++){let n=t(o[e],r);i.push(n)}n.morphAttributes[e]=i}n.morphTargetsRelative=this.morphTargetsRelative;let o=this.groups;for(let e=0,t=o.length;e<t;e++){let t=o[e];n.addGroup(t.start,t.count,t.materialIndex)}return n}toJSON(){let e={metadata:{version:4.6,type:`BufferGeometry`,generator:`BufferGeometry.toJSON`}};if(e.uuid=this.uuid,e.type=this.type,this.name!==``&&(e.name=this.name),Object.keys(this.userData).length>0&&(e.userData=this.userData),this.parameters!==void 0){let t=this.parameters;for(let n in t)t[n]!==void 0&&(e[n]=t[n]);return e}e.data={attributes:{}};let t=this.index;t!==null&&(e.data.index={type:t.array.constructor.name,array:Array.prototype.slice.call(t.array)});let n=this.attributes;for(let t in n){let r=n[t];e.data.attributes[t]=r.toJSON(e.data)}let r={},i=!1;for(let t in this.morphAttributes){let n=this.morphAttributes[t],a=[];for(let t=0,r=n.length;t<r;t++){let r=n[t];a.push(r.toJSON(e.data))}a.length>0&&(r[t]=a,i=!0)}i&&(e.data.morphAttributes=r,e.data.morphTargetsRelative=this.morphTargetsRelative);let a=this.groups;a.length>0&&(e.data.groups=JSON.parse(JSON.stringify(a)));let o=this.boundingSphere;return o!==null&&(e.data.boundingSphere={center:o.center.toArray(),radius:o.radius}),e}clone(){return new this.constructor().copy(this)}copy(e){this.index=null,this.attributes={},this.morphAttributes={},this.groups=[],this.boundingBox=null,this.boundingSphere=null;let t={};this.name=e.name;let n=e.index;n!==null&&this.setIndex(n.clone(t));let r=e.attributes;for(let e in r){let n=r[e];this.setAttribute(e,n.clone(t))}let i=e.morphAttributes;for(let e in i){let n=[],r=i[e];for(let e=0,i=r.length;e<i;e++)n.push(r[e].clone(t));this.morphAttributes[e]=n}this.morphTargetsRelative=e.morphTargetsRelative;let a=e.groups;for(let e=0,t=a.length;e<t;e++){let t=a[e];this.addGroup(t.start,t.count,t.materialIndex)}let o=e.boundingBox;o!==null&&(this.boundingBox=o.clone());let s=e.boundingSphere;return s!==null&&(this.boundingSphere=s.clone()),this.drawRange.start=e.drawRange.start,this.drawRange.count=e.drawRange.count,this.userData=e.userData,this}dispose(){this.dispatchEvent({type:`dispose`})}},hr=new rn,gr=new nn,_r=new Jt,vr=new R,yr=new R,br=new R,xr=new R,Sr=new R,Cr=new R,wr=new R,Tr=new R,B=class extends jn{constructor(e=new mr,t=new er){super(),this.isMesh=!0,this.type=`Mesh`,this.geometry=e,this.material=t,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),e.morphTargetInfluences!==void 0&&(this.morphTargetInfluences=e.morphTargetInfluences.slice()),e.morphTargetDictionary!==void 0&&(this.morphTargetDictionary=Object.assign({},e.morphTargetDictionary)),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}updateMorphTargets(){let e=this.geometry.morphAttributes,t=Object.keys(e);if(t.length>0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;e<t;e++){let t=n[e].name||String(e);this.morphTargetInfluences.push(0),this.morphTargetDictionary[t]=e}}}}getVertexPosition(e,t){let n=this.geometry,r=n.attributes.position,i=n.morphAttributes.position,a=n.morphTargetsRelative;t.fromBufferAttribute(r,e);let o=this.morphTargetInfluences;if(i&&o){Cr.set(0,0,0);for(let n=0,r=i.length;n<r;n++){let r=o[n],s=i[n];r!==0&&(Sr.fromBufferAttribute(s,e),a?Cr.addScaledVector(Sr,r):Cr.addScaledVector(Sr.sub(t),r))}t.add(Cr)}return t}raycast(e,t){let n=this.geometry,r=this.material,i=this.matrixWorld;if(r!==void 0){if(n.boundingSphere===null&&n.computeBoundingSphere(),_r.copy(n.boundingSphere),_r.applyMatrix4(i),gr.copy(e.ray).recast(e.near),!1===_r.containsPoint(gr.origin)&&(gr.intersectSphere(_r,vr)===null||gr.origin.distanceToSquared(vr)>(e.far-e.near)**2))return;hr.copy(i).invert(),gr.copy(e.ray).applyMatrix4(hr),n.boundingBox!==null&&!1===gr.intersectsBox(n.boundingBox)||this._computeIntersections(e,t,gr)}}_computeIntersections(e,t,n){let r,i=this.geometry,a=this.material,o=i.index,s=i.attributes.position,c=i.attributes.uv,l=i.attributes.uv1,u=i.attributes.normal,d=i.groups,f=i.drawRange;if(o!==null){if(Array.isArray(a))for(let i=0,s=d.length;i<s;i++){let s=d[i],p=a[s.materialIndex];for(let i=Math.max(s.start,f.start),a=Math.min(o.count,Math.min(s.start+s.count,f.start+f.count));i<a;i+=3)r=Er(this,p,e,n,c,l,u,o.getX(i),o.getX(i+1),o.getX(i+2)),r&&(r.faceIndex=Math.floor(i/3),r.face.materialIndex=s.materialIndex,t.push(r))}else for(let i=Math.max(0,f.start),s=Math.min(o.count,f.start+f.count);i<s;i+=3)r=Er(this,a,e,n,c,l,u,o.getX(i),o.getX(i+1),o.getX(i+2)),r&&(r.faceIndex=Math.floor(i/3),t.push(r))}else if(s!==void 0){if(Array.isArray(a))for(let i=0,o=d.length;i<o;i++){let o=d[i],p=a[o.materialIndex];for(let i=Math.max(o.start,f.start),a=Math.min(s.count,Math.min(o.start+o.count,f.start+f.count));i<a;i+=3)r=Er(this,p,e,n,c,l,u,i,i+1,i+2),r&&(r.faceIndex=Math.floor(i/3),r.face.materialIndex=o.materialIndex,t.push(r))}else for(let i=Math.max(0,f.start),o=Math.min(s.count,f.start+f.count);i<o;i+=3)r=Er(this,a,e,n,c,l,u,i,i+1,i+2),r&&(r.faceIndex=Math.floor(i/3),t.push(r))}}};function Er(e,t,n,r,i,a,o,s,c,l){e.getVertexPosition(s,yr),e.getVertexPosition(c,br),e.getVertexPosition(l,xr);let u=function(e,t,n,r,i,a,o,s){let c;if(c=t.side===1?r.intersectTriangle(o,a,i,!0,s):r.intersectTriangle(i,a,o,t.side===0,s),c===null)return null;Tr.copy(s),Tr.applyMatrix4(e.matrixWorld);let l=n.ray.origin.distanceTo(Tr);return l<n.near||l>n.far?null:{distance:l,point:Tr.clone(),object:e}}(e,t,n,r,yr,br,xr,wr);if(u){let e=new R;Gn.getBarycoord(wr,yr,br,xr,e),i&&(u.uv=Gn.getInterpolatedAttribute(i,s,c,l,e,new L)),a&&(u.uv1=Gn.getInterpolatedAttribute(a,s,c,l,e,new L)),o&&(u.normal=Gn.getInterpolatedAttribute(o,s,c,l,e,new R),u.normal.dot(r.direction)>0&&u.normal.multiplyScalar(-1));let t={a:s,b:c,c:l,normal:new R,materialIndex:0};Gn.getNormal(yr,br,xr,t.normal),u.face=t,u.barycoord=e}return u}var V=class e extends mr{constructor(e=1,t=1,n=1,r=1,i=1,a=1){super(),this.type=`BoxGeometry`,this.parameters={width:e,height:t,depth:n,widthSegments:r,heightSegments:i,depthSegments:a};let o=this;r=Math.floor(r),i=Math.floor(i),a=Math.floor(a);let s=[],c=[],l=[],u=[],d=0,f=0;function p(e,t,n,r,i,a,p,m,h,g,_){let v=a/h,y=p/g,b=a/2,x=p/2,S=m/2,C=h+1,w=g+1,T=0,E=0,D=new R;for(let a=0;a<w;a++){let o=a*y-x;for(let s=0;s<C;s++)D[e]=(s*v-b)*r,D[t]=o*i,D[n]=S,c.push(D.x,D.y,D.z),D[e]=0,D[t]=0,D[n]=m>0?1:-1,l.push(D.x,D.y,D.z),u.push(s/h),u.push(1-a/g),T+=1}for(let e=0;e<g;e++)for(let t=0;t<h;t++){let n=d+t+C*e,r=d+t+C*(e+1),i=d+(t+1)+C*(e+1),a=d+(t+1)+C*e;s.push(n,r,a),s.push(r,i,a),E+=6}o.addGroup(f,E,_),f+=E,d+=T}p(`z`,`y`,`x`,-1,-1,n,t,e,a,i,0),p(`z`,`y`,`x`,1,-1,n,t,-e,a,i,1),p(`x`,`z`,`y`,1,1,e,n,t,r,a,2),p(`x`,`z`,`y`,1,-1,e,n,-t,r,a,3),p(`x`,`y`,`z`,1,-1,e,t,n,r,i,4),p(`x`,`y`,`z`,-1,-1,e,t,-n,r,i,5),this.setIndex(s),this.setAttribute(`position`,new z(c,3)),this.setAttribute(`normal`,new z(l,3)),this.setAttribute(`uv`,new z(u,2))}copy(e){return super.copy(e),this.parameters=Object.assign({},e.parameters),this}static fromJSON(t){return new e(t.width,t.height,t.depth,t.widthSegments,t.heightSegments,t.depthSegments)}};function Dr(e){let t={};for(let n in e){t[n]={};for(let r in e[n]){let i=e[n][r];i&&(i.isColor||i.isMatrix3||i.isMatrix4||i.isVector2||i.isVector3||i.isVector4||i.isTexture||i.isQuaternion)?i.isRenderTargetTexture?(console.warn(`UniformsUtils: Textures of render targets cannot be cloned via cloneUniforms() or mergeUniforms().`),t[n][r]=null):t[n][r]=i.clone():Array.isArray(i)?t[n][r]=i.slice():t[n][r]=i}}return t}function Or(e){let t={};for(let n=0;n<e.length;n++){let r=Dr(e[n]);for(let e in r)t[e]=r[e]}return t}function kr(e){let t=e.getRenderTarget();return t===null?e.outputColorSpace:!0===t.isXRRenderTarget?t.texture.colorSpace:ft.workingColorSpace}var Ar={clone:Dr,merge:Or},jr=class extends $n{constructor(e){super(),this.isShaderMaterial=!0,this.type=`ShaderMaterial`,this.defines={},this.uniforms={},this.uniformsGroups=[],this.vertexShader=`void main() {
	gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );
}`,this.fragmentShader=`void main() {
	gl_FragColor = vec4( 1.0, 0.0, 0.0, 1.0 );
}`,this.linewidth=1,this.wireframe=!1,this.wireframeLinewidth=1,this.fog=!1,this.lights=!1,this.clipping=!1,this.forceSinglePass=!0,this.extensions={clipCullDistance:!1,multiDraw:!1},this.defaultAttributeValues={color:[1,1,1],uv:[0,0],uv1:[0,0]},this.index0AttributeName=void 0,this.uniformsNeedUpdate=!1,this.glslVersion=null,e!==void 0&&this.setValues(e)}copy(e){return super.copy(e),this.fragmentShader=e.fragmentShader,this.vertexShader=e.vertexShader,this.uniforms=Dr(e.uniforms),this.uniformsGroups=function(e){let t=[];for(let n=0;n<e.length;n++)t.push(e[n].clone());return t}(e.uniformsGroups),this.defines=Object.assign({},e.defines),this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.fog=e.fog,this.lights=e.lights,this.clipping=e.clipping,this.extensions=Object.assign({},e.extensions),this.glslVersion=e.glslVersion,this}toJSON(e){let t=super.toJSON(e);t.glslVersion=this.glslVersion,t.uniforms={};for(let n in this.uniforms){let r=this.uniforms[n].value;r&&r.isTexture?t.uniforms[n]={type:`t`,value:r.toJSON(e).uuid}:r&&r.isColor?t.uniforms[n]={type:`c`,value:r.getHex()}:r&&r.isVector2?t.uniforms[n]={type:`v2`,value:r.toArray()}:r&&r.isVector3?t.uniforms[n]={type:`v3`,value:r.toArray()}:r&&r.isVector4?t.uniforms[n]={type:`v4`,value:r.toArray()}:r&&r.isMatrix3?t.uniforms[n]={type:`m3`,value:r.toArray()}:r&&r.isMatrix4?t.uniforms[n]={type:`m4`,value:r.toArray()}:t.uniforms[n]={value:r}}Object.keys(this.defines).length>0&&(t.defines=this.defines),t.vertexShader=this.vertexShader,t.fragmentShader=this.fragmentShader,t.lights=this.lights,t.clipping=this.clipping;let n={};for(let e in this.extensions)!0===this.extensions[e]&&(n[e]=!0);return Object.keys(n).length>0&&(t.extensions=n),t}},Mr=class extends jn{constructor(){super(),this.isCamera=!0,this.type=`Camera`,this.matrixWorldInverse=new rn,this.projectionMatrix=new rn,this.projectionMatrixInverse=new rn,this.coordinateSystem=He}copy(e,t){return super.copy(e,t),this.matrixWorldInverse.copy(e.matrixWorldInverse),this.projectionMatrix.copy(e.projectionMatrix),this.projectionMatrixInverse.copy(e.projectionMatrixInverse),this.coordinateSystem=e.coordinateSystem,this}getWorldDirection(e){return super.getWorldDirection(e).negate()}updateMatrixWorld(e){super.updateMatrixWorld(e),this.matrixWorldInverse.copy(this.matrixWorld).invert()}updateWorldMatrix(e,t){super.updateWorldMatrix(e,t),this.matrixWorldInverse.copy(this.matrixWorld).invert()}clone(){return new this.constructor().copy(this)}},Nr=new R,Pr=new L,Fr=new L,Ir=class extends Mr{constructor(e=50,t=1,n=.1,r=2e3){super(),this.isPerspectiveCamera=!0,this.type=`PerspectiveCamera`,this.fov=e,this.zoom=1,this.near=n,this.far=r,this.focus=10,this.aspect=t,this.view=null,this.filmGauge=35,this.filmOffset=0,this.updateProjectionMatrix()}copy(e,t){return super.copy(e,t),this.fov=e.fov,this.zoom=e.zoom,this.near=e.near,this.far=e.far,this.focus=e.focus,this.aspect=e.aspect,this.view=e.view===null?null:Object.assign({},e.view),this.filmGauge=e.filmGauge,this.filmOffset=e.filmOffset,this}setFocalLength(e){let t=.5*this.getFilmHeight()/e;this.fov=2*qe*Math.atan(t),this.updateProjectionMatrix()}getFocalLength(){let e=Math.tan(.5*Ke*this.fov);return .5*this.getFilmHeight()/e}getEffectiveFOV(){return 2*qe*Math.atan(Math.tan(.5*Ke*this.fov)/this.zoom)}getFilmWidth(){return this.filmGauge*Math.min(this.aspect,1)}getFilmHeight(){return this.filmGauge/Math.max(this.aspect,1)}getViewBounds(e,t,n){Nr.set(-1,-1,.5).applyMatrix4(this.projectionMatrixInverse),t.set(Nr.x,Nr.y).multiplyScalar(-e/Nr.z),Nr.set(1,1,.5).applyMatrix4(this.projectionMatrixInverse),n.set(Nr.x,Nr.y).multiplyScalar(-e/Nr.z)}getViewSize(e,t){return this.getViewBounds(e,Pr,Fr),t.subVectors(Fr,Pr)}setViewOffset(e,t,n,r,i,a){this.aspect=e/t,this.view===null&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1}),this.view.enabled=!0,this.view.fullWidth=e,this.view.fullHeight=t,this.view.offsetX=n,this.view.offsetY=r,this.view.width=i,this.view.height=a,this.updateProjectionMatrix()}clearViewOffset(){this.view!==null&&(this.view.enabled=!1),this.updateProjectionMatrix()}updateProjectionMatrix(){let e=this.near,t=e*Math.tan(.5*Ke*this.fov)/this.zoom,n=2*t,r=this.aspect*n,i=-.5*r,a=this.view;if(this.view!==null&&this.view.enabled){let e=a.fullWidth,o=a.fullHeight;i+=a.offsetX*r/e,t-=a.offsetY*n/o,r*=a.width/e,n*=a.height/o}let o=this.filmOffset;o!==0&&(i+=e*o/this.getFilmWidth()),this.projectionMatrix.makePerspective(i,i+r,t,t-n,e,this.far,this.coordinateSystem),this.projectionMatrixInverse.copy(this.projectionMatrix).invert()}toJSON(e){let t=super.toJSON(e);return t.object.fov=this.fov,t.object.zoom=this.zoom,t.object.near=this.near,t.object.far=this.far,t.object.focus=this.focus,t.object.aspect=this.aspect,this.view!==null&&(t.object.view=Object.assign({},this.view)),t.object.filmGauge=this.filmGauge,t.object.filmOffset=this.filmOffset,t}},Lr=-90,Rr=class extends jn{constructor(e,t,n){super(),this.type=`CubeCamera`,this.renderTarget=n,this.coordinateSystem=null,this.activeMipmapLevel=0;let r=new Ir(Lr,1,e,t);r.layers=this.layers,this.add(r);let i=new Ir(Lr,1,e,t);i.layers=this.layers,this.add(i);let a=new Ir(Lr,1,e,t);a.layers=this.layers,this.add(a);let o=new Ir(Lr,1,e,t);o.layers=this.layers,this.add(o);let s=new Ir(Lr,1,e,t);s.layers=this.layers,this.add(s);let c=new Ir(Lr,1,e,t);c.layers=this.layers,this.add(c)}updateCoordinateSystem(){let e=this.coordinateSystem,t=this.children.concat(),[n,r,i,a,o,s]=t;for(let e of t)this.remove(e);if(e===2e3)n.up.set(0,1,0),n.lookAt(1,0,0),r.up.set(0,1,0),r.lookAt(-1,0,0),i.up.set(0,0,-1),i.lookAt(0,1,0),a.up.set(0,0,1),a.lookAt(0,-1,0),o.up.set(0,1,0),o.lookAt(0,0,1),s.up.set(0,1,0),s.lookAt(0,0,-1);else{if(e!==2001)throw Error(`THREE.CubeCamera.updateCoordinateSystem(): Invalid coordinate system: `+e);n.up.set(0,-1,0),n.lookAt(-1,0,0),r.up.set(0,-1,0),r.lookAt(1,0,0),i.up.set(0,0,1),i.lookAt(0,1,0),a.up.set(0,0,-1),a.lookAt(0,-1,0),o.up.set(0,-1,0),o.lookAt(0,0,1),s.up.set(0,-1,0),s.lookAt(0,0,-1)}for(let e of t)this.add(e),e.updateMatrixWorld()}update(e,t){this.parent===null&&this.updateMatrixWorld();let{renderTarget:n,activeMipmapLevel:r}=this;this.coordinateSystem!==e.coordinateSystem&&(this.coordinateSystem=e.coordinateSystem,this.updateCoordinateSystem());let[i,a,o,s,c,l]=this.children,u=e.getRenderTarget(),d=e.getActiveCubeFace(),f=e.getActiveMipmapLevel(),p=e.xr.enabled;e.xr.enabled=!1;let m=n.texture.generateMipmaps;n.texture.generateMipmaps=!1,e.setRenderTarget(n,0,r),e.render(t,i),e.setRenderTarget(n,1,r),e.render(t,a),e.setRenderTarget(n,2,r),e.render(t,o),e.setRenderTarget(n,3,r),e.render(t,s),e.setRenderTarget(n,4,r),e.render(t,c),n.texture.generateMipmaps=m,e.setRenderTarget(n,5,r),e.render(t,l),e.setRenderTarget(u,d,f),e.xr.enabled=p,n.texture.needsPMREMUpdate=!0}},zr=class extends xt{constructor(e,t,n,r,i,a,o,s,c,l){super(e=e===void 0?[]:e,t=t===void 0?301:t,n,r,i,a,o,s,c,l),this.isCubeTexture=!0,this.flipY=!1}get images(){return this.image}set images(e){this.image=e}},Br=class extends wt{constructor(e=1,t={}){super(e,e,t),this.isWebGLCubeRenderTarget=!0;let n={width:e,height:e,depth:1},r=[n,n,n,n,n,n];this.texture=new zr(r,t.mapping,t.wrapS,t.wrapT,t.magFilter,t.minFilter,t.format,t.type,t.anisotropy,t.colorSpace),this.texture.isRenderTargetTexture=!0,this.texture.generateMipmaps=t.generateMipmaps!==void 0&&t.generateMipmaps,this.texture.minFilter=t.minFilter===void 0?s:t.minFilter}fromEquirectangularTexture(e,t){this.texture.type=t.type,this.texture.colorSpace=t.colorSpace,this.texture.generateMipmaps=t.generateMipmaps,this.texture.minFilter=t.minFilter,this.texture.magFilter=t.magFilter;let n={uniforms:{tEquirect:{value:null}},vertexShader:`

				varying vec3 vWorldDirection;

				vec3 transformDirection( in vec3 dir, in mat4 matrix ) {

					return normalize( ( matrix * vec4( dir, 0.0 ) ).xyz );

				}

				void main() {

					vWorldDirection = transformDirection( position, modelMatrix );

					#include <begin_vertex>
					#include <project_vertex>

				}
			`,fragmentShader:`

				uniform sampler2D tEquirect;

				varying vec3 vWorldDirection;

				#include <common>

				void main() {

					vec3 direction = normalize( vWorldDirection );

					vec2 sampleUV = equirectUv( direction );

					gl_FragColor = texture2D( tEquirect, sampleUV );

				}
			`},r=new V(5,5,5),i=new jr({name:`CubemapFromEquirect`,uniforms:Dr(n.uniforms),vertexShader:n.vertexShader,fragmentShader:n.fragmentShader,side:1,blending:0});i.uniforms.tEquirect.value=t;let a=new B(r,i),o=t.minFilter;return t.minFilter===1008&&(t.minFilter=1006),new Rr(1,10,this).update(e,a),t.minFilter=o,a.geometry.dispose(),a.material.dispose(),this}clear(e,t,n,r){let i=e.getRenderTarget();for(let i=0;i<6;i++)e.setRenderTarget(this,i),e.clear(t,n,r);e.setRenderTarget(i)}},Vr=new R,Hr=new R,Ur=new tt,Wr=class{constructor(e=new R(1,0,0),t=0){this.isPlane=!0,this.normal=e,this.constant=t}set(e,t){return this.normal.copy(e),this.constant=t,this}setComponents(e,t,n,r){return this.normal.set(e,t,n),this.constant=r,this}setFromNormalAndCoplanarPoint(e,t){return this.normal.copy(e),this.constant=-t.dot(this.normal),this}setFromCoplanarPoints(e,t,n){let r=Vr.subVectors(n,t).cross(Hr.subVectors(e,t)).normalize();return this.setFromNormalAndCoplanarPoint(r,e),this}copy(e){return this.normal.copy(e.normal),this.constant=e.constant,this}normalize(){let e=1/this.normal.length();return this.normal.multiplyScalar(e),this.constant*=e,this}negate(){return this.constant*=-1,this.normal.negate(),this}distanceToPoint(e){return this.normal.dot(e)+this.constant}distanceToSphere(e){return this.distanceToPoint(e.center)-e.radius}projectPoint(e,t){return t.copy(e).addScaledVector(this.normal,-this.distanceToPoint(e))}intersectLine(e,t){let n=e.delta(Vr),r=this.normal.dot(n);if(r===0)return this.distanceToPoint(e.start)===0?t.copy(e.start):null;let i=-(e.start.dot(this.normal)+this.constant)/r;return i<0||i>1?null:t.copy(e.start).addScaledVector(n,i)}intersectsLine(e){let t=this.distanceToPoint(e.start),n=this.distanceToPoint(e.end);return t<0&&n>0||n<0&&t>0}intersectsBox(e){return e.intersectsPlane(this)}intersectsSphere(e){return e.intersectsPlane(this)}coplanarPoint(e){return e.copy(this.normal).multiplyScalar(-this.constant)}applyMatrix4(e,t){let n=t||Ur.getNormalMatrix(e),r=this.coplanarPoint(Vr).applyMatrix4(e),i=this.normal.applyMatrix3(n).normalize();return this.constant=-r.dot(i),this}translate(e){return this.constant-=e.dot(this.normal),this}equals(e){return e.normal.equals(this.normal)&&e.constant===this.constant}clone(){return new this.constructor().copy(this)}},Gr=new Jt,Kr=new R,qr=class{constructor(e=new Wr,t=new Wr,n=new Wr,r=new Wr,i=new Wr,a=new Wr){this.planes=[e,t,n,r,i,a]}set(e,t,n,r,i,a){let o=this.planes;return o[0].copy(e),o[1].copy(t),o[2].copy(n),o[3].copy(r),o[4].copy(i),o[5].copy(a),this}copy(e){let t=this.planes;for(let n=0;n<6;n++)t[n].copy(e.planes[n]);return this}setFromProjectionMatrix(e,t=2e3){let n=this.planes,r=e.elements,i=r[0],a=r[1],o=r[2],s=r[3],c=r[4],l=r[5],u=r[6],d=r[7],f=r[8],p=r[9],m=r[10],h=r[11],g=r[12],_=r[13],v=r[14],y=r[15];if(n[0].setComponents(s-i,d-c,h-f,y-g).normalize(),n[1].setComponents(s+i,d+c,h+f,y+g).normalize(),n[2].setComponents(s+a,d+l,h+p,y+_).normalize(),n[3].setComponents(s-a,d-l,h-p,y-_).normalize(),n[4].setComponents(s-o,d-u,h-m,y-v).normalize(),t===2e3)n[5].setComponents(s+o,d+u,h+m,y+v).normalize();else{if(t!==2001)throw Error(`THREE.Frustum.setFromProjectionMatrix(): Invalid coordinate system: `+t);n[5].setComponents(o,u,m,v).normalize()}return this}intersectsObject(e){if(e.boundingSphere!==void 0)e.boundingSphere===null&&e.computeBoundingSphere(),Gr.copy(e.boundingSphere).applyMatrix4(e.matrixWorld);else{let t=e.geometry;t.boundingSphere===null&&t.computeBoundingSphere(),Gr.copy(t.boundingSphere).applyMatrix4(e.matrixWorld)}return this.intersectsSphere(Gr)}intersectsSprite(e){return Gr.center.set(0,0,0),Gr.radius=.7071067811865476,Gr.applyMatrix4(e.matrixWorld),this.intersectsSphere(Gr)}intersectsSphere(e){let t=this.planes,n=e.center,r=-e.radius;for(let e=0;e<6;e++)if(t[e].distanceToPoint(n)<r)return!1;return!0}intersectsBox(e){let t=this.planes;for(let n=0;n<6;n++){let r=t[n];if(Kr.x=r.normal.x>0?e.max.x:e.min.x,Kr.y=r.normal.y>0?e.max.y:e.min.y,Kr.z=r.normal.z>0?e.max.z:e.min.z,r.distanceToPoint(Kr)<0)return!1}return!0}containsPoint(e){let t=this.planes;for(let n=0;n<6;n++)if(t[n].distanceToPoint(e)<0)return!1;return!0}clone(){return new this.constructor().copy(this)}};function Jr(){let e=null,t=!1,n=null,r=null;function i(t,a){n(t,a),r=e.requestAnimationFrame(i)}return{start:function(){!0!==t&&n!==null&&(r=e.requestAnimationFrame(i),t=!0)},stop:function(){e.cancelAnimationFrame(r),t=!1},setAnimationLoop:function(e){n=e},setContext:function(t){e=t}}}function Yr(e){let t=new WeakMap;return{get:function(e){return e.isInterleavedBufferAttribute&&(e=e.data),t.get(e)},remove:function(n){n.isInterleavedBufferAttribute&&(n=n.data);let r=t.get(n);r&&(e.deleteBuffer(r.buffer),t.delete(n))},update:function(n,r){if(n.isInterleavedBufferAttribute&&(n=n.data),n.isGLBufferAttribute){let e=t.get(n);(!e||e.version<n.version)&&t.set(n,{buffer:n.buffer,type:n.type,bytesPerElement:n.elementSize,version:n.version});return}let i=t.get(n);if(i===void 0)t.set(n,function(t,n){let r=t.array,i=t.usage,a=r.byteLength,o=e.createBuffer(),s;if(e.bindBuffer(n,o),e.bufferData(n,r,i),t.onUploadCallback(),r instanceof Float32Array)s=e.FLOAT;else if(r instanceof Uint16Array)s=t.isFloat16BufferAttribute?e.HALF_FLOAT:e.UNSIGNED_SHORT;else if(r instanceof Int16Array)s=e.SHORT;else if(r instanceof Uint32Array)s=e.UNSIGNED_INT;else if(r instanceof Int32Array)s=e.INT;else if(r instanceof Int8Array)s=e.BYTE;else if(r instanceof Uint8Array)s=e.UNSIGNED_BYTE;else{if(!(r instanceof Uint8ClampedArray))throw Error(`THREE.WebGLAttributes: Unsupported buffer data format: `+r);s=e.UNSIGNED_BYTE}return{buffer:o,type:s,bytesPerElement:r.BYTES_PER_ELEMENT,version:t.version,size:a}}(n,r));else if(i.version<n.version){if(i.size!==n.array.byteLength)throw Error(`THREE.WebGLAttributes: The size of the buffer attribute's array buffer does not match the original size. Resizing buffer attributes is not supported.`);(function(t,n,r){let i=n.array,a=n.updateRanges;if(e.bindBuffer(r,t),a.length===0)e.bufferSubData(r,0,i);else{a.sort(((e,t)=>e.start-t.start));let t=0;for(let e=1;e<a.length;e++){let n=a[t],r=a[e];r.start<=n.start+n.count+1?n.count=Math.max(n.count,r.start+r.count-n.start):(++t,a[t]=r)}a.length=t+1;for(let t=0,n=a.length;t<n;t++){let n=a[t];e.bufferSubData(r,n.start*i.BYTES_PER_ELEMENT,i,n.start,n.count)}n.clearUpdateRanges()}n.onUploadCallback()})(i.buffer,n,r),i.version=n.version}}}}var Xr=class e extends mr{constructor(e=1,t=1,n=1,r=1){super(),this.type=`PlaneGeometry`,this.parameters={width:e,height:t,widthSegments:n,heightSegments:r};let i=e/2,a=t/2,o=Math.floor(n),s=Math.floor(r),c=o+1,l=s+1,u=e/o,d=t/s,f=[],p=[],m=[],h=[];for(let e=0;e<l;e++){let t=e*d-a;for(let n=0;n<c;n++){let r=n*u-i;p.push(r,-t,0),m.push(0,0,1),h.push(n/o),h.push(1-e/s)}}for(let e=0;e<s;e++)for(let t=0;t<o;t++){let n=t+c*e,r=t+c*(e+1),i=t+1+c*(e+1),a=t+1+c*e;f.push(n,r,a),f.push(r,i,a)}this.setIndex(f),this.setAttribute(`position`,new z(p,3)),this.setAttribute(`normal`,new z(m,3)),this.setAttribute(`uv`,new z(h,2))}copy(e){return super.copy(e),this.parameters=Object.assign({},e.parameters),this}static fromJSON(t){return new e(t.width,t.height,t.widthSegments,t.heightSegments)}},Zr={alphahash_fragment:`#ifdef USE_ALPHAHASH
	if ( diffuseColor.a < getAlphaHashThreshold( vPosition ) ) discard;
#endif`,alphahash_pars_fragment:`#ifdef USE_ALPHAHASH
	const float ALPHA_HASH_SCALE = 0.05;
	float hash2D( vec2 value ) {
		return fract( 1.0e4 * sin( 17.0 * value.x + 0.1 * value.y ) * ( 0.1 + abs( sin( 13.0 * value.y + value.x ) ) ) );
	}
	float hash3D( vec3 value ) {
		return hash2D( vec2( hash2D( value.xy ), value.z ) );
	}
	float getAlphaHashThreshold( vec3 position ) {
		float maxDeriv = max(
			length( dFdx( position.xyz ) ),
			length( dFdy( position.xyz ) )
		);
		float pixScale = 1.0 / ( ALPHA_HASH_SCALE * maxDeriv );
		vec2 pixScales = vec2(
			exp2( floor( log2( pixScale ) ) ),
			exp2( ceil( log2( pixScale ) ) )
		);
		vec2 alpha = vec2(
			hash3D( floor( pixScales.x * position.xyz ) ),
			hash3D( floor( pixScales.y * position.xyz ) )
		);
		float lerpFactor = fract( log2( pixScale ) );
		float x = ( 1.0 - lerpFactor ) * alpha.x + lerpFactor * alpha.y;
		float a = min( lerpFactor, 1.0 - lerpFactor );
		vec3 cases = vec3(
			x * x / ( 2.0 * a * ( 1.0 - a ) ),
			( x - 0.5 * a ) / ( 1.0 - a ),
			1.0 - ( ( 1.0 - x ) * ( 1.0 - x ) / ( 2.0 * a * ( 1.0 - a ) ) )
		);
		float threshold = ( x < ( 1.0 - a ) )
			? ( ( x < a ) ? cases.x : cases.y )
			: cases.z;
		return clamp( threshold , 1.0e-6, 1.0 );
	}
#endif`,alphamap_fragment:`#ifdef USE_ALPHAMAP
	diffuseColor.a *= texture2D( alphaMap, vAlphaMapUv ).g;
#endif`,alphamap_pars_fragment:`#ifdef USE_ALPHAMAP
	uniform sampler2D alphaMap;
#endif`,alphatest_fragment:`#ifdef USE_ALPHATEST
	#ifdef ALPHA_TO_COVERAGE
	diffuseColor.a = smoothstep( alphaTest, alphaTest + fwidth( diffuseColor.a ), diffuseColor.a );
	if ( diffuseColor.a == 0.0 ) discard;
	#else
	if ( diffuseColor.a < alphaTest ) discard;
	#endif
#endif`,alphatest_pars_fragment:`#ifdef USE_ALPHATEST
	uniform float alphaTest;
#endif`,aomap_fragment:`#ifdef USE_AOMAP
	float ambientOcclusion = ( texture2D( aoMap, vAoMapUv ).r - 1.0 ) * aoMapIntensity + 1.0;
	reflectedLight.indirectDiffuse *= ambientOcclusion;
	#if defined( USE_CLEARCOAT ) 
		clearcoatSpecularIndirect *= ambientOcclusion;
	#endif
	#if defined( USE_SHEEN ) 
		sheenSpecularIndirect *= ambientOcclusion;
	#endif
	#if defined( USE_ENVMAP ) && defined( STANDARD )
		float dotNV = saturate( dot( geometryNormal, geometryViewDir ) );
		reflectedLight.indirectSpecular *= computeSpecularOcclusion( dotNV, ambientOcclusion, material.roughness );
	#endif
#endif`,aomap_pars_fragment:`#ifdef USE_AOMAP
	uniform sampler2D aoMap;
	uniform float aoMapIntensity;
#endif`,batching_pars_vertex:`#ifdef USE_BATCHING
	#if ! defined( GL_ANGLE_multi_draw )
	#define gl_DrawID _gl_DrawID
	uniform int _gl_DrawID;
	#endif
	uniform highp sampler2D batchingTexture;
	uniform highp usampler2D batchingIdTexture;
	mat4 getBatchingMatrix( const in float i ) {
		int size = textureSize( batchingTexture, 0 ).x;
		int j = int( i ) * 4;
		int x = j % size;
		int y = j / size;
		vec4 v1 = texelFetch( batchingTexture, ivec2( x, y ), 0 );
		vec4 v2 = texelFetch( batchingTexture, ivec2( x + 1, y ), 0 );
		vec4 v3 = texelFetch( batchingTexture, ivec2( x + 2, y ), 0 );
		vec4 v4 = texelFetch( batchingTexture, ivec2( x + 3, y ), 0 );
		return mat4( v1, v2, v3, v4 );
	}
	float getIndirectIndex( const in int i ) {
		int size = textureSize( batchingIdTexture, 0 ).x;
		int x = i % size;
		int y = i / size;
		return float( texelFetch( batchingIdTexture, ivec2( x, y ), 0 ).r );
	}
#endif
#ifdef USE_BATCHING_COLOR
	uniform sampler2D batchingColorTexture;
	vec3 getBatchingColor( const in float i ) {
		int size = textureSize( batchingColorTexture, 0 ).x;
		int j = int( i );
		int x = j % size;
		int y = j / size;
		return texelFetch( batchingColorTexture, ivec2( x, y ), 0 ).rgb;
	}
#endif`,batching_vertex:`#ifdef USE_BATCHING
	mat4 batchingMatrix = getBatchingMatrix( getIndirectIndex( gl_DrawID ) );
#endif`,begin_vertex:`vec3 transformed = vec3( position );
#ifdef USE_ALPHAHASH
	vPosition = vec3( position );
#endif`,beginnormal_vertex:`vec3 objectNormal = vec3( normal );
#ifdef USE_TANGENT
	vec3 objectTangent = vec3( tangent.xyz );
#endif`,bsdfs:`float G_BlinnPhong_Implicit( ) {
	return 0.25;
}
float D_BlinnPhong( const in float shininess, const in float dotNH ) {
	return RECIPROCAL_PI * ( shininess * 0.5 + 1.0 ) * pow( dotNH, shininess );
}
vec3 BRDF_BlinnPhong( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, const in vec3 specularColor, const in float shininess ) {
	vec3 halfDir = normalize( lightDir + viewDir );
	float dotNH = saturate( dot( normal, halfDir ) );
	float dotVH = saturate( dot( viewDir, halfDir ) );
	vec3 F = F_Schlick( specularColor, 1.0, dotVH );
	float G = G_BlinnPhong_Implicit( );
	float D = D_BlinnPhong( shininess, dotNH );
	return F * ( G * D );
} // validated`,iridescence_fragment:`#ifdef USE_IRIDESCENCE
	const mat3 XYZ_TO_REC709 = mat3(
		 3.2404542, -0.9692660,  0.0556434,
		-1.5371385,  1.8760108, -0.2040259,
		-0.4985314,  0.0415560,  1.0572252
	);
	vec3 Fresnel0ToIor( vec3 fresnel0 ) {
		vec3 sqrtF0 = sqrt( fresnel0 );
		return ( vec3( 1.0 ) + sqrtF0 ) / ( vec3( 1.0 ) - sqrtF0 );
	}
	vec3 IorToFresnel0( vec3 transmittedIor, float incidentIor ) {
		return pow2( ( transmittedIor - vec3( incidentIor ) ) / ( transmittedIor + vec3( incidentIor ) ) );
	}
	float IorToFresnel0( float transmittedIor, float incidentIor ) {
		return pow2( ( transmittedIor - incidentIor ) / ( transmittedIor + incidentIor ));
	}
	vec3 evalSensitivity( float OPD, vec3 shift ) {
		float phase = 2.0 * PI * OPD * 1.0e-9;
		vec3 val = vec3( 5.4856e-13, 4.4201e-13, 5.2481e-13 );
		vec3 pos = vec3( 1.6810e+06, 1.7953e+06, 2.2084e+06 );
		vec3 var = vec3( 4.3278e+09, 9.3046e+09, 6.6121e+09 );
		vec3 xyz = val * sqrt( 2.0 * PI * var ) * cos( pos * phase + shift ) * exp( - pow2( phase ) * var );
		xyz.x += 9.7470e-14 * sqrt( 2.0 * PI * 4.5282e+09 ) * cos( 2.2399e+06 * phase + shift[ 0 ] ) * exp( - 4.5282e+09 * pow2( phase ) );
		xyz /= 1.0685e-7;
		vec3 rgb = XYZ_TO_REC709 * xyz;
		return rgb;
	}
	vec3 evalIridescence( float outsideIOR, float eta2, float cosTheta1, float thinFilmThickness, vec3 baseF0 ) {
		vec3 I;
		float iridescenceIOR = mix( outsideIOR, eta2, smoothstep( 0.0, 0.03, thinFilmThickness ) );
		float sinTheta2Sq = pow2( outsideIOR / iridescenceIOR ) * ( 1.0 - pow2( cosTheta1 ) );
		float cosTheta2Sq = 1.0 - sinTheta2Sq;
		if ( cosTheta2Sq < 0.0 ) {
			return vec3( 1.0 );
		}
		float cosTheta2 = sqrt( cosTheta2Sq );
		float R0 = IorToFresnel0( iridescenceIOR, outsideIOR );
		float R12 = F_Schlick( R0, 1.0, cosTheta1 );
		float T121 = 1.0 - R12;
		float phi12 = 0.0;
		if ( iridescenceIOR < outsideIOR ) phi12 = PI;
		float phi21 = PI - phi12;
		vec3 baseIOR = Fresnel0ToIor( clamp( baseF0, 0.0, 0.9999 ) );		vec3 R1 = IorToFresnel0( baseIOR, iridescenceIOR );
		vec3 R23 = F_Schlick( R1, 1.0, cosTheta2 );
		vec3 phi23 = vec3( 0.0 );
		if ( baseIOR[ 0 ] < iridescenceIOR ) phi23[ 0 ] = PI;
		if ( baseIOR[ 1 ] < iridescenceIOR ) phi23[ 1 ] = PI;
		if ( baseIOR[ 2 ] < iridescenceIOR ) phi23[ 2 ] = PI;
		float OPD = 2.0 * iridescenceIOR * thinFilmThickness * cosTheta2;
		vec3 phi = vec3( phi21 ) + phi23;
		vec3 R123 = clamp( R12 * R23, 1e-5, 0.9999 );
		vec3 r123 = sqrt( R123 );
		vec3 Rs = pow2( T121 ) * R23 / ( vec3( 1.0 ) - R123 );
		vec3 C0 = R12 + Rs;
		I = C0;
		vec3 Cm = Rs - T121;
		for ( int m = 1; m <= 2; ++ m ) {
			Cm *= r123;
			vec3 Sm = 2.0 * evalSensitivity( float( m ) * OPD, float( m ) * phi );
			I += Cm * Sm;
		}
		return max( I, vec3( 0.0 ) );
	}
#endif`,bumpmap_pars_fragment:`#ifdef USE_BUMPMAP
	uniform sampler2D bumpMap;
	uniform float bumpScale;
	vec2 dHdxy_fwd() {
		vec2 dSTdx = dFdx( vBumpMapUv );
		vec2 dSTdy = dFdy( vBumpMapUv );
		float Hll = bumpScale * texture2D( bumpMap, vBumpMapUv ).x;
		float dBx = bumpScale * texture2D( bumpMap, vBumpMapUv + dSTdx ).x - Hll;
		float dBy = bumpScale * texture2D( bumpMap, vBumpMapUv + dSTdy ).x - Hll;
		return vec2( dBx, dBy );
	}
	vec3 perturbNormalArb( vec3 surf_pos, vec3 surf_norm, vec2 dHdxy, float faceDirection ) {
		vec3 vSigmaX = normalize( dFdx( surf_pos.xyz ) );
		vec3 vSigmaY = normalize( dFdy( surf_pos.xyz ) );
		vec3 vN = surf_norm;
		vec3 R1 = cross( vSigmaY, vN );
		vec3 R2 = cross( vN, vSigmaX );
		float fDet = dot( vSigmaX, R1 ) * faceDirection;
		vec3 vGrad = sign( fDet ) * ( dHdxy.x * R1 + dHdxy.y * R2 );
		return normalize( abs( fDet ) * surf_norm - vGrad );
	}
#endif`,clipping_planes_fragment:`#if NUM_CLIPPING_PLANES > 0
	vec4 plane;
	#ifdef ALPHA_TO_COVERAGE
		float distanceToPlane, distanceGradient;
		float clipOpacity = 1.0;
		#pragma unroll_loop_start
		for ( int i = 0; i < UNION_CLIPPING_PLANES; i ++ ) {
			plane = clippingPlanes[ i ];
			distanceToPlane = - dot( vClipPosition, plane.xyz ) + plane.w;
			distanceGradient = fwidth( distanceToPlane ) / 2.0;
			clipOpacity *= smoothstep( - distanceGradient, distanceGradient, distanceToPlane );
			if ( clipOpacity == 0.0 ) discard;
		}
		#pragma unroll_loop_end
		#if UNION_CLIPPING_PLANES < NUM_CLIPPING_PLANES
			float unionClipOpacity = 1.0;
			#pragma unroll_loop_start
			for ( int i = UNION_CLIPPING_PLANES; i < NUM_CLIPPING_PLANES; i ++ ) {
				plane = clippingPlanes[ i ];
				distanceToPlane = - dot( vClipPosition, plane.xyz ) + plane.w;
				distanceGradient = fwidth( distanceToPlane ) / 2.0;
				unionClipOpacity *= 1.0 - smoothstep( - distanceGradient, distanceGradient, distanceToPlane );
			}
			#pragma unroll_loop_end
			clipOpacity *= 1.0 - unionClipOpacity;
		#endif
		diffuseColor.a *= clipOpacity;
		if ( diffuseColor.a == 0.0 ) discard;
	#else
		#pragma unroll_loop_start
		for ( int i = 0; i < UNION_CLIPPING_PLANES; i ++ ) {
			plane = clippingPlanes[ i ];
			if ( dot( vClipPosition, plane.xyz ) > plane.w ) discard;
		}
		#pragma unroll_loop_end
		#if UNION_CLIPPING_PLANES < NUM_CLIPPING_PLANES
			bool clipped = true;
			#pragma unroll_loop_start
			for ( int i = UNION_CLIPPING_PLANES; i < NUM_CLIPPING_PLANES; i ++ ) {
				plane = clippingPlanes[ i ];
				clipped = ( dot( vClipPosition, plane.xyz ) > plane.w ) && clipped;
			}
			#pragma unroll_loop_end
			if ( clipped ) discard;
		#endif
	#endif
#endif`,clipping_planes_pars_fragment:`#if NUM_CLIPPING_PLANES > 0
	varying vec3 vClipPosition;
	uniform vec4 clippingPlanes[ NUM_CLIPPING_PLANES ];
#endif`,clipping_planes_pars_vertex:`#if NUM_CLIPPING_PLANES > 0
	varying vec3 vClipPosition;
#endif`,clipping_planes_vertex:`#if NUM_CLIPPING_PLANES > 0
	vClipPosition = - mvPosition.xyz;
#endif`,color_fragment:`#if defined( USE_COLOR_ALPHA )
	diffuseColor *= vColor;
#elif defined( USE_COLOR )
	diffuseColor.rgb *= vColor;
#endif`,color_pars_fragment:`#if defined( USE_COLOR_ALPHA )
	varying vec4 vColor;
#elif defined( USE_COLOR )
	varying vec3 vColor;
#endif`,color_pars_vertex:`#if defined( USE_COLOR_ALPHA )
	varying vec4 vColor;
#elif defined( USE_COLOR ) || defined( USE_INSTANCING_COLOR ) || defined( USE_BATCHING_COLOR )
	varying vec3 vColor;
#endif`,color_vertex:`#if defined( USE_COLOR_ALPHA )
	vColor = vec4( 1.0 );
#elif defined( USE_COLOR ) || defined( USE_INSTANCING_COLOR ) || defined( USE_BATCHING_COLOR )
	vColor = vec3( 1.0 );
#endif
#ifdef USE_COLOR
	vColor *= color;
#endif
#ifdef USE_INSTANCING_COLOR
	vColor.xyz *= instanceColor.xyz;
#endif
#ifdef USE_BATCHING_COLOR
	vec3 batchingColor = getBatchingColor( getIndirectIndex( gl_DrawID ) );
	vColor.xyz *= batchingColor.xyz;
#endif`,common:`#define PI 3.141592653589793
#define PI2 6.283185307179586
#define PI_HALF 1.5707963267948966
#define RECIPROCAL_PI 0.3183098861837907
#define RECIPROCAL_PI2 0.15915494309189535
#define EPSILON 1e-6
#ifndef saturate
#define saturate( a ) clamp( a, 0.0, 1.0 )
#endif
#define whiteComplement( a ) ( 1.0 - saturate( a ) )
float pow2( const in float x ) { return x*x; }
vec3 pow2( const in vec3 x ) { return x*x; }
float pow3( const in float x ) { return x*x*x; }
float pow4( const in float x ) { float x2 = x*x; return x2*x2; }
float max3( const in vec3 v ) { return max( max( v.x, v.y ), v.z ); }
float average( const in vec3 v ) { return dot( v, vec3( 0.3333333 ) ); }
highp float rand( const in vec2 uv ) {
	const highp float a = 12.9898, b = 78.233, c = 43758.5453;
	highp float dt = dot( uv.xy, vec2( a,b ) ), sn = mod( dt, PI );
	return fract( sin( sn ) * c );
}
#ifdef HIGH_PRECISION
	float precisionSafeLength( vec3 v ) { return length( v ); }
#else
	float precisionSafeLength( vec3 v ) {
		float maxComponent = max3( abs( v ) );
		return length( v / maxComponent ) * maxComponent;
	}
#endif
struct IncidentLight {
	vec3 color;
	vec3 direction;
	bool visible;
};
struct ReflectedLight {
	vec3 directDiffuse;
	vec3 directSpecular;
	vec3 indirectDiffuse;
	vec3 indirectSpecular;
};
#ifdef USE_ALPHAHASH
	varying vec3 vPosition;
#endif
vec3 transformDirection( in vec3 dir, in mat4 matrix ) {
	return normalize( ( matrix * vec4( dir, 0.0 ) ).xyz );
}
vec3 inverseTransformDirection( in vec3 dir, in mat4 matrix ) {
	return normalize( ( vec4( dir, 0.0 ) * matrix ).xyz );
}
mat3 transposeMat3( const in mat3 m ) {
	mat3 tmp;
	tmp[ 0 ] = vec3( m[ 0 ].x, m[ 1 ].x, m[ 2 ].x );
	tmp[ 1 ] = vec3( m[ 0 ].y, m[ 1 ].y, m[ 2 ].y );
	tmp[ 2 ] = vec3( m[ 0 ].z, m[ 1 ].z, m[ 2 ].z );
	return tmp;
}
bool isPerspectiveMatrix( mat4 m ) {
	return m[ 2 ][ 3 ] == - 1.0;
}
vec2 equirectUv( in vec3 dir ) {
	float u = atan( dir.z, dir.x ) * RECIPROCAL_PI2 + 0.5;
	float v = asin( clamp( dir.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5;
	return vec2( u, v );
}
vec3 BRDF_Lambert( const in vec3 diffuseColor ) {
	return RECIPROCAL_PI * diffuseColor;
}
vec3 F_Schlick( const in vec3 f0, const in float f90, const in float dotVH ) {
	float fresnel = exp2( ( - 5.55473 * dotVH - 6.98316 ) * dotVH );
	return f0 * ( 1.0 - fresnel ) + ( f90 * fresnel );
}
float F_Schlick( const in float f0, const in float f90, const in float dotVH ) {
	float fresnel = exp2( ( - 5.55473 * dotVH - 6.98316 ) * dotVH );
	return f0 * ( 1.0 - fresnel ) + ( f90 * fresnel );
} // validated`,cube_uv_reflection_fragment:`#ifdef ENVMAP_TYPE_CUBE_UV
	#define cubeUV_minMipLevel 4.0
	#define cubeUV_minTileSize 16.0
	float getFace( vec3 direction ) {
		vec3 absDirection = abs( direction );
		float face = - 1.0;
		if ( absDirection.x > absDirection.z ) {
			if ( absDirection.x > absDirection.y )
				face = direction.x > 0.0 ? 0.0 : 3.0;
			else
				face = direction.y > 0.0 ? 1.0 : 4.0;
		} else {
			if ( absDirection.z > absDirection.y )
				face = direction.z > 0.0 ? 2.0 : 5.0;
			else
				face = direction.y > 0.0 ? 1.0 : 4.0;
		}
		return face;
	}
	vec2 getUV( vec3 direction, float face ) {
		vec2 uv;
		if ( face == 0.0 ) {
			uv = vec2( direction.z, direction.y ) / abs( direction.x );
		} else if ( face == 1.0 ) {
			uv = vec2( - direction.x, - direction.z ) / abs( direction.y );
		} else if ( face == 2.0 ) {
			uv = vec2( - direction.x, direction.y ) / abs( direction.z );
		} else if ( face == 3.0 ) {
			uv = vec2( - direction.z, direction.y ) / abs( direction.x );
		} else if ( face == 4.0 ) {
			uv = vec2( - direction.x, direction.z ) / abs( direction.y );
		} else {
			uv = vec2( direction.x, direction.y ) / abs( direction.z );
		}
		return 0.5 * ( uv + 1.0 );
	}
	vec3 bilinearCubeUV( sampler2D envMap, vec3 direction, float mipInt ) {
		float face = getFace( direction );
		float filterInt = max( cubeUV_minMipLevel - mipInt, 0.0 );
		mipInt = max( mipInt, cubeUV_minMipLevel );
		float faceSize = exp2( mipInt );
		highp vec2 uv = getUV( direction, face ) * ( faceSize - 2.0 ) + 1.0;
		if ( face > 2.0 ) {
			uv.y += faceSize;
			face -= 3.0;
		}
		uv.x += face * faceSize;
		uv.x += filterInt * 3.0 * cubeUV_minTileSize;
		uv.y += 4.0 * ( exp2( CUBEUV_MAX_MIP ) - faceSize );
		uv.x *= CUBEUV_TEXEL_WIDTH;
		uv.y *= CUBEUV_TEXEL_HEIGHT;
		#ifdef texture2DGradEXT
			return texture2DGradEXT( envMap, uv, vec2( 0.0 ), vec2( 0.0 ) ).rgb;
		#else
			return texture2D( envMap, uv ).rgb;
		#endif
	}
	#define cubeUV_r0 1.0
	#define cubeUV_m0 - 2.0
	#define cubeUV_r1 0.8
	#define cubeUV_m1 - 1.0
	#define cubeUV_r4 0.4
	#define cubeUV_m4 2.0
	#define cubeUV_r5 0.305
	#define cubeUV_m5 3.0
	#define cubeUV_r6 0.21
	#define cubeUV_m6 4.0
	float roughnessToMip( float roughness ) {
		float mip = 0.0;
		if ( roughness >= cubeUV_r1 ) {
			mip = ( cubeUV_r0 - roughness ) * ( cubeUV_m1 - cubeUV_m0 ) / ( cubeUV_r0 - cubeUV_r1 ) + cubeUV_m0;
		} else if ( roughness >= cubeUV_r4 ) {
			mip = ( cubeUV_r1 - roughness ) * ( cubeUV_m4 - cubeUV_m1 ) / ( cubeUV_r1 - cubeUV_r4 ) + cubeUV_m1;
		} else if ( roughness >= cubeUV_r5 ) {
			mip = ( cubeUV_r4 - roughness ) * ( cubeUV_m5 - cubeUV_m4 ) / ( cubeUV_r4 - cubeUV_r5 ) + cubeUV_m4;
		} else if ( roughness >= cubeUV_r6 ) {
			mip = ( cubeUV_r5 - roughness ) * ( cubeUV_m6 - cubeUV_m5 ) / ( cubeUV_r5 - cubeUV_r6 ) + cubeUV_m5;
		} else {
			mip = - 2.0 * log2( 1.16 * roughness );		}
		return mip;
	}
	vec4 textureCubeUV( sampler2D envMap, vec3 sampleDir, float roughness ) {
		float mip = clamp( roughnessToMip( roughness ), cubeUV_m0, CUBEUV_MAX_MIP );
		float mipF = fract( mip );
		float mipInt = floor( mip );
		vec3 color0 = bilinearCubeUV( envMap, sampleDir, mipInt );
		if ( mipF == 0.0 ) {
			return vec4( color0, 1.0 );
		} else {
			vec3 color1 = bilinearCubeUV( envMap, sampleDir, mipInt + 1.0 );
			return vec4( mix( color0, color1, mipF ), 1.0 );
		}
	}
#endif`,defaultnormal_vertex:`vec3 transformedNormal = objectNormal;
#ifdef USE_TANGENT
	vec3 transformedTangent = objectTangent;
#endif
#ifdef USE_BATCHING
	mat3 bm = mat3( batchingMatrix );
	transformedNormal /= vec3( dot( bm[ 0 ], bm[ 0 ] ), dot( bm[ 1 ], bm[ 1 ] ), dot( bm[ 2 ], bm[ 2 ] ) );
	transformedNormal = bm * transformedNormal;
	#ifdef USE_TANGENT
		transformedTangent = bm * transformedTangent;
	#endif
#endif
#ifdef USE_INSTANCING
	mat3 im = mat3( instanceMatrix );
	transformedNormal /= vec3( dot( im[ 0 ], im[ 0 ] ), dot( im[ 1 ], im[ 1 ] ), dot( im[ 2 ], im[ 2 ] ) );
	transformedNormal = im * transformedNormal;
	#ifdef USE_TANGENT
		transformedTangent = im * transformedTangent;
	#endif
#endif
transformedNormal = normalMatrix * transformedNormal;
#ifdef FLIP_SIDED
	transformedNormal = - transformedNormal;
#endif
#ifdef USE_TANGENT
	transformedTangent = ( modelViewMatrix * vec4( transformedTangent, 0.0 ) ).xyz;
	#ifdef FLIP_SIDED
		transformedTangent = - transformedTangent;
	#endif
#endif`,displacementmap_pars_vertex:`#ifdef USE_DISPLACEMENTMAP
	uniform sampler2D displacementMap;
	uniform float displacementScale;
	uniform float displacementBias;
#endif`,displacementmap_vertex:`#ifdef USE_DISPLACEMENTMAP
	transformed += normalize( objectNormal ) * ( texture2D( displacementMap, vDisplacementMapUv ).x * displacementScale + displacementBias );
#endif`,emissivemap_fragment:`#ifdef USE_EMISSIVEMAP
	vec4 emissiveColor = texture2D( emissiveMap, vEmissiveMapUv );
	totalEmissiveRadiance *= emissiveColor.rgb;
#endif`,emissivemap_pars_fragment:`#ifdef USE_EMISSIVEMAP
	uniform sampler2D emissiveMap;
#endif`,colorspace_fragment:`gl_FragColor = linearToOutputTexel( gl_FragColor );`,colorspace_pars_fragment:`
const mat3 LINEAR_SRGB_TO_LINEAR_DISPLAY_P3 = mat3(
	vec3( 0.8224621, 0.177538, 0.0 ),
	vec3( 0.0331941, 0.9668058, 0.0 ),
	vec3( 0.0170827, 0.0723974, 0.9105199 )
);
const mat3 LINEAR_DISPLAY_P3_TO_LINEAR_SRGB = mat3(
	vec3( 1.2249401, - 0.2249404, 0.0 ),
	vec3( - 0.0420569, 1.0420571, 0.0 ),
	vec3( - 0.0196376, - 0.0786361, 1.0982735 )
);
vec4 LinearSRGBToLinearDisplayP3( in vec4 value ) {
	return vec4( value.rgb * LINEAR_SRGB_TO_LINEAR_DISPLAY_P3, value.a );
}
vec4 LinearDisplayP3ToLinearSRGB( in vec4 value ) {
	return vec4( value.rgb * LINEAR_DISPLAY_P3_TO_LINEAR_SRGB, value.a );
}
vec4 LinearTransferOETF( in vec4 value ) {
	return value;
}
vec4 sRGBTransferOETF( in vec4 value ) {
	return vec4( mix( pow( value.rgb, vec3( 0.41666 ) ) * 1.055 - vec3( 0.055 ), value.rgb * 12.92, vec3( lessThanEqual( value.rgb, vec3( 0.0031308 ) ) ) ), value.a );
}`,envmap_fragment:`#ifdef USE_ENVMAP
	#ifdef ENV_WORLDPOS
		vec3 cameraToFrag;
		if ( isOrthographic ) {
			cameraToFrag = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) );
		} else {
			cameraToFrag = normalize( vWorldPosition - cameraPosition );
		}
		vec3 worldNormal = inverseTransformDirection( normal, viewMatrix );
		#ifdef ENVMAP_MODE_REFLECTION
			vec3 reflectVec = reflect( cameraToFrag, worldNormal );
		#else
			vec3 reflectVec = refract( cameraToFrag, worldNormal, refractionRatio );
		#endif
	#else
		vec3 reflectVec = vReflect;
	#endif
	#ifdef ENVMAP_TYPE_CUBE
		vec4 envColor = textureCube( envMap, envMapRotation * vec3( flipEnvMap * reflectVec.x, reflectVec.yz ) );
	#else
		vec4 envColor = vec4( 0.0 );
	#endif
	#ifdef ENVMAP_BLENDING_MULTIPLY
		outgoingLight = mix( outgoingLight, outgoingLight * envColor.xyz, specularStrength * reflectivity );
	#elif defined( ENVMAP_BLENDING_MIX )
		outgoingLight = mix( outgoingLight, envColor.xyz, specularStrength * reflectivity );
	#elif defined( ENVMAP_BLENDING_ADD )
		outgoingLight += envColor.xyz * specularStrength * reflectivity;
	#endif
#endif`,envmap_common_pars_fragment:`#ifdef USE_ENVMAP
	uniform float envMapIntensity;
	uniform float flipEnvMap;
	uniform mat3 envMapRotation;
	#ifdef ENVMAP_TYPE_CUBE
		uniform samplerCube envMap;
	#else
		uniform sampler2D envMap;
	#endif
	
#endif`,envmap_pars_fragment:`#ifdef USE_ENVMAP
	uniform float reflectivity;
	#if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) || defined( PHONG ) || defined( LAMBERT )
		#define ENV_WORLDPOS
	#endif
	#ifdef ENV_WORLDPOS
		varying vec3 vWorldPosition;
		uniform float refractionRatio;
	#else
		varying vec3 vReflect;
	#endif
#endif`,envmap_pars_vertex:`#ifdef USE_ENVMAP
	#if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) || defined( PHONG ) || defined( LAMBERT )
		#define ENV_WORLDPOS
	#endif
	#ifdef ENV_WORLDPOS
		
		varying vec3 vWorldPosition;
	#else
		varying vec3 vReflect;
		uniform float refractionRatio;
	#endif
#endif`,envmap_physical_pars_fragment:`#ifdef USE_ENVMAP
	vec3 getIBLIrradiance( const in vec3 normal ) {
		#ifdef ENVMAP_TYPE_CUBE_UV
			vec3 worldNormal = inverseTransformDirection( normal, viewMatrix );
			vec4 envMapColor = textureCubeUV( envMap, envMapRotation * worldNormal, 1.0 );
			return PI * envMapColor.rgb * envMapIntensity;
		#else
			return vec3( 0.0 );
		#endif
	}
	vec3 getIBLRadiance( const in vec3 viewDir, const in vec3 normal, const in float roughness ) {
		#ifdef ENVMAP_TYPE_CUBE_UV
			vec3 reflectVec = reflect( - viewDir, normal );
			reflectVec = normalize( mix( reflectVec, normal, roughness * roughness) );
			reflectVec = inverseTransformDirection( reflectVec, viewMatrix );
			vec4 envMapColor = textureCubeUV( envMap, envMapRotation * reflectVec, roughness );
			return envMapColor.rgb * envMapIntensity;
		#else
			return vec3( 0.0 );
		#endif
	}
	#ifdef USE_ANISOTROPY
		vec3 getIBLAnisotropyRadiance( const in vec3 viewDir, const in vec3 normal, const in float roughness, const in vec3 bitangent, const in float anisotropy ) {
			#ifdef ENVMAP_TYPE_CUBE_UV
				vec3 bentNormal = cross( bitangent, viewDir );
				bentNormal = normalize( cross( bentNormal, bitangent ) );
				bentNormal = normalize( mix( bentNormal, normal, pow2( pow2( 1.0 - anisotropy * ( 1.0 - roughness ) ) ) ) );
				return getIBLRadiance( viewDir, bentNormal, roughness );
			#else
				return vec3( 0.0 );
			#endif
		}
	#endif
#endif`,envmap_vertex:`#ifdef USE_ENVMAP
	#ifdef ENV_WORLDPOS
		vWorldPosition = worldPosition.xyz;
	#else
		vec3 cameraToVertex;
		if ( isOrthographic ) {
			cameraToVertex = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) );
		} else {
			cameraToVertex = normalize( worldPosition.xyz - cameraPosition );
		}
		vec3 worldNormal = inverseTransformDirection( transformedNormal, viewMatrix );
		#ifdef ENVMAP_MODE_REFLECTION
			vReflect = reflect( cameraToVertex, worldNormal );
		#else
			vReflect = refract( cameraToVertex, worldNormal, refractionRatio );
		#endif
	#endif
#endif`,fog_vertex:`#ifdef USE_FOG
	vFogDepth = - mvPosition.z;
#endif`,fog_pars_vertex:`#ifdef USE_FOG
	varying float vFogDepth;
#endif`,fog_fragment:`#ifdef USE_FOG
	#ifdef FOG_EXP2
		float fogFactor = 1.0 - exp( - fogDensity * fogDensity * vFogDepth * vFogDepth );
	#else
		float fogFactor = smoothstep( fogNear, fogFar, vFogDepth );
	#endif
	gl_FragColor.rgb = mix( gl_FragColor.rgb, fogColor, fogFactor );
#endif`,fog_pars_fragment:`#ifdef USE_FOG
	uniform vec3 fogColor;
	varying float vFogDepth;
	#ifdef FOG_EXP2
		uniform float fogDensity;
	#else
		uniform float fogNear;
		uniform float fogFar;
	#endif
#endif`,gradientmap_pars_fragment:`#ifdef USE_GRADIENTMAP
	uniform sampler2D gradientMap;
#endif
vec3 getGradientIrradiance( vec3 normal, vec3 lightDirection ) {
	float dotNL = dot( normal, lightDirection );
	vec2 coord = vec2( dotNL * 0.5 + 0.5, 0.0 );
	#ifdef USE_GRADIENTMAP
		return vec3( texture2D( gradientMap, coord ).r );
	#else
		vec2 fw = fwidth( coord ) * 0.5;
		return mix( vec3( 0.7 ), vec3( 1.0 ), smoothstep( 0.7 - fw.x, 0.7 + fw.x, coord.x ) );
	#endif
}`,lightmap_pars_fragment:`#ifdef USE_LIGHTMAP
	uniform sampler2D lightMap;
	uniform float lightMapIntensity;
#endif`,lights_lambert_fragment:`LambertMaterial material;
material.diffuseColor = diffuseColor.rgb;
material.specularStrength = specularStrength;`,lights_lambert_pars_fragment:`varying vec3 vViewPosition;
struct LambertMaterial {
	vec3 diffuseColor;
	float specularStrength;
};
void RE_Direct_Lambert( const in IncidentLight directLight, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in LambertMaterial material, inout ReflectedLight reflectedLight ) {
	float dotNL = saturate( dot( geometryNormal, directLight.direction ) );
	vec3 irradiance = dotNL * directLight.color;
	reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
void RE_IndirectDiffuse_Lambert( const in vec3 irradiance, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in LambertMaterial material, inout ReflectedLight reflectedLight ) {
	reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
#define RE_Direct				RE_Direct_Lambert
#define RE_IndirectDiffuse		RE_IndirectDiffuse_Lambert`,lights_pars_begin:`uniform bool receiveShadow;
uniform vec3 ambientLightColor;
#if defined( USE_LIGHT_PROBES )
	uniform vec3 lightProbe[ 9 ];
#endif
vec3 shGetIrradianceAt( in vec3 normal, in vec3 shCoefficients[ 9 ] ) {
	float x = normal.x, y = normal.y, z = normal.z;
	vec3 result = shCoefficients[ 0 ] * 0.886227;
	result += shCoefficients[ 1 ] * 2.0 * 0.511664 * y;
	result += shCoefficients[ 2 ] * 2.0 * 0.511664 * z;
	result += shCoefficients[ 3 ] * 2.0 * 0.511664 * x;
	result += shCoefficients[ 4 ] * 2.0 * 0.429043 * x * y;
	result += shCoefficients[ 5 ] * 2.0 * 0.429043 * y * z;
	result += shCoefficients[ 6 ] * ( 0.743125 * z * z - 0.247708 );
	result += shCoefficients[ 7 ] * 2.0 * 0.429043 * x * z;
	result += shCoefficients[ 8 ] * 0.429043 * ( x * x - y * y );
	return result;
}
vec3 getLightProbeIrradiance( const in vec3 lightProbe[ 9 ], const in vec3 normal ) {
	vec3 worldNormal = inverseTransformDirection( normal, viewMatrix );
	vec3 irradiance = shGetIrradianceAt( worldNormal, lightProbe );
	return irradiance;
}
vec3 getAmbientLightIrradiance( const in vec3 ambientLightColor ) {
	vec3 irradiance = ambientLightColor;
	return irradiance;
}
float getDistanceAttenuation( const in float lightDistance, const in float cutoffDistance, const in float decayExponent ) {
	float distanceFalloff = 1.0 / max( pow( lightDistance, decayExponent ), 0.01 );
	if ( cutoffDistance > 0.0 ) {
		distanceFalloff *= pow2( saturate( 1.0 - pow4( lightDistance / cutoffDistance ) ) );
	}
	return distanceFalloff;
}
float getSpotAttenuation( const in float coneCosine, const in float penumbraCosine, const in float angleCosine ) {
	return smoothstep( coneCosine, penumbraCosine, angleCosine );
}
#if NUM_DIR_LIGHTS > 0
	struct DirectionalLight {
		vec3 direction;
		vec3 color;
	};
	uniform DirectionalLight directionalLights[ NUM_DIR_LIGHTS ];
	void getDirectionalLightInfo( const in DirectionalLight directionalLight, out IncidentLight light ) {
		light.color = directionalLight.color;
		light.direction = directionalLight.direction;
		light.visible = true;
	}
#endif
#if NUM_POINT_LIGHTS > 0
	struct PointLight {
		vec3 position;
		vec3 color;
		float distance;
		float decay;
	};
	uniform PointLight pointLights[ NUM_POINT_LIGHTS ];
	void getPointLightInfo( const in PointLight pointLight, const in vec3 geometryPosition, out IncidentLight light ) {
		vec3 lVector = pointLight.position - geometryPosition;
		light.direction = normalize( lVector );
		float lightDistance = length( lVector );
		light.color = pointLight.color;
		light.color *= getDistanceAttenuation( lightDistance, pointLight.distance, pointLight.decay );
		light.visible = ( light.color != vec3( 0.0 ) );
	}
#endif
#if NUM_SPOT_LIGHTS > 0
	struct SpotLight {
		vec3 position;
		vec3 direction;
		vec3 color;
		float distance;
		float decay;
		float coneCos;
		float penumbraCos;
	};
	uniform SpotLight spotLights[ NUM_SPOT_LIGHTS ];
	void getSpotLightInfo( const in SpotLight spotLight, const in vec3 geometryPosition, out IncidentLight light ) {
		vec3 lVector = spotLight.position - geometryPosition;
		light.direction = normalize( lVector );
		float angleCos = dot( light.direction, spotLight.direction );
		float spotAttenuation = getSpotAttenuation( spotLight.coneCos, spotLight.penumbraCos, angleCos );
		if ( spotAttenuation > 0.0 ) {
			float lightDistance = length( lVector );
			light.color = spotLight.color * spotAttenuation;
			light.color *= getDistanceAttenuation( lightDistance, spotLight.distance, spotLight.decay );
			light.visible = ( light.color != vec3( 0.0 ) );
		} else {
			light.color = vec3( 0.0 );
			light.visible = false;
		}
	}
#endif
#if NUM_RECT_AREA_LIGHTS > 0
	struct RectAreaLight {
		vec3 color;
		vec3 position;
		vec3 halfWidth;
		vec3 halfHeight;
	};
	uniform sampler2D ltc_1;	uniform sampler2D ltc_2;
	uniform RectAreaLight rectAreaLights[ NUM_RECT_AREA_LIGHTS ];
#endif
#if NUM_HEMI_LIGHTS > 0
	struct HemisphereLight {
		vec3 direction;
		vec3 skyColor;
		vec3 groundColor;
	};
	uniform HemisphereLight hemisphereLights[ NUM_HEMI_LIGHTS ];
	vec3 getHemisphereLightIrradiance( const in HemisphereLight hemiLight, const in vec3 normal ) {
		float dotNL = dot( normal, hemiLight.direction );
		float hemiDiffuseWeight = 0.5 * dotNL + 0.5;
		vec3 irradiance = mix( hemiLight.groundColor, hemiLight.skyColor, hemiDiffuseWeight );
		return irradiance;
	}
#endif`,lights_toon_fragment:`ToonMaterial material;
material.diffuseColor = diffuseColor.rgb;`,lights_toon_pars_fragment:`varying vec3 vViewPosition;
struct ToonMaterial {
	vec3 diffuseColor;
};
void RE_Direct_Toon( const in IncidentLight directLight, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in ToonMaterial material, inout ReflectedLight reflectedLight ) {
	vec3 irradiance = getGradientIrradiance( geometryNormal, directLight.direction ) * directLight.color;
	reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
void RE_IndirectDiffuse_Toon( const in vec3 irradiance, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in ToonMaterial material, inout ReflectedLight reflectedLight ) {
	reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
#define RE_Direct				RE_Direct_Toon
#define RE_IndirectDiffuse		RE_IndirectDiffuse_Toon`,lights_phong_fragment:`BlinnPhongMaterial material;
material.diffuseColor = diffuseColor.rgb;
material.specularColor = specular;
material.specularShininess = shininess;
material.specularStrength = specularStrength;`,lights_phong_pars_fragment:`varying vec3 vViewPosition;
struct BlinnPhongMaterial {
	vec3 diffuseColor;
	vec3 specularColor;
	float specularShininess;
	float specularStrength;
};
void RE_Direct_BlinnPhong( const in IncidentLight directLight, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) {
	float dotNL = saturate( dot( geometryNormal, directLight.direction ) );
	vec3 irradiance = dotNL * directLight.color;
	reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
	reflectedLight.directSpecular += irradiance * BRDF_BlinnPhong( directLight.direction, geometryViewDir, geometryNormal, material.specularColor, material.specularShininess ) * material.specularStrength;
}
void RE_IndirectDiffuse_BlinnPhong( const in vec3 irradiance, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) {
	reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
#define RE_Direct				RE_Direct_BlinnPhong
#define RE_IndirectDiffuse		RE_IndirectDiffuse_BlinnPhong`,lights_physical_fragment:`PhysicalMaterial material;
material.diffuseColor = diffuseColor.rgb * ( 1.0 - metalnessFactor );
vec3 dxy = max( abs( dFdx( nonPerturbedNormal ) ), abs( dFdy( nonPerturbedNormal ) ) );
float geometryRoughness = max( max( dxy.x, dxy.y ), dxy.z );
material.roughness = max( roughnessFactor, 0.0525 );material.roughness += geometryRoughness;
material.roughness = min( material.roughness, 1.0 );
#ifdef IOR
	material.ior = ior;
	#ifdef USE_SPECULAR
		float specularIntensityFactor = specularIntensity;
		vec3 specularColorFactor = specularColor;
		#ifdef USE_SPECULAR_COLORMAP
			specularColorFactor *= texture2D( specularColorMap, vSpecularColorMapUv ).rgb;
		#endif
		#ifdef USE_SPECULAR_INTENSITYMAP
			specularIntensityFactor *= texture2D( specularIntensityMap, vSpecularIntensityMapUv ).a;
		#endif
		material.specularF90 = mix( specularIntensityFactor, 1.0, metalnessFactor );
	#else
		float specularIntensityFactor = 1.0;
		vec3 specularColorFactor = vec3( 1.0 );
		material.specularF90 = 1.0;
	#endif
	material.specularColor = mix( min( pow2( ( material.ior - 1.0 ) / ( material.ior + 1.0 ) ) * specularColorFactor, vec3( 1.0 ) ) * specularIntensityFactor, diffuseColor.rgb, metalnessFactor );
#else
	material.specularColor = mix( vec3( 0.04 ), diffuseColor.rgb, metalnessFactor );
	material.specularF90 = 1.0;
#endif
#ifdef USE_CLEARCOAT
	material.clearcoat = clearcoat;
	material.clearcoatRoughness = clearcoatRoughness;
	material.clearcoatF0 = vec3( 0.04 );
	material.clearcoatF90 = 1.0;
	#ifdef USE_CLEARCOATMAP
		material.clearcoat *= texture2D( clearcoatMap, vClearcoatMapUv ).x;
	#endif
	#ifdef USE_CLEARCOAT_ROUGHNESSMAP
		material.clearcoatRoughness *= texture2D( clearcoatRoughnessMap, vClearcoatRoughnessMapUv ).y;
	#endif
	material.clearcoat = saturate( material.clearcoat );	material.clearcoatRoughness = max( material.clearcoatRoughness, 0.0525 );
	material.clearcoatRoughness += geometryRoughness;
	material.clearcoatRoughness = min( material.clearcoatRoughness, 1.0 );
#endif
#ifdef USE_DISPERSION
	material.dispersion = dispersion;
#endif
#ifdef USE_IRIDESCENCE
	material.iridescence = iridescence;
	material.iridescenceIOR = iridescenceIOR;
	#ifdef USE_IRIDESCENCEMAP
		material.iridescence *= texture2D( iridescenceMap, vIridescenceMapUv ).r;
	#endif
	#ifdef USE_IRIDESCENCE_THICKNESSMAP
		material.iridescenceThickness = (iridescenceThicknessMaximum - iridescenceThicknessMinimum) * texture2D( iridescenceThicknessMap, vIridescenceThicknessMapUv ).g + iridescenceThicknessMinimum;
	#else
		material.iridescenceThickness = iridescenceThicknessMaximum;
	#endif
#endif
#ifdef USE_SHEEN
	material.sheenColor = sheenColor;
	#ifdef USE_SHEEN_COLORMAP
		material.sheenColor *= texture2D( sheenColorMap, vSheenColorMapUv ).rgb;
	#endif
	material.sheenRoughness = clamp( sheenRoughness, 0.07, 1.0 );
	#ifdef USE_SHEEN_ROUGHNESSMAP
		material.sheenRoughness *= texture2D( sheenRoughnessMap, vSheenRoughnessMapUv ).a;
	#endif
#endif
#ifdef USE_ANISOTROPY
	#ifdef USE_ANISOTROPYMAP
		mat2 anisotropyMat = mat2( anisotropyVector.x, anisotropyVector.y, - anisotropyVector.y, anisotropyVector.x );
		vec3 anisotropyPolar = texture2D( anisotropyMap, vAnisotropyMapUv ).rgb;
		vec2 anisotropyV = anisotropyMat * normalize( 2.0 * anisotropyPolar.rg - vec2( 1.0 ) ) * anisotropyPolar.b;
	#else
		vec2 anisotropyV = anisotropyVector;
	#endif
	material.anisotropy = length( anisotropyV );
	if( material.anisotropy == 0.0 ) {
		anisotropyV = vec2( 1.0, 0.0 );
	} else {
		anisotropyV /= material.anisotropy;
		material.anisotropy = saturate( material.anisotropy );
	}
	material.alphaT = mix( pow2( material.roughness ), 1.0, pow2( material.anisotropy ) );
	material.anisotropyT = tbn[ 0 ] * anisotropyV.x + tbn[ 1 ] * anisotropyV.y;
	material.anisotropyB = tbn[ 1 ] * anisotropyV.x - tbn[ 0 ] * anisotropyV.y;
#endif`,lights_physical_pars_fragment:`struct PhysicalMaterial {
	vec3 diffuseColor;
	float roughness;
	vec3 specularColor;
	float specularF90;
	float dispersion;
	#ifdef USE_CLEARCOAT
		float clearcoat;
		float clearcoatRoughness;
		vec3 clearcoatF0;
		float clearcoatF90;
	#endif
	#ifdef USE_IRIDESCENCE
		float iridescence;
		float iridescenceIOR;
		float iridescenceThickness;
		vec3 iridescenceFresnel;
		vec3 iridescenceF0;
	#endif
	#ifdef USE_SHEEN
		vec3 sheenColor;
		float sheenRoughness;
	#endif
	#ifdef IOR
		float ior;
	#endif
	#ifdef USE_TRANSMISSION
		float transmission;
		float transmissionAlpha;
		float thickness;
		float attenuationDistance;
		vec3 attenuationColor;
	#endif
	#ifdef USE_ANISOTROPY
		float anisotropy;
		float alphaT;
		vec3 anisotropyT;
		vec3 anisotropyB;
	#endif
};
vec3 clearcoatSpecularDirect = vec3( 0.0 );
vec3 clearcoatSpecularIndirect = vec3( 0.0 );
vec3 sheenSpecularDirect = vec3( 0.0 );
vec3 sheenSpecularIndirect = vec3(0.0 );
vec3 Schlick_to_F0( const in vec3 f, const in float f90, const in float dotVH ) {
    float x = clamp( 1.0 - dotVH, 0.0, 1.0 );
    float x2 = x * x;
    float x5 = clamp( x * x2 * x2, 0.0, 0.9999 );
    return ( f - vec3( f90 ) * x5 ) / ( 1.0 - x5 );
}
float V_GGX_SmithCorrelated( const in float alpha, const in float dotNL, const in float dotNV ) {
	float a2 = pow2( alpha );
	float gv = dotNL * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNV ) );
	float gl = dotNV * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNL ) );
	return 0.5 / max( gv + gl, EPSILON );
}
float D_GGX( const in float alpha, const in float dotNH ) {
	float a2 = pow2( alpha );
	float denom = pow2( dotNH ) * ( a2 - 1.0 ) + 1.0;
	return RECIPROCAL_PI * a2 / pow2( denom );
}
#ifdef USE_ANISOTROPY
	float V_GGX_SmithCorrelated_Anisotropic( const in float alphaT, const in float alphaB, const in float dotTV, const in float dotBV, const in float dotTL, const in float dotBL, const in float dotNV, const in float dotNL ) {
		float gv = dotNL * length( vec3( alphaT * dotTV, alphaB * dotBV, dotNV ) );
		float gl = dotNV * length( vec3( alphaT * dotTL, alphaB * dotBL, dotNL ) );
		float v = 0.5 / ( gv + gl );
		return saturate(v);
	}
	float D_GGX_Anisotropic( const in float alphaT, const in float alphaB, const in float dotNH, const in float dotTH, const in float dotBH ) {
		float a2 = alphaT * alphaB;
		highp vec3 v = vec3( alphaB * dotTH, alphaT * dotBH, a2 * dotNH );
		highp float v2 = dot( v, v );
		float w2 = a2 / v2;
		return RECIPROCAL_PI * a2 * pow2 ( w2 );
	}
#endif
#ifdef USE_CLEARCOAT
	vec3 BRDF_GGX_Clearcoat( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, const in PhysicalMaterial material) {
		vec3 f0 = material.clearcoatF0;
		float f90 = material.clearcoatF90;
		float roughness = material.clearcoatRoughness;
		float alpha = pow2( roughness );
		vec3 halfDir = normalize( lightDir + viewDir );
		float dotNL = saturate( dot( normal, lightDir ) );
		float dotNV = saturate( dot( normal, viewDir ) );
		float dotNH = saturate( dot( normal, halfDir ) );
		float dotVH = saturate( dot( viewDir, halfDir ) );
		vec3 F = F_Schlick( f0, f90, dotVH );
		float V = V_GGX_SmithCorrelated( alpha, dotNL, dotNV );
		float D = D_GGX( alpha, dotNH );
		return F * ( V * D );
	}
#endif
vec3 BRDF_GGX( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, const in PhysicalMaterial material ) {
	vec3 f0 = material.specularColor;
	float f90 = material.specularF90;
	float roughness = material.roughness;
	float alpha = pow2( roughness );
	vec3 halfDir = normalize( lightDir + viewDir );
	float dotNL = saturate( dot( normal, lightDir ) );
	float dotNV = saturate( dot( normal, viewDir ) );
	float dotNH = saturate( dot( normal, halfDir ) );
	float dotVH = saturate( dot( viewDir, halfDir ) );
	vec3 F = F_Schlick( f0, f90, dotVH );
	#ifdef USE_IRIDESCENCE
		F = mix( F, material.iridescenceFresnel, material.iridescence );
	#endif
	#ifdef USE_ANISOTROPY
		float dotTL = dot( material.anisotropyT, lightDir );
		float dotTV = dot( material.anisotropyT, viewDir );
		float dotTH = dot( material.anisotropyT, halfDir );
		float dotBL = dot( material.anisotropyB, lightDir );
		float dotBV = dot( material.anisotropyB, viewDir );
		float dotBH = dot( material.anisotropyB, halfDir );
		float V = V_GGX_SmithCorrelated_Anisotropic( material.alphaT, alpha, dotTV, dotBV, dotTL, dotBL, dotNV, dotNL );
		float D = D_GGX_Anisotropic( material.alphaT, alpha, dotNH, dotTH, dotBH );
	#else
		float V = V_GGX_SmithCorrelated( alpha, dotNL, dotNV );
		float D = D_GGX( alpha, dotNH );
	#endif
	return F * ( V * D );
}
vec2 LTC_Uv( const in vec3 N, const in vec3 V, const in float roughness ) {
	const float LUT_SIZE = 64.0;
	const float LUT_SCALE = ( LUT_SIZE - 1.0 ) / LUT_SIZE;
	const float LUT_BIAS = 0.5 / LUT_SIZE;
	float dotNV = saturate( dot( N, V ) );
	vec2 uv = vec2( roughness, sqrt( 1.0 - dotNV ) );
	uv = uv * LUT_SCALE + LUT_BIAS;
	return uv;
}
float LTC_ClippedSphereFormFactor( const in vec3 f ) {
	float l = length( f );
	return max( ( l * l + f.z ) / ( l + 1.0 ), 0.0 );
}
vec3 LTC_EdgeVectorFormFactor( const in vec3 v1, const in vec3 v2 ) {
	float x = dot( v1, v2 );
	float y = abs( x );
	float a = 0.8543985 + ( 0.4965155 + 0.0145206 * y ) * y;
	float b = 3.4175940 + ( 4.1616724 + y ) * y;
	float v = a / b;
	float theta_sintheta = ( x > 0.0 ) ? v : 0.5 * inversesqrt( max( 1.0 - x * x, 1e-7 ) ) - v;
	return cross( v1, v2 ) * theta_sintheta;
}
vec3 LTC_Evaluate( const in vec3 N, const in vec3 V, const in vec3 P, const in mat3 mInv, const in vec3 rectCoords[ 4 ] ) {
	vec3 v1 = rectCoords[ 1 ] - rectCoords[ 0 ];
	vec3 v2 = rectCoords[ 3 ] - rectCoords[ 0 ];
	vec3 lightNormal = cross( v1, v2 );
	if( dot( lightNormal, P - rectCoords[ 0 ] ) < 0.0 ) return vec3( 0.0 );
	vec3 T1, T2;
	T1 = normalize( V - N * dot( V, N ) );
	T2 = - cross( N, T1 );
	mat3 mat = mInv * transposeMat3( mat3( T1, T2, N ) );
	vec3 coords[ 4 ];
	coords[ 0 ] = mat * ( rectCoords[ 0 ] - P );
	coords[ 1 ] = mat * ( rectCoords[ 1 ] - P );
	coords[ 2 ] = mat * ( rectCoords[ 2 ] - P );
	coords[ 3 ] = mat * ( rectCoords[ 3 ] - P );
	coords[ 0 ] = normalize( coords[ 0 ] );
	coords[ 1 ] = normalize( coords[ 1 ] );
	coords[ 2 ] = normalize( coords[ 2 ] );
	coords[ 3 ] = normalize( coords[ 3 ] );
	vec3 vectorFormFactor = vec3( 0.0 );
	vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 0 ], coords[ 1 ] );
	vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 1 ], coords[ 2 ] );
	vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 2 ], coords[ 3 ] );
	vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 3 ], coords[ 0 ] );
	float result = LTC_ClippedSphereFormFactor( vectorFormFactor );
	return vec3( result );
}
#if defined( USE_SHEEN )
float D_Charlie( float roughness, float dotNH ) {
	float alpha = pow2( roughness );
	float invAlpha = 1.0 / alpha;
	float cos2h = dotNH * dotNH;
	float sin2h = max( 1.0 - cos2h, 0.0078125 );
	return ( 2.0 + invAlpha ) * pow( sin2h, invAlpha * 0.5 ) / ( 2.0 * PI );
}
float V_Neubelt( float dotNV, float dotNL ) {
	return saturate( 1.0 / ( 4.0 * ( dotNL + dotNV - dotNL * dotNV ) ) );
}
vec3 BRDF_Sheen( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, vec3 sheenColor, const in float sheenRoughness ) {
	vec3 halfDir = normalize( lightDir + viewDir );
	float dotNL = saturate( dot( normal, lightDir ) );
	float dotNV = saturate( dot( normal, viewDir ) );
	float dotNH = saturate( dot( normal, halfDir ) );
	float D = D_Charlie( sheenRoughness, dotNH );
	float V = V_Neubelt( dotNV, dotNL );
	return sheenColor * ( D * V );
}
#endif
float IBLSheenBRDF( const in vec3 normal, const in vec3 viewDir, const in float roughness ) {
	float dotNV = saturate( dot( normal, viewDir ) );
	float r2 = roughness * roughness;
	float a = roughness < 0.25 ? -339.2 * r2 + 161.4 * roughness - 25.9 : -8.48 * r2 + 14.3 * roughness - 9.95;
	float b = roughness < 0.25 ? 44.0 * r2 - 23.7 * roughness + 3.26 : 1.97 * r2 - 3.27 * roughness + 0.72;
	float DG = exp( a * dotNV + b ) + ( roughness < 0.25 ? 0.0 : 0.1 * ( roughness - 0.25 ) );
	return saturate( DG * RECIPROCAL_PI );
}
vec2 DFGApprox( const in vec3 normal, const in vec3 viewDir, const in float roughness ) {
	float dotNV = saturate( dot( normal, viewDir ) );
	const vec4 c0 = vec4( - 1, - 0.0275, - 0.572, 0.022 );
	const vec4 c1 = vec4( 1, 0.0425, 1.04, - 0.04 );
	vec4 r = roughness * c0 + c1;
	float a004 = min( r.x * r.x, exp2( - 9.28 * dotNV ) ) * r.x + r.y;
	vec2 fab = vec2( - 1.04, 1.04 ) * a004 + r.zw;
	return fab;
}
vec3 EnvironmentBRDF( const in vec3 normal, const in vec3 viewDir, const in vec3 specularColor, const in float specularF90, const in float roughness ) {
	vec2 fab = DFGApprox( normal, viewDir, roughness );
	return specularColor * fab.x + specularF90 * fab.y;
}
#ifdef USE_IRIDESCENCE
void computeMultiscatteringIridescence( const in vec3 normal, const in vec3 viewDir, const in vec3 specularColor, const in float specularF90, const in float iridescence, const in vec3 iridescenceF0, const in float roughness, inout vec3 singleScatter, inout vec3 multiScatter ) {
#else
void computeMultiscattering( const in vec3 normal, const in vec3 viewDir, const in vec3 specularColor, const in float specularF90, const in float roughness, inout vec3 singleScatter, inout vec3 multiScatter ) {
#endif
	vec2 fab = DFGApprox( normal, viewDir, roughness );
	#ifdef USE_IRIDESCENCE
		vec3 Fr = mix( specularColor, iridescenceF0, iridescence );
	#else
		vec3 Fr = specularColor;
	#endif
	vec3 FssEss = Fr * fab.x + specularF90 * fab.y;
	float Ess = fab.x + fab.y;
	float Ems = 1.0 - Ess;
	vec3 Favg = Fr + ( 1.0 - Fr ) * 0.047619;	vec3 Fms = FssEss * Favg / ( 1.0 - Ems * Favg );
	singleScatter += FssEss;
	multiScatter += Fms * Ems;
}
#if NUM_RECT_AREA_LIGHTS > 0
	void RE_Direct_RectArea_Physical( const in RectAreaLight rectAreaLight, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {
		vec3 normal = geometryNormal;
		vec3 viewDir = geometryViewDir;
		vec3 position = geometryPosition;
		vec3 lightPos = rectAreaLight.position;
		vec3 halfWidth = rectAreaLight.halfWidth;
		vec3 halfHeight = rectAreaLight.halfHeight;
		vec3 lightColor = rectAreaLight.color;
		float roughness = material.roughness;
		vec3 rectCoords[ 4 ];
		rectCoords[ 0 ] = lightPos + halfWidth - halfHeight;		rectCoords[ 1 ] = lightPos - halfWidth - halfHeight;
		rectCoords[ 2 ] = lightPos - halfWidth + halfHeight;
		rectCoords[ 3 ] = lightPos + halfWidth + halfHeight;
		vec2 uv = LTC_Uv( normal, viewDir, roughness );
		vec4 t1 = texture2D( ltc_1, uv );
		vec4 t2 = texture2D( ltc_2, uv );
		mat3 mInv = mat3(
			vec3( t1.x, 0, t1.y ),
			vec3(    0, 1,    0 ),
			vec3( t1.z, 0, t1.w )
		);
		vec3 fresnel = ( material.specularColor * t2.x + ( vec3( 1.0 ) - material.specularColor ) * t2.y );
		reflectedLight.directSpecular += lightColor * fresnel * LTC_Evaluate( normal, viewDir, position, mInv, rectCoords );
		reflectedLight.directDiffuse += lightColor * material.diffuseColor * LTC_Evaluate( normal, viewDir, position, mat3( 1.0 ), rectCoords );
	}
#endif
void RE_Direct_Physical( const in IncidentLight directLight, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {
	float dotNL = saturate( dot( geometryNormal, directLight.direction ) );
	vec3 irradiance = dotNL * directLight.color;
	#ifdef USE_CLEARCOAT
		float dotNLcc = saturate( dot( geometryClearcoatNormal, directLight.direction ) );
		vec3 ccIrradiance = dotNLcc * directLight.color;
		clearcoatSpecularDirect += ccIrradiance * BRDF_GGX_Clearcoat( directLight.direction, geometryViewDir, geometryClearcoatNormal, material );
	#endif
	#ifdef USE_SHEEN
		sheenSpecularDirect += irradiance * BRDF_Sheen( directLight.direction, geometryViewDir, geometryNormal, material.sheenColor, material.sheenRoughness );
	#endif
	reflectedLight.directSpecular += irradiance * BRDF_GGX( directLight.direction, geometryViewDir, geometryNormal, material );
	reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
void RE_IndirectDiffuse_Physical( const in vec3 irradiance, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) {
	reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor );
}
void RE_IndirectSpecular_Physical( const in vec3 radiance, const in vec3 irradiance, const in vec3 clearcoatRadiance, const in vec3 geometryPosition, const in vec3 geometryNormal, const in vec3 geometryViewDir, const in vec3 geometryClearcoatNormal, const in PhysicalMaterial material, inout ReflectedLight reflectedLight) {
	#ifdef USE_CLEARCOAT
		clearcoatSpecularIndirect += clearcoatRadiance * EnvironmentBRDF( geometryClearcoatNormal, geometryViewDir, material.clearcoatF0, material.clearcoatF90, material.clearcoatRoughness );
	#endif
	#ifdef USE_SHEEN
		sheenSpecularIndirect += irradiance * material.sheenColor * IBLSheenBRDF( geometryNormal, geometryViewDir, material.sheenRoughness );
	#endif
	vec3 singleScattering = vec3( 0.0 );
	vec3 multiScattering = vec3( 0.0 );
	vec3 cosineWeightedIrradiance = irradiance * RECIPROCAL_PI;
	#ifdef USE_IRIDESCENCE
		computeMultiscatteringIridescence( geometryNormal, geometryViewDir, material.specularColor, material.specularF90, material.iridescence, material.iridescenceFresnel, material.roughness, singleScattering, multiScattering );
	#else
		computeMultiscattering( geometryNormal, geometryViewDir, material.specularColor, material.specularF90, material.roughness, singleScattering, multiScattering );
	#endif
	vec3 totalScattering = singleScattering + multiScattering;
	vec3 diffuse = material.diffuseColor * ( 1.0 - max( max( totalScattering.r, totalScattering.g ), totalScattering.b ) );
	reflectedLight.indirectSpecular += radiance * singleScattering;
	reflectedLight.indirectSpecular += multiScattering * cosineWeightedIrradiance;
	reflectedLight.indirectDiffuse += diffuse * cosineWeightedIrradiance;
}
#define RE_Direct				RE_Direct_Physical
#define RE_Direct_RectArea		RE_Direct_RectArea_Physical
#define RE_IndirectDiffuse		RE_IndirectDiffuse_Physical
#define RE_IndirectSpecular		RE_IndirectSpecular_Physical
float computeSpecularOcclusion( const in float dotNV, const in float ambientOcclusion, const in float roughness ) {
	return saturate( pow( dotNV + ambientOcclusion, exp2( - 16.0 * roughness - 1.0 ) ) - 1.0 + ambientOcclusion );
}`,lights_fragment_begin:`
vec3 geometryPosition = - vViewPosition;
vec3 geometryNormal = normal;
vec3 geometryViewDir = ( isOrthographic ) ? vec3( 0, 0, 1 ) : normalize( vViewPosition );
vec3 geometryClearcoatNormal = vec3( 0.0 );
#ifdef USE_CLEARCOAT
	geometryClearcoatNormal = clearcoatNormal;
#endif
#ifdef USE_IRIDESCENCE
	float dotNVi = saturate( dot( normal, geometryViewDir ) );
	if ( material.iridescenceThickness == 0.0 ) {
		material.iridescence = 0.0;
	} else {
		material.iridescence = saturate( material.iridescence );
	}
	if ( material.iridescence > 0.0 ) {
		material.iridescenceFresnel = evalIridescence( 1.0, material.iridescenceIOR, dotNVi, material.iridescenceThickness, material.specularColor );
		material.iridescenceF0 = Schlick_to_F0( material.iridescenceFresnel, 1.0, dotNVi );
	}
#endif
IncidentLight directLight;
#if ( NUM_POINT_LIGHTS > 0 ) && defined( RE_Direct )
	PointLight pointLight;
	#if defined( USE_SHADOWMAP ) && NUM_POINT_LIGHT_SHADOWS > 0
	PointLightShadow pointLightShadow;
	#endif
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_POINT_LIGHTS; i ++ ) {
		pointLight = pointLights[ i ];
		getPointLightInfo( pointLight, geometryPosition, directLight );
		#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_POINT_LIGHT_SHADOWS )
		pointLightShadow = pointLightShadows[ i ];
		directLight.color *= ( directLight.visible && receiveShadow ) ? getPointShadow( pointShadowMap[ i ], pointLightShadow.shadowMapSize, pointLightShadow.shadowIntensity, pointLightShadow.shadowBias, pointLightShadow.shadowRadius, vPointShadowCoord[ i ], pointLightShadow.shadowCameraNear, pointLightShadow.shadowCameraFar ) : 1.0;
		#endif
		RE_Direct( directLight, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
	}
	#pragma unroll_loop_end
#endif
#if ( NUM_SPOT_LIGHTS > 0 ) && defined( RE_Direct )
	SpotLight spotLight;
	vec4 spotColor;
	vec3 spotLightCoord;
	bool inSpotLightMap;
	#if defined( USE_SHADOWMAP ) && NUM_SPOT_LIGHT_SHADOWS > 0
	SpotLightShadow spotLightShadow;
	#endif
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_SPOT_LIGHTS; i ++ ) {
		spotLight = spotLights[ i ];
		getSpotLightInfo( spotLight, geometryPosition, directLight );
		#if ( UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS_WITH_MAPS )
		#define SPOT_LIGHT_MAP_INDEX UNROLLED_LOOP_INDEX
		#elif ( UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS )
		#define SPOT_LIGHT_MAP_INDEX NUM_SPOT_LIGHT_MAPS
		#else
		#define SPOT_LIGHT_MAP_INDEX ( UNROLLED_LOOP_INDEX - NUM_SPOT_LIGHT_SHADOWS + NUM_SPOT_LIGHT_SHADOWS_WITH_MAPS )
		#endif
		#if ( SPOT_LIGHT_MAP_INDEX < NUM_SPOT_LIGHT_MAPS )
			spotLightCoord = vSpotLightCoord[ i ].xyz / vSpotLightCoord[ i ].w;
			inSpotLightMap = all( lessThan( abs( spotLightCoord * 2. - 1. ), vec3( 1.0 ) ) );
			spotColor = texture2D( spotLightMap[ SPOT_LIGHT_MAP_INDEX ], spotLightCoord.xy );
			directLight.color = inSpotLightMap ? directLight.color * spotColor.rgb : directLight.color;
		#endif
		#undef SPOT_LIGHT_MAP_INDEX
		#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS )
		spotLightShadow = spotLightShadows[ i ];
		directLight.color *= ( directLight.visible && receiveShadow ) ? getShadow( spotShadowMap[ i ], spotLightShadow.shadowMapSize, spotLightShadow.shadowIntensity, spotLightShadow.shadowBias, spotLightShadow.shadowRadius, vSpotLightCoord[ i ] ) : 1.0;
		#endif
		RE_Direct( directLight, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
	}
	#pragma unroll_loop_end
#endif
#if ( NUM_DIR_LIGHTS > 0 ) && defined( RE_Direct )
	DirectionalLight directionalLight;
	#if defined( USE_SHADOWMAP ) && NUM_DIR_LIGHT_SHADOWS > 0
	DirectionalLightShadow directionalLightShadow;
	#endif
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_DIR_LIGHTS; i ++ ) {
		directionalLight = directionalLights[ i ];
		getDirectionalLightInfo( directionalLight, directLight );
		#if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_DIR_LIGHT_SHADOWS )
		directionalLightShadow = directionalLightShadows[ i ];
		directLight.color *= ( directLight.visible && receiveShadow ) ? getShadow( directionalShadowMap[ i ], directionalLightShadow.shadowMapSize, directionalLightShadow.shadowIntensity, directionalLightShadow.shadowBias, directionalLightShadow.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0;
		#endif
		RE_Direct( directLight, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
	}
	#pragma unroll_loop_end
#endif
#if ( NUM_RECT_AREA_LIGHTS > 0 ) && defined( RE_Direct_RectArea )
	RectAreaLight rectAreaLight;
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_RECT_AREA_LIGHTS; i ++ ) {
		rectAreaLight = rectAreaLights[ i ];
		RE_Direct_RectArea( rectAreaLight, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
	}
	#pragma unroll_loop_end
#endif
#if defined( RE_IndirectDiffuse )
	vec3 iblIrradiance = vec3( 0.0 );
	vec3 irradiance = getAmbientLightIrradiance( ambientLightColor );
	#if defined( USE_LIGHT_PROBES )
		irradiance += getLightProbeIrradiance( lightProbe, geometryNormal );
	#endif
	#if ( NUM_HEMI_LIGHTS > 0 )
		#pragma unroll_loop_start
		for ( int i = 0; i < NUM_HEMI_LIGHTS; i ++ ) {
			irradiance += getHemisphereLightIrradiance( hemisphereLights[ i ], geometryNormal );
		}
		#pragma unroll_loop_end
	#endif
#endif
#if defined( RE_IndirectSpecular )
	vec3 radiance = vec3( 0.0 );
	vec3 clearcoatRadiance = vec3( 0.0 );
#endif`,lights_fragment_maps:`#if defined( RE_IndirectDiffuse )
	#ifdef USE_LIGHTMAP
		vec4 lightMapTexel = texture2D( lightMap, vLightMapUv );
		vec3 lightMapIrradiance = lightMapTexel.rgb * lightMapIntensity;
		irradiance += lightMapIrradiance;
	#endif
	#if defined( USE_ENVMAP ) && defined( STANDARD ) && defined( ENVMAP_TYPE_CUBE_UV )
		iblIrradiance += getIBLIrradiance( geometryNormal );
	#endif
#endif
#if defined( USE_ENVMAP ) && defined( RE_IndirectSpecular )
	#ifdef USE_ANISOTROPY
		radiance += getIBLAnisotropyRadiance( geometryViewDir, geometryNormal, material.roughness, material.anisotropyB, material.anisotropy );
	#else
		radiance += getIBLRadiance( geometryViewDir, geometryNormal, material.roughness );
	#endif
	#ifdef USE_CLEARCOAT
		clearcoatRadiance += getIBLRadiance( geometryViewDir, geometryClearcoatNormal, material.clearcoatRoughness );
	#endif
#endif`,lights_fragment_end:`#if defined( RE_IndirectDiffuse )
	RE_IndirectDiffuse( irradiance, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
#endif
#if defined( RE_IndirectSpecular )
	RE_IndirectSpecular( radiance, iblIrradiance, clearcoatRadiance, geometryPosition, geometryNormal, geometryViewDir, geometryClearcoatNormal, material, reflectedLight );
#endif`,logdepthbuf_fragment:`#if defined( USE_LOGDEPTHBUF )
	gl_FragDepth = vIsPerspective == 0.0 ? gl_FragCoord.z : log2( vFragDepth ) * logDepthBufFC * 0.5;
#endif`,logdepthbuf_pars_fragment:`#if defined( USE_LOGDEPTHBUF )
	uniform float logDepthBufFC;
	varying float vFragDepth;
	varying float vIsPerspective;
#endif`,logdepthbuf_pars_vertex:`#ifdef USE_LOGDEPTHBUF
	varying float vFragDepth;
	varying float vIsPerspective;
#endif`,logdepthbuf_vertex:`#ifdef USE_LOGDEPTHBUF
	vFragDepth = 1.0 + gl_Position.w;
	vIsPerspective = float( isPerspectiveMatrix( projectionMatrix ) );
#endif`,map_fragment:`#ifdef USE_MAP
	vec4 sampledDiffuseColor = texture2D( map, vMapUv );
	#ifdef DECODE_VIDEO_TEXTURE
		sampledDiffuseColor = vec4( mix( pow( sampledDiffuseColor.rgb * 0.9478672986 + vec3( 0.0521327014 ), vec3( 2.4 ) ), sampledDiffuseColor.rgb * 0.0773993808, vec3( lessThanEqual( sampledDiffuseColor.rgb, vec3( 0.04045 ) ) ) ), sampledDiffuseColor.w );
	
	#endif
	diffuseColor *= sampledDiffuseColor;
#endif`,map_pars_fragment:`#ifdef USE_MAP
	uniform sampler2D map;
#endif`,map_particle_fragment:`#if defined( USE_MAP ) || defined( USE_ALPHAMAP )
	#if defined( USE_POINTS_UV )
		vec2 uv = vUv;
	#else
		vec2 uv = ( uvTransform * vec3( gl_PointCoord.x, 1.0 - gl_PointCoord.y, 1 ) ).xy;
	#endif
#endif
#ifdef USE_MAP
	diffuseColor *= texture2D( map, uv );
#endif
#ifdef USE_ALPHAMAP
	diffuseColor.a *= texture2D( alphaMap, uv ).g;
#endif`,map_particle_pars_fragment:`#if defined( USE_POINTS_UV )
	varying vec2 vUv;
#else
	#if defined( USE_MAP ) || defined( USE_ALPHAMAP )
		uniform mat3 uvTransform;
	#endif
#endif
#ifdef USE_MAP
	uniform sampler2D map;
#endif
#ifdef USE_ALPHAMAP
	uniform sampler2D alphaMap;
#endif`,metalnessmap_fragment:`float metalnessFactor = metalness;
#ifdef USE_METALNESSMAP
	vec4 texelMetalness = texture2D( metalnessMap, vMetalnessMapUv );
	metalnessFactor *= texelMetalness.b;
#endif`,metalnessmap_pars_fragment:`#ifdef USE_METALNESSMAP
	uniform sampler2D metalnessMap;
#endif`,morphinstance_vertex:`#ifdef USE_INSTANCING_MORPH
	float morphTargetInfluences[ MORPHTARGETS_COUNT ];
	float morphTargetBaseInfluence = texelFetch( morphTexture, ivec2( 0, gl_InstanceID ), 0 ).r;
	for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) {
		morphTargetInfluences[i] =  texelFetch( morphTexture, ivec2( i + 1, gl_InstanceID ), 0 ).r;
	}
#endif`,morphcolor_vertex:`#if defined( USE_MORPHCOLORS )
	vColor *= morphTargetBaseInfluence;
	for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) {
		#if defined( USE_COLOR_ALPHA )
			if ( morphTargetInfluences[ i ] != 0.0 ) vColor += getMorph( gl_VertexID, i, 2 ) * morphTargetInfluences[ i ];
		#elif defined( USE_COLOR )
			if ( morphTargetInfluences[ i ] != 0.0 ) vColor += getMorph( gl_VertexID, i, 2 ).rgb * morphTargetInfluences[ i ];
		#endif
	}
#endif`,morphnormal_vertex:`#ifdef USE_MORPHNORMALS
	objectNormal *= morphTargetBaseInfluence;
	for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) {
		if ( morphTargetInfluences[ i ] != 0.0 ) objectNormal += getMorph( gl_VertexID, i, 1 ).xyz * morphTargetInfluences[ i ];
	}
#endif`,morphtarget_pars_vertex:`#ifdef USE_MORPHTARGETS
	#ifndef USE_INSTANCING_MORPH
		uniform float morphTargetBaseInfluence;
		uniform float morphTargetInfluences[ MORPHTARGETS_COUNT ];
	#endif
	uniform sampler2DArray morphTargetsTexture;
	uniform ivec2 morphTargetsTextureSize;
	vec4 getMorph( const in int vertexIndex, const in int morphTargetIndex, const in int offset ) {
		int texelIndex = vertexIndex * MORPHTARGETS_TEXTURE_STRIDE + offset;
		int y = texelIndex / morphTargetsTextureSize.x;
		int x = texelIndex - y * morphTargetsTextureSize.x;
		ivec3 morphUV = ivec3( x, y, morphTargetIndex );
		return texelFetch( morphTargetsTexture, morphUV, 0 );
	}
#endif`,morphtarget_vertex:`#ifdef USE_MORPHTARGETS
	transformed *= morphTargetBaseInfluence;
	for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) {
		if ( morphTargetInfluences[ i ] != 0.0 ) transformed += getMorph( gl_VertexID, i, 0 ).xyz * morphTargetInfluences[ i ];
	}
#endif`,normal_fragment_begin:`float faceDirection = gl_FrontFacing ? 1.0 : - 1.0;
#ifdef FLAT_SHADED
	vec3 fdx = dFdx( vViewPosition );
	vec3 fdy = dFdy( vViewPosition );
	vec3 normal = normalize( cross( fdx, fdy ) );
#else
	vec3 normal = normalize( vNormal );
	#ifdef DOUBLE_SIDED
		normal *= faceDirection;
	#endif
#endif
#if defined( USE_NORMALMAP_TANGENTSPACE ) || defined( USE_CLEARCOAT_NORMALMAP ) || defined( USE_ANISOTROPY )
	#ifdef USE_TANGENT
		mat3 tbn = mat3( normalize( vTangent ), normalize( vBitangent ), normal );
	#else
		mat3 tbn = getTangentFrame( - vViewPosition, normal,
		#if defined( USE_NORMALMAP )
			vNormalMapUv
		#elif defined( USE_CLEARCOAT_NORMALMAP )
			vClearcoatNormalMapUv
		#else
			vUv
		#endif
		);
	#endif
	#if defined( DOUBLE_SIDED ) && ! defined( FLAT_SHADED )
		tbn[0] *= faceDirection;
		tbn[1] *= faceDirection;
	#endif
#endif
#ifdef USE_CLEARCOAT_NORMALMAP
	#ifdef USE_TANGENT
		mat3 tbn2 = mat3( normalize( vTangent ), normalize( vBitangent ), normal );
	#else
		mat3 tbn2 = getTangentFrame( - vViewPosition, normal, vClearcoatNormalMapUv );
	#endif
	#if defined( DOUBLE_SIDED ) && ! defined( FLAT_SHADED )
		tbn2[0] *= faceDirection;
		tbn2[1] *= faceDirection;
	#endif
#endif
vec3 nonPerturbedNormal = normal;`,normal_fragment_maps:`#ifdef USE_NORMALMAP_OBJECTSPACE
	normal = texture2D( normalMap, vNormalMapUv ).xyz * 2.0 - 1.0;
	#ifdef FLIP_SIDED
		normal = - normal;
	#endif
	#ifdef DOUBLE_SIDED
		normal = normal * faceDirection;
	#endif
	normal = normalize( normalMatrix * normal );
#elif defined( USE_NORMALMAP_TANGENTSPACE )
	vec3 mapN = texture2D( normalMap, vNormalMapUv ).xyz * 2.0 - 1.0;
	mapN.xy *= normalScale;
	normal = normalize( tbn * mapN );
#elif defined( USE_BUMPMAP )
	normal = perturbNormalArb( - vViewPosition, normal, dHdxy_fwd(), faceDirection );
#endif`,normal_pars_fragment:`#ifndef FLAT_SHADED
	varying vec3 vNormal;
	#ifdef USE_TANGENT
		varying vec3 vTangent;
		varying vec3 vBitangent;
	#endif
#endif`,normal_pars_vertex:`#ifndef FLAT_SHADED
	varying vec3 vNormal;
	#ifdef USE_TANGENT
		varying vec3 vTangent;
		varying vec3 vBitangent;
	#endif
#endif`,normal_vertex:`#ifndef FLAT_SHADED
	vNormal = normalize( transformedNormal );
	#ifdef USE_TANGENT
		vTangent = normalize( transformedTangent );
		vBitangent = normalize( cross( vNormal, vTangent ) * tangent.w );
	#endif
#endif`,normalmap_pars_fragment:`#ifdef USE_NORMALMAP
	uniform sampler2D normalMap;
	uniform vec2 normalScale;
#endif
#ifdef USE_NORMALMAP_OBJECTSPACE
	uniform mat3 normalMatrix;
#endif
#if ! defined ( USE_TANGENT ) && ( defined ( USE_NORMALMAP_TANGENTSPACE ) || defined ( USE_CLEARCOAT_NORMALMAP ) || defined( USE_ANISOTROPY ) )
	mat3 getTangentFrame( vec3 eye_pos, vec3 surf_norm, vec2 uv ) {
		vec3 q0 = dFdx( eye_pos.xyz );
		vec3 q1 = dFdy( eye_pos.xyz );
		vec2 st0 = dFdx( uv.st );
		vec2 st1 = dFdy( uv.st );
		vec3 N = surf_norm;
		vec3 q1perp = cross( q1, N );
		vec3 q0perp = cross( N, q0 );
		vec3 T = q1perp * st0.x + q0perp * st1.x;
		vec3 B = q1perp * st0.y + q0perp * st1.y;
		float det = max( dot( T, T ), dot( B, B ) );
		float scale = ( det == 0.0 ) ? 0.0 : inversesqrt( det );
		return mat3( T * scale, B * scale, N );
	}
#endif`,clearcoat_normal_fragment_begin:`#ifdef USE_CLEARCOAT
	vec3 clearcoatNormal = nonPerturbedNormal;
#endif`,clearcoat_normal_fragment_maps:`#ifdef USE_CLEARCOAT_NORMALMAP
	vec3 clearcoatMapN = texture2D( clearcoatNormalMap, vClearcoatNormalMapUv ).xyz * 2.0 - 1.0;
	clearcoatMapN.xy *= clearcoatNormalScale;
	clearcoatNormal = normalize( tbn2 * clearcoatMapN );
#endif`,clearcoat_pars_fragment:`#ifdef USE_CLEARCOATMAP
	uniform sampler2D clearcoatMap;
#endif
#ifdef USE_CLEARCOAT_NORMALMAP
	uniform sampler2D clearcoatNormalMap;
	uniform vec2 clearcoatNormalScale;
#endif
#ifdef USE_CLEARCOAT_ROUGHNESSMAP
	uniform sampler2D clearcoatRoughnessMap;
#endif`,iridescence_pars_fragment:`#ifdef USE_IRIDESCENCEMAP
	uniform sampler2D iridescenceMap;
#endif
#ifdef USE_IRIDESCENCE_THICKNESSMAP
	uniform sampler2D iridescenceThicknessMap;
#endif`,opaque_fragment:`#ifdef OPAQUE
diffuseColor.a = 1.0;
#endif
#ifdef USE_TRANSMISSION
diffuseColor.a *= material.transmissionAlpha;
#endif
gl_FragColor = vec4( outgoingLight, diffuseColor.a );`,packing:`vec3 packNormalToRGB( const in vec3 normal ) {
	return normalize( normal ) * 0.5 + 0.5;
}
vec3 unpackRGBToNormal( const in vec3 rgb ) {
	return 2.0 * rgb.xyz - 1.0;
}
const float PackUpscale = 256. / 255.;const float UnpackDownscale = 255. / 256.;const float ShiftRight8 = 1. / 256.;
const float Inv255 = 1. / 255.;
const vec4 PackFactors = vec4( 1.0, 256.0, 256.0 * 256.0, 256.0 * 256.0 * 256.0 );
const vec2 UnpackFactors2 = vec2( UnpackDownscale, 1.0 / PackFactors.g );
const vec3 UnpackFactors3 = vec3( UnpackDownscale / PackFactors.rg, 1.0 / PackFactors.b );
const vec4 UnpackFactors4 = vec4( UnpackDownscale / PackFactors.rgb, 1.0 / PackFactors.a );
vec4 packDepthToRGBA( const in float v ) {
	if( v <= 0.0 )
		return vec4( 0., 0., 0., 0. );
	if( v >= 1.0 )
		return vec4( 1., 1., 1., 1. );
	float vuf;
	float af = modf( v * PackFactors.a, vuf );
	float bf = modf( vuf * ShiftRight8, vuf );
	float gf = modf( vuf * ShiftRight8, vuf );
	return vec4( vuf * Inv255, gf * PackUpscale, bf * PackUpscale, af );
}
vec3 packDepthToRGB( const in float v ) {
	if( v <= 0.0 )
		return vec3( 0., 0., 0. );
	if( v >= 1.0 )
		return vec3( 1., 1., 1. );
	float vuf;
	float bf = modf( v * PackFactors.b, vuf );
	float gf = modf( vuf * ShiftRight8, vuf );
	return vec3( vuf * Inv255, gf * PackUpscale, bf );
}
vec2 packDepthToRG( const in float v ) {
	if( v <= 0.0 )
		return vec2( 0., 0. );
	if( v >= 1.0 )
		return vec2( 1., 1. );
	float vuf;
	float gf = modf( v * 256., vuf );
	return vec2( vuf * Inv255, gf );
}
float unpackRGBAToDepth( const in vec4 v ) {
	return dot( v, UnpackFactors4 );
}
float unpackRGBToDepth( const in vec3 v ) {
	return dot( v, UnpackFactors3 );
}
float unpackRGToDepth( const in vec2 v ) {
	return v.r * UnpackFactors2.r + v.g * UnpackFactors2.g;
}
vec4 pack2HalfToRGBA( const in vec2 v ) {
	vec4 r = vec4( v.x, fract( v.x * 255.0 ), v.y, fract( v.y * 255.0 ) );
	return vec4( r.x - r.y / 255.0, r.y, r.z - r.w / 255.0, r.w );
}
vec2 unpackRGBATo2Half( const in vec4 v ) {
	return vec2( v.x + ( v.y / 255.0 ), v.z + ( v.w / 255.0 ) );
}
float viewZToOrthographicDepth( const in float viewZ, const in float near, const in float far ) {
	return ( viewZ + near ) / ( near - far );
}
float orthographicDepthToViewZ( const in float depth, const in float near, const in float far ) {
	return depth * ( near - far ) - near;
}
float viewZToPerspectiveDepth( const in float viewZ, const in float near, const in float far ) {
	return ( ( near + viewZ ) * far ) / ( ( far - near ) * viewZ );
}
float perspectiveDepthToViewZ( const in float depth, const in float near, const in float far ) {
	return ( near * far ) / ( ( far - near ) * depth - far );
}`,premultiplied_alpha_fragment:`#ifdef PREMULTIPLIED_ALPHA
	gl_FragColor.rgb *= gl_FragColor.a;
#endif`,project_vertex:`vec4 mvPosition = vec4( transformed, 1.0 );
#ifdef USE_BATCHING
	mvPosition = batchingMatrix * mvPosition;
#endif
#ifdef USE_INSTANCING
	mvPosition = instanceMatrix * mvPosition;
#endif
mvPosition = modelViewMatrix * mvPosition;
gl_Position = projectionMatrix * mvPosition;`,dithering_fragment:`#ifdef DITHERING
	gl_FragColor.rgb = dithering( gl_FragColor.rgb );
#endif`,dithering_pars_fragment:`#ifdef DITHERING
	vec3 dithering( vec3 color ) {
		float grid_position = rand( gl_FragCoord.xy );
		vec3 dither_shift_RGB = vec3( 0.25 / 255.0, -0.25 / 255.0, 0.25 / 255.0 );
		dither_shift_RGB = mix( 2.0 * dither_shift_RGB, -2.0 * dither_shift_RGB, grid_position );
		return color + dither_shift_RGB;
	}
#endif`,roughnessmap_fragment:`float roughnessFactor = roughness;
#ifdef USE_ROUGHNESSMAP
	vec4 texelRoughness = texture2D( roughnessMap, vRoughnessMapUv );
	roughnessFactor *= texelRoughness.g;
#endif`,roughnessmap_pars_fragment:`#ifdef USE_ROUGHNESSMAP
	uniform sampler2D roughnessMap;
#endif`,shadowmap_pars_fragment:`#if NUM_SPOT_LIGHT_COORDS > 0
	varying vec4 vSpotLightCoord[ NUM_SPOT_LIGHT_COORDS ];
#endif
#if NUM_SPOT_LIGHT_MAPS > 0
	uniform sampler2D spotLightMap[ NUM_SPOT_LIGHT_MAPS ];
#endif
#ifdef USE_SHADOWMAP
	#if NUM_DIR_LIGHT_SHADOWS > 0
		uniform sampler2D directionalShadowMap[ NUM_DIR_LIGHT_SHADOWS ];
		varying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ];
		struct DirectionalLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
		};
		uniform DirectionalLightShadow directionalLightShadows[ NUM_DIR_LIGHT_SHADOWS ];
	#endif
	#if NUM_SPOT_LIGHT_SHADOWS > 0
		uniform sampler2D spotShadowMap[ NUM_SPOT_LIGHT_SHADOWS ];
		struct SpotLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
		};
		uniform SpotLightShadow spotLightShadows[ NUM_SPOT_LIGHT_SHADOWS ];
	#endif
	#if NUM_POINT_LIGHT_SHADOWS > 0
		uniform sampler2D pointShadowMap[ NUM_POINT_LIGHT_SHADOWS ];
		varying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ];
		struct PointLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
			float shadowCameraNear;
			float shadowCameraFar;
		};
		uniform PointLightShadow pointLightShadows[ NUM_POINT_LIGHT_SHADOWS ];
	#endif
	float texture2DCompare( sampler2D depths, vec2 uv, float compare ) {
		return step( compare, unpackRGBAToDepth( texture2D( depths, uv ) ) );
	}
	vec2 texture2DDistribution( sampler2D shadow, vec2 uv ) {
		return unpackRGBATo2Half( texture2D( shadow, uv ) );
	}
	float VSMShadow (sampler2D shadow, vec2 uv, float compare ){
		float occlusion = 1.0;
		vec2 distribution = texture2DDistribution( shadow, uv );
		float hard_shadow = step( compare , distribution.x );
		if (hard_shadow != 1.0 ) {
			float distance = compare - distribution.x ;
			float variance = max( 0.00000, distribution.y * distribution.y );
			float softness_probability = variance / (variance + distance * distance );			softness_probability = clamp( ( softness_probability - 0.3 ) / ( 0.95 - 0.3 ), 0.0, 1.0 );			occlusion = clamp( max( hard_shadow, softness_probability ), 0.0, 1.0 );
		}
		return occlusion;
	}
	float getShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowIntensity, float shadowBias, float shadowRadius, vec4 shadowCoord ) {
		float shadow = 1.0;
		shadowCoord.xyz /= shadowCoord.w;
		shadowCoord.z += shadowBias;
		bool inFrustum = shadowCoord.x >= 0.0 && shadowCoord.x <= 1.0 && shadowCoord.y >= 0.0 && shadowCoord.y <= 1.0;
		bool frustumTest = inFrustum && shadowCoord.z <= 1.0;
		if ( frustumTest ) {
		#if defined( SHADOWMAP_TYPE_PCF )
			vec2 texelSize = vec2( 1.0 ) / shadowMapSize;
			float dx0 = - texelSize.x * shadowRadius;
			float dy0 = - texelSize.y * shadowRadius;
			float dx1 = + texelSize.x * shadowRadius;
			float dy1 = + texelSize.y * shadowRadius;
			float dx2 = dx0 / 2.0;
			float dy2 = dy0 / 2.0;
			float dx3 = dx1 / 2.0;
			float dy3 = dy1 / 2.0;
			shadow = (
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy2 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy2 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy2 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, 0.0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, 0.0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, 0.0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, 0.0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy3 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy3 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy3 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy1 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy1 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy1 ), shadowCoord.z )
			) * ( 1.0 / 17.0 );
		#elif defined( SHADOWMAP_TYPE_PCF_SOFT )
			vec2 texelSize = vec2( 1.0 ) / shadowMapSize;
			float dx = texelSize.x;
			float dy = texelSize.y;
			vec2 uv = shadowCoord.xy;
			vec2 f = fract( uv * shadowMapSize + 0.5 );
			uv -= f * texelSize;
			shadow = (
				texture2DCompare( shadowMap, uv, shadowCoord.z ) +
				texture2DCompare( shadowMap, uv + vec2( dx, 0.0 ), shadowCoord.z ) +
				texture2DCompare( shadowMap, uv + vec2( 0.0, dy ), shadowCoord.z ) +
				texture2DCompare( shadowMap, uv + texelSize, shadowCoord.z ) +
				mix( texture2DCompare( shadowMap, uv + vec2( -dx, 0.0 ), shadowCoord.z ),
					 texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 0.0 ), shadowCoord.z ),
					 f.x ) +
				mix( texture2DCompare( shadowMap, uv + vec2( -dx, dy ), shadowCoord.z ),
					 texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, dy ), shadowCoord.z ),
					 f.x ) +
				mix( texture2DCompare( shadowMap, uv + vec2( 0.0, -dy ), shadowCoord.z ),
					 texture2DCompare( shadowMap, uv + vec2( 0.0, 2.0 * dy ), shadowCoord.z ),
					 f.y ) +
				mix( texture2DCompare( shadowMap, uv + vec2( dx, -dy ), shadowCoord.z ),
					 texture2DCompare( shadowMap, uv + vec2( dx, 2.0 * dy ), shadowCoord.z ),
					 f.y ) +
				mix( mix( texture2DCompare( shadowMap, uv + vec2( -dx, -dy ), shadowCoord.z ),
						  texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, -dy ), shadowCoord.z ),
						  f.x ),
					 mix( texture2DCompare( shadowMap, uv + vec2( -dx, 2.0 * dy ), shadowCoord.z ),
						  texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 2.0 * dy ), shadowCoord.z ),
						  f.x ),
					 f.y )
			) * ( 1.0 / 9.0 );
		#elif defined( SHADOWMAP_TYPE_VSM )
			shadow = VSMShadow( shadowMap, shadowCoord.xy, shadowCoord.z );
		#else
			shadow = texture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z );
		#endif
		}
		return mix( 1.0, shadow, shadowIntensity );
	}
	vec2 cubeToUV( vec3 v, float texelSizeY ) {
		vec3 absV = abs( v );
		float scaleToCube = 1.0 / max( absV.x, max( absV.y, absV.z ) );
		absV *= scaleToCube;
		v *= scaleToCube * ( 1.0 - 2.0 * texelSizeY );
		vec2 planar = v.xy;
		float almostATexel = 1.5 * texelSizeY;
		float almostOne = 1.0 - almostATexel;
		if ( absV.z >= almostOne ) {
			if ( v.z > 0.0 )
				planar.x = 4.0 - v.x;
		} else if ( absV.x >= almostOne ) {
			float signX = sign( v.x );
			planar.x = v.z * signX + 2.0 * signX;
		} else if ( absV.y >= almostOne ) {
			float signY = sign( v.y );
			planar.x = v.x + 2.0 * signY + 2.0;
			planar.y = v.z * signY - 2.0;
		}
		return vec2( 0.125, 0.25 ) * planar + vec2( 0.375, 0.75 );
	}
	float getPointShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowIntensity, float shadowBias, float shadowRadius, vec4 shadowCoord, float shadowCameraNear, float shadowCameraFar ) {
		float shadow = 1.0;
		vec3 lightToPosition = shadowCoord.xyz;
		
		float lightToPositionLength = length( lightToPosition );
		if ( lightToPositionLength - shadowCameraFar <= 0.0 && lightToPositionLength - shadowCameraNear >= 0.0 ) {
			float dp = ( lightToPositionLength - shadowCameraNear ) / ( shadowCameraFar - shadowCameraNear );			dp += shadowBias;
			vec3 bd3D = normalize( lightToPosition );
			vec2 texelSize = vec2( 1.0 ) / ( shadowMapSize * vec2( 4.0, 2.0 ) );
			#if defined( SHADOWMAP_TYPE_PCF ) || defined( SHADOWMAP_TYPE_PCF_SOFT ) || defined( SHADOWMAP_TYPE_VSM )
				vec2 offset = vec2( - 1, 1 ) * shadowRadius * texelSize.y;
				shadow = (
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyy, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyy, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyx, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyx, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxy, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxy, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxx, texelSize.y ), dp ) +
					texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxx, texelSize.y ), dp )
				) * ( 1.0 / 9.0 );
			#else
				shadow = texture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp );
			#endif
		}
		return mix( 1.0, shadow, shadowIntensity );
	}
#endif`,shadowmap_pars_vertex:`#if NUM_SPOT_LIGHT_COORDS > 0
	uniform mat4 spotLightMatrix[ NUM_SPOT_LIGHT_COORDS ];
	varying vec4 vSpotLightCoord[ NUM_SPOT_LIGHT_COORDS ];
#endif
#ifdef USE_SHADOWMAP
	#if NUM_DIR_LIGHT_SHADOWS > 0
		uniform mat4 directionalShadowMatrix[ NUM_DIR_LIGHT_SHADOWS ];
		varying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ];
		struct DirectionalLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
		};
		uniform DirectionalLightShadow directionalLightShadows[ NUM_DIR_LIGHT_SHADOWS ];
	#endif
	#if NUM_SPOT_LIGHT_SHADOWS > 0
		struct SpotLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
		};
		uniform SpotLightShadow spotLightShadows[ NUM_SPOT_LIGHT_SHADOWS ];
	#endif
	#if NUM_POINT_LIGHT_SHADOWS > 0
		uniform mat4 pointShadowMatrix[ NUM_POINT_LIGHT_SHADOWS ];
		varying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ];
		struct PointLightShadow {
			float shadowIntensity;
			float shadowBias;
			float shadowNormalBias;
			float shadowRadius;
			vec2 shadowMapSize;
			float shadowCameraNear;
			float shadowCameraFar;
		};
		uniform PointLightShadow pointLightShadows[ NUM_POINT_LIGHT_SHADOWS ];
	#endif
#endif`,shadowmap_vertex:`#if ( defined( USE_SHADOWMAP ) && ( NUM_DIR_LIGHT_SHADOWS > 0 || NUM_POINT_LIGHT_SHADOWS > 0 ) ) || ( NUM_SPOT_LIGHT_COORDS > 0 )
	vec3 shadowWorldNormal = inverseTransformDirection( transformedNormal, viewMatrix );
	vec4 shadowWorldPosition;
#endif
#if defined( USE_SHADOWMAP )
	#if NUM_DIR_LIGHT_SHADOWS > 0
		#pragma unroll_loop_start
		for ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) {
			shadowWorldPosition = worldPosition + vec4( shadowWorldNormal * directionalLightShadows[ i ].shadowNormalBias, 0 );
			vDirectionalShadowCoord[ i ] = directionalShadowMatrix[ i ] * shadowWorldPosition;
		}
		#pragma unroll_loop_end
	#endif
	#if NUM_POINT_LIGHT_SHADOWS > 0
		#pragma unroll_loop_start
		for ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) {
			shadowWorldPosition = worldPosition + vec4( shadowWorldNormal * pointLightShadows[ i ].shadowNormalBias, 0 );
			vPointShadowCoord[ i ] = pointShadowMatrix[ i ] * shadowWorldPosition;
		}
		#pragma unroll_loop_end
	#endif
#endif
#if NUM_SPOT_LIGHT_COORDS > 0
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_SPOT_LIGHT_COORDS; i ++ ) {
		shadowWorldPosition = worldPosition;
		#if ( defined( USE_SHADOWMAP ) && UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS )
			shadowWorldPosition.xyz += shadowWorldNormal * spotLightShadows[ i ].shadowNormalBias;
		#endif
		vSpotLightCoord[ i ] = spotLightMatrix[ i ] * shadowWorldPosition;
	}
	#pragma unroll_loop_end
#endif`,shadowmask_pars_fragment:`float getShadowMask() {
	float shadow = 1.0;
	#ifdef USE_SHADOWMAP
	#if NUM_DIR_LIGHT_SHADOWS > 0
	DirectionalLightShadow directionalLight;
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) {
		directionalLight = directionalLightShadows[ i ];
		shadow *= receiveShadow ? getShadow( directionalShadowMap[ i ], directionalLight.shadowMapSize, directionalLight.shadowIntensity, directionalLight.shadowBias, directionalLight.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0;
	}
	#pragma unroll_loop_end
	#endif
	#if NUM_SPOT_LIGHT_SHADOWS > 0
	SpotLightShadow spotLight;
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_SPOT_LIGHT_SHADOWS; i ++ ) {
		spotLight = spotLightShadows[ i ];
		shadow *= receiveShadow ? getShadow( spotShadowMap[ i ], spotLight.shadowMapSize, spotLight.shadowIntensity, spotLight.shadowBias, spotLight.shadowRadius, vSpotLightCoord[ i ] ) : 1.0;
	}
	#pragma unroll_loop_end
	#endif
	#if NUM_POINT_LIGHT_SHADOWS > 0
	PointLightShadow pointLight;
	#pragma unroll_loop_start
	for ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) {
		pointLight = pointLightShadows[ i ];
		shadow *= receiveShadow ? getPointShadow( pointShadowMap[ i ], pointLight.shadowMapSize, pointLight.shadowIntensity, pointLight.shadowBias, pointLight.shadowRadius, vPointShadowCoord[ i ], pointLight.shadowCameraNear, pointLight.shadowCameraFar ) : 1.0;
	}
	#pragma unroll_loop_end
	#endif
	#endif
	return shadow;
}`,skinbase_vertex:`#ifdef USE_SKINNING
	mat4 boneMatX = getBoneMatrix( skinIndex.x );
	mat4 boneMatY = getBoneMatrix( skinIndex.y );
	mat4 boneMatZ = getBoneMatrix( skinIndex.z );
	mat4 boneMatW = getBoneMatrix( skinIndex.w );
#endif`,skinning_pars_vertex:`#ifdef USE_SKINNING
	uniform mat4 bindMatrix;
	uniform mat4 bindMatrixInverse;
	uniform highp sampler2D boneTexture;
	mat4 getBoneMatrix( const in float i ) {
		int size = textureSize( boneTexture, 0 ).x;
		int j = int( i ) * 4;
		int x = j % size;
		int y = j / size;
		vec4 v1 = texelFetch( boneTexture, ivec2( x, y ), 0 );
		vec4 v2 = texelFetch( boneTexture, ivec2( x + 1, y ), 0 );
		vec4 v3 = texelFetch( boneTexture, ivec2( x + 2, y ), 0 );
		vec4 v4 = texelFetch( boneTexture, ivec2( x + 3, y ), 0 );
		return mat4( v1, v2, v3, v4 );
	}
#endif`,skinning_vertex:`#ifdef USE_SKINNING
	vec4 skinVertex = bindMatrix * vec4( transformed, 1.0 );
	vec4 skinned = vec4( 0.0 );
	skinned += boneMatX * skinVertex * skinWeight.x;
	skinned += boneMatY * skinVertex * skinWeight.y;
	skinned += boneMatZ * skinVertex * skinWeight.z;
	skinned += boneMatW * skinVertex * skinWeight.w;
	transformed = ( bindMatrixInverse * skinned ).xyz;
#endif`,skinnormal_vertex:`#ifdef USE_SKINNING
	mat4 skinMatrix = mat4( 0.0 );
	skinMatrix += skinWeight.x * boneMatX;
	skinMatrix += skinWeight.y * boneMatY;
	skinMatrix += skinWeight.z * boneMatZ;
	skinMatrix += skinWeight.w * boneMatW;
	skinMatrix = bindMatrixInverse * skinMatrix * bindMatrix;
	objectNormal = vec4( skinMatrix * vec4( objectNormal, 0.0 ) ).xyz;
	#ifdef USE_TANGENT
		objectTangent = vec4( skinMatrix * vec4( objectTangent, 0.0 ) ).xyz;
	#endif
#endif`,specularmap_fragment:`float specularStrength;
#ifdef USE_SPECULARMAP
	vec4 texelSpecular = texture2D( specularMap, vSpecularMapUv );
	specularStrength = texelSpecular.r;
#else
	specularStrength = 1.0;
#endif`,specularmap_pars_fragment:`#ifdef USE_SPECULARMAP
	uniform sampler2D specularMap;
#endif`,tonemapping_fragment:`#if defined( TONE_MAPPING )
	gl_FragColor.rgb = toneMapping( gl_FragColor.rgb );
#endif`,tonemapping_pars_fragment:`#ifndef saturate
#define saturate( a ) clamp( a, 0.0, 1.0 )
#endif
uniform float toneMappingExposure;
vec3 LinearToneMapping( vec3 color ) {
	return saturate( toneMappingExposure * color );
}
vec3 ReinhardToneMapping( vec3 color ) {
	color *= toneMappingExposure;
	return saturate( color / ( vec3( 1.0 ) + color ) );
}
vec3 CineonToneMapping( vec3 color ) {
	color *= toneMappingExposure;
	color = max( vec3( 0.0 ), color - 0.004 );
	return pow( ( color * ( 6.2 * color + 0.5 ) ) / ( color * ( 6.2 * color + 1.7 ) + 0.06 ), vec3( 2.2 ) );
}
vec3 RRTAndODTFit( vec3 v ) {
	vec3 a = v * ( v + 0.0245786 ) - 0.000090537;
	vec3 b = v * ( 0.983729 * v + 0.4329510 ) + 0.238081;
	return a / b;
}
vec3 ACESFilmicToneMapping( vec3 color ) {
	const mat3 ACESInputMat = mat3(
		vec3( 0.59719, 0.07600, 0.02840 ),		vec3( 0.35458, 0.90834, 0.13383 ),
		vec3( 0.04823, 0.01566, 0.83777 )
	);
	const mat3 ACESOutputMat = mat3(
		vec3(  1.60475, -0.10208, -0.00327 ),		vec3( -0.53108,  1.10813, -0.07276 ),
		vec3( -0.07367, -0.00605,  1.07602 )
	);
	color *= toneMappingExposure / 0.6;
	color = ACESInputMat * color;
	color = RRTAndODTFit( color );
	color = ACESOutputMat * color;
	return saturate( color );
}
const mat3 LINEAR_REC2020_TO_LINEAR_SRGB = mat3(
	vec3( 1.6605, - 0.1246, - 0.0182 ),
	vec3( - 0.5876, 1.1329, - 0.1006 ),
	vec3( - 0.0728, - 0.0083, 1.1187 )
);
const mat3 LINEAR_SRGB_TO_LINEAR_REC2020 = mat3(
	vec3( 0.6274, 0.0691, 0.0164 ),
	vec3( 0.3293, 0.9195, 0.0880 ),
	vec3( 0.0433, 0.0113, 0.8956 )
);
vec3 agxDefaultContrastApprox( vec3 x ) {
	vec3 x2 = x * x;
	vec3 x4 = x2 * x2;
	return + 15.5 * x4 * x2
		- 40.14 * x4 * x
		+ 31.96 * x4
		- 6.868 * x2 * x
		+ 0.4298 * x2
		+ 0.1191 * x
		- 0.00232;
}
vec3 AgXToneMapping( vec3 color ) {
	const mat3 AgXInsetMatrix = mat3(
		vec3( 0.856627153315983, 0.137318972929847, 0.11189821299995 ),
		vec3( 0.0951212405381588, 0.761241990602591, 0.0767994186031903 ),
		vec3( 0.0482516061458583, 0.101439036467562, 0.811302368396859 )
	);
	const mat3 AgXOutsetMatrix = mat3(
		vec3( 1.1271005818144368, - 0.1413297634984383, - 0.14132976349843826 ),
		vec3( - 0.11060664309660323, 1.157823702216272, - 0.11060664309660294 ),
		vec3( - 0.016493938717834573, - 0.016493938717834257, 1.2519364065950405 )
	);
	const float AgxMinEv = - 12.47393;	const float AgxMaxEv = 4.026069;
	color *= toneMappingExposure;
	color = LINEAR_SRGB_TO_LINEAR_REC2020 * color;
	color = AgXInsetMatrix * color;
	color = max( color, 1e-10 );	color = log2( color );
	color = ( color - AgxMinEv ) / ( AgxMaxEv - AgxMinEv );
	color = clamp( color, 0.0, 1.0 );
	color = agxDefaultContrastApprox( color );
	color = AgXOutsetMatrix * color;
	color = pow( max( vec3( 0.0 ), color ), vec3( 2.2 ) );
	color = LINEAR_REC2020_TO_LINEAR_SRGB * color;
	color = clamp( color, 0.0, 1.0 );
	return color;
}
vec3 NeutralToneMapping( vec3 color ) {
	const float StartCompression = 0.8 - 0.04;
	const float Desaturation = 0.15;
	color *= toneMappingExposure;
	float x = min( color.r, min( color.g, color.b ) );
	float offset = x < 0.08 ? x - 6.25 * x * x : 0.04;
	color -= offset;
	float peak = max( color.r, max( color.g, color.b ) );
	if ( peak < StartCompression ) return color;
	float d = 1. - StartCompression;
	float newPeak = 1. - d * d / ( peak + d - StartCompression );
	color *= newPeak / peak;
	float g = 1. - 1. / ( Desaturation * ( peak - newPeak ) + 1. );
	return mix( color, vec3( newPeak ), g );
}
vec3 CustomToneMapping( vec3 color ) { return color; }`,transmission_fragment:`#ifdef USE_TRANSMISSION
	material.transmission = transmission;
	material.transmissionAlpha = 1.0;
	material.thickness = thickness;
	material.attenuationDistance = attenuationDistance;
	material.attenuationColor = attenuationColor;
	#ifdef USE_TRANSMISSIONMAP
		material.transmission *= texture2D( transmissionMap, vTransmissionMapUv ).r;
	#endif
	#ifdef USE_THICKNESSMAP
		material.thickness *= texture2D( thicknessMap, vThicknessMapUv ).g;
	#endif
	vec3 pos = vWorldPosition;
	vec3 v = normalize( cameraPosition - pos );
	vec3 n = inverseTransformDirection( normal, viewMatrix );
	vec4 transmitted = getIBLVolumeRefraction(
		n, v, material.roughness, material.diffuseColor, material.specularColor, material.specularF90,
		pos, modelMatrix, viewMatrix, projectionMatrix, material.dispersion, material.ior, material.thickness,
		material.attenuationColor, material.attenuationDistance );
	material.transmissionAlpha = mix( material.transmissionAlpha, transmitted.a, material.transmission );
	totalDiffuse = mix( totalDiffuse, transmitted.rgb, material.transmission );
#endif`,transmission_pars_fragment:`#ifdef USE_TRANSMISSION
	uniform float transmission;
	uniform float thickness;
	uniform float attenuationDistance;
	uniform vec3 attenuationColor;
	#ifdef USE_TRANSMISSIONMAP
		uniform sampler2D transmissionMap;
	#endif
	#ifdef USE_THICKNESSMAP
		uniform sampler2D thicknessMap;
	#endif
	uniform vec2 transmissionSamplerSize;
	uniform sampler2D transmissionSamplerMap;
	uniform mat4 modelMatrix;
	uniform mat4 projectionMatrix;
	varying vec3 vWorldPosition;
	float w0( float a ) {
		return ( 1.0 / 6.0 ) * ( a * ( a * ( - a + 3.0 ) - 3.0 ) + 1.0 );
	}
	float w1( float a ) {
		return ( 1.0 / 6.0 ) * ( a *  a * ( 3.0 * a - 6.0 ) + 4.0 );
	}
	float w2( float a ){
		return ( 1.0 / 6.0 ) * ( a * ( a * ( - 3.0 * a + 3.0 ) + 3.0 ) + 1.0 );
	}
	float w3( float a ) {
		return ( 1.0 / 6.0 ) * ( a * a * a );
	}
	float g0( float a ) {
		return w0( a ) + w1( a );
	}
	float g1( float a ) {
		return w2( a ) + w3( a );
	}
	float h0( float a ) {
		return - 1.0 + w1( a ) / ( w0( a ) + w1( a ) );
	}
	float h1( float a ) {
		return 1.0 + w3( a ) / ( w2( a ) + w3( a ) );
	}
	vec4 bicubic( sampler2D tex, vec2 uv, vec4 texelSize, float lod ) {
		uv = uv * texelSize.zw + 0.5;
		vec2 iuv = floor( uv );
		vec2 fuv = fract( uv );
		float g0x = g0( fuv.x );
		float g1x = g1( fuv.x );
		float h0x = h0( fuv.x );
		float h1x = h1( fuv.x );
		float h0y = h0( fuv.y );
		float h1y = h1( fuv.y );
		vec2 p0 = ( vec2( iuv.x + h0x, iuv.y + h0y ) - 0.5 ) * texelSize.xy;
		vec2 p1 = ( vec2( iuv.x + h1x, iuv.y + h0y ) - 0.5 ) * texelSize.xy;
		vec2 p2 = ( vec2( iuv.x + h0x, iuv.y + h1y ) - 0.5 ) * texelSize.xy;
		vec2 p3 = ( vec2( iuv.x + h1x, iuv.y + h1y ) - 0.5 ) * texelSize.xy;
		return g0( fuv.y ) * ( g0x * textureLod( tex, p0, lod ) + g1x * textureLod( tex, p1, lod ) ) +
			g1( fuv.y ) * ( g0x * textureLod( tex, p2, lod ) + g1x * textureLod( tex, p3, lod ) );
	}
	vec4 textureBicubic( sampler2D sampler, vec2 uv, float lod ) {
		vec2 fLodSize = vec2( textureSize( sampler, int( lod ) ) );
		vec2 cLodSize = vec2( textureSize( sampler, int( lod + 1.0 ) ) );
		vec2 fLodSizeInv = 1.0 / fLodSize;
		vec2 cLodSizeInv = 1.0 / cLodSize;
		vec4 fSample = bicubic( sampler, uv, vec4( fLodSizeInv, fLodSize ), floor( lod ) );
		vec4 cSample = bicubic( sampler, uv, vec4( cLodSizeInv, cLodSize ), ceil( lod ) );
		return mix( fSample, cSample, fract( lod ) );
	}
	vec3 getVolumeTransmissionRay( const in vec3 n, const in vec3 v, const in float thickness, const in float ior, const in mat4 modelMatrix ) {
		vec3 refractionVector = refract( - v, normalize( n ), 1.0 / ior );
		vec3 modelScale;
		modelScale.x = length( vec3( modelMatrix[ 0 ].xyz ) );
		modelScale.y = length( vec3( modelMatrix[ 1 ].xyz ) );
		modelScale.z = length( vec3( modelMatrix[ 2 ].xyz ) );
		return normalize( refractionVector ) * thickness * modelScale;
	}
	float applyIorToRoughness( const in float roughness, const in float ior ) {
		return roughness * clamp( ior * 2.0 - 2.0, 0.0, 1.0 );
	}
	vec4 getTransmissionSample( const in vec2 fragCoord, const in float roughness, const in float ior ) {
		float lod = log2( transmissionSamplerSize.x ) * applyIorToRoughness( roughness, ior );
		return textureBicubic( transmissionSamplerMap, fragCoord.xy, lod );
	}
	vec3 volumeAttenuation( const in float transmissionDistance, const in vec3 attenuationColor, const in float attenuationDistance ) {
		if ( isinf( attenuationDistance ) ) {
			return vec3( 1.0 );
		} else {
			vec3 attenuationCoefficient = -log( attenuationColor ) / attenuationDistance;
			vec3 transmittance = exp( - attenuationCoefficient * transmissionDistance );			return transmittance;
		}
	}
	vec4 getIBLVolumeRefraction( const in vec3 n, const in vec3 v, const in float roughness, const in vec3 diffuseColor,
		const in vec3 specularColor, const in float specularF90, const in vec3 position, const in mat4 modelMatrix,
		const in mat4 viewMatrix, const in mat4 projMatrix, const in float dispersion, const in float ior, const in float thickness,
		const in vec3 attenuationColor, const in float attenuationDistance ) {
		vec4 transmittedLight;
		vec3 transmittance;
		#ifdef USE_DISPERSION
			float halfSpread = ( ior - 1.0 ) * 0.025 * dispersion;
			vec3 iors = vec3( ior - halfSpread, ior, ior + halfSpread );
			for ( int i = 0; i < 3; i ++ ) {
				vec3 transmissionRay = getVolumeTransmissionRay( n, v, thickness, iors[ i ], modelMatrix );
				vec3 refractedRayExit = position + transmissionRay;
		
				vec4 ndcPos = projMatrix * viewMatrix * vec4( refractedRayExit, 1.0 );
				vec2 refractionCoords = ndcPos.xy / ndcPos.w;
				refractionCoords += 1.0;
				refractionCoords /= 2.0;
		
				vec4 transmissionSample = getTransmissionSample( refractionCoords, roughness, iors[ i ] );
				transmittedLight[ i ] = transmissionSample[ i ];
				transmittedLight.a += transmissionSample.a;
				transmittance[ i ] = diffuseColor[ i ] * volumeAttenuation( length( transmissionRay ), attenuationColor, attenuationDistance )[ i ];
			}
			transmittedLight.a /= 3.0;
		
		#else
		
			vec3 transmissionRay = getVolumeTransmissionRay( n, v, thickness, ior, modelMatrix );
			vec3 refractedRayExit = position + transmissionRay;
			vec4 ndcPos = projMatrix * viewMatrix * vec4( refractedRayExit, 1.0 );
			vec2 refractionCoords = ndcPos.xy / ndcPos.w;
			refractionCoords += 1.0;
			refractionCoords /= 2.0;
			transmittedLight = getTransmissionSample( refractionCoords, roughness, ior );
			transmittance = diffuseColor * volumeAttenuation( length( transmissionRay ), attenuationColor, attenuationDistance );
		
		#endif
		vec3 attenuatedColor = transmittance * transmittedLight.rgb;
		vec3 F = EnvironmentBRDF( n, v, specularColor, specularF90, roughness );
		float transmittanceFactor = ( transmittance.r + transmittance.g + transmittance.b ) / 3.0;
		return vec4( ( 1.0 - F ) * attenuatedColor, 1.0 - ( 1.0 - transmittedLight.a ) * transmittanceFactor );
	}
#endif`,uv_pars_fragment:`#if defined( USE_UV ) || defined( USE_ANISOTROPY )
	varying vec2 vUv;
#endif
#ifdef USE_MAP
	varying vec2 vMapUv;
#endif
#ifdef USE_ALPHAMAP
	varying vec2 vAlphaMapUv;
#endif
#ifdef USE_LIGHTMAP
	varying vec2 vLightMapUv;
#endif
#ifdef USE_AOMAP
	varying vec2 vAoMapUv;
#endif
#ifdef USE_BUMPMAP
	varying vec2 vBumpMapUv;
#endif
#ifdef USE_NORMALMAP
	varying vec2 vNormalMapUv;
#endif
#ifdef USE_EMISSIVEMAP
	varying vec2 vEmissiveMapUv;
#endif
#ifdef USE_METALNESSMAP
	varying vec2 vMetalnessMapUv;
#endif
#ifdef USE_ROUGHNESSMAP
	varying vec2 vRoughnessMapUv;
#endif
#ifdef USE_ANISOTROPYMAP
	varying vec2 vAnisotropyMapUv;
#endif
#ifdef USE_CLEARCOATMAP
	varying vec2 vClearcoatMapUv;
#endif
#ifdef USE_CLEARCOAT_NORMALMAP
	varying vec2 vClearcoatNormalMapUv;
#endif
#ifdef USE_CLEARCOAT_ROUGHNESSMAP
	varying vec2 vClearcoatRoughnessMapUv;
#endif
#ifdef USE_IRIDESCENCEMAP
	varying vec2 vIridescenceMapUv;
#endif
#ifdef USE_IRIDESCENCE_THICKNESSMAP
	varying vec2 vIridescenceThicknessMapUv;
#endif
#ifdef USE_SHEEN_COLORMAP
	varying vec2 vSheenColorMapUv;
#endif
#ifdef USE_SHEEN_ROUGHNESSMAP
	varying vec2 vSheenRoughnessMapUv;
#endif
#ifdef USE_SPECULARMAP
	varying vec2 vSpecularMapUv;
#endif
#ifdef USE_SPECULAR_COLORMAP
	varying vec2 vSpecularColorMapUv;
#endif
#ifdef USE_SPECULAR_INTENSITYMAP
	varying vec2 vSpecularIntensityMapUv;
#endif
#ifdef USE_TRANSMISSIONMAP
	uniform mat3 transmissionMapTransform;
	varying vec2 vTransmissionMapUv;
#endif
#ifdef USE_THICKNESSMAP
	uniform mat3 thicknessMapTransform;
	varying vec2 vThicknessMapUv;
#endif`,uv_pars_vertex:`#if defined( USE_UV ) || defined( USE_ANISOTROPY )
	varying vec2 vUv;
#endif
#ifdef USE_MAP
	uniform mat3 mapTransform;
	varying vec2 vMapUv;
#endif
#ifdef USE_ALPHAMAP
	uniform mat3 alphaMapTransform;
	varying vec2 vAlphaMapUv;
#endif
#ifdef USE_LIGHTMAP
	uniform mat3 lightMapTransform;
	varying vec2 vLightMapUv;
#endif
#ifdef USE_AOMAP
	uniform mat3 aoMapTransform;
	varying vec2 vAoMapUv;
#endif
#ifdef USE_BUMPMAP
	uniform mat3 bumpMapTransform;
	varying vec2 vBumpMapUv;
#endif
#ifdef USE_NORMALMAP
	uniform mat3 normalMapTransform;
	varying vec2 vNormalMapUv;
#endif
#ifdef USE_DISPLACEMENTMAP
	uniform mat3 displacementMapTransform;
	varying vec2 vDisplacementMapUv;
#endif
#ifdef USE_EMISSIVEMAP
	uniform mat3 emissiveMapTransform;
	varying vec2 vEmissiveMapUv;
#endif
#ifdef USE_METALNESSMAP
	uniform mat3 metalnessMapTransform;
	varying vec2 vMetalnessMapUv;
#endif
#ifdef USE_ROUGHNESSMAP
	uniform mat3 roughnessMapTransform;
	varying vec2 vRoughnessMapUv;
#endif
#ifdef USE_ANISOTROPYMAP
	uniform mat3 anisotropyMapTransform;
	varying vec2 vAnisotropyMapUv;
#endif
#ifdef USE_CLEARCOATMAP
	uniform mat3 clearcoatMapTransform;
	varying vec2 vClearcoatMapUv;
#endif
#ifdef USE_CLEARCOAT_NORMALMAP
	uniform mat3 clearcoatNormalMapTransform;
	varying vec2 vClearcoatNormalMapUv;
#endif
#ifdef USE_CLEARCOAT_ROUGHNESSMAP
	uniform mat3 clearcoatRoughnessMapTransform;
	varying vec2 vClearcoatRoughnessMapUv;
#endif
#ifdef USE_SHEEN_COLORMAP
	uniform mat3 sheenColorMapTransform;
	varying vec2 vSheenColorMapUv;
#endif
#ifdef USE_SHEEN_ROUGHNESSMAP
	uniform mat3 sheenRoughnessMapTransform;
	varying vec2 vSheenRoughnessMapUv;
#endif
#ifdef USE_IRIDESCENCEMAP
	uniform mat3 iridescenceMapTransform;
	varying vec2 vIridescenceMapUv;
#endif
#ifdef USE_IRIDESCENCE_THICKNESSMAP
	uniform mat3 iridescenceThicknessMapTransform;
	varying vec2 vIridescenceThicknessMapUv;
#endif
#ifdef USE_SPECULARMAP
	uniform mat3 specularMapTransform;
	varying vec2 vSpecularMapUv;
#endif
#ifdef USE_SPECULAR_COLORMAP
	uniform mat3 specularColorMapTransform;
	varying vec2 vSpecularColorMapUv;
#endif
#ifdef USE_SPECULAR_INTENSITYMAP
	uniform mat3 specularIntensityMapTransform;
	varying vec2 vSpecularIntensityMapUv;
#endif
#ifdef USE_TRANSMISSIONMAP
	uniform mat3 transmissionMapTransform;
	varying vec2 vTransmissionMapUv;
#endif
#ifdef USE_THICKNESSMAP
	uniform mat3 thicknessMapTransform;
	varying vec2 vThicknessMapUv;
#endif`,uv_vertex:`#if defined( USE_UV ) || defined( USE_ANISOTROPY )
	vUv = vec3( uv, 1 ).xy;
#endif
#ifdef USE_MAP
	vMapUv = ( mapTransform * vec3( MAP_UV, 1 ) ).xy;
#endif
#ifdef USE_ALPHAMAP
	vAlphaMapUv = ( alphaMapTransform * vec3( ALPHAMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_LIGHTMAP
	vLightMapUv = ( lightMapTransform * vec3( LIGHTMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_AOMAP
	vAoMapUv = ( aoMapTransform * vec3( AOMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_BUMPMAP
	vBumpMapUv = ( bumpMapTransform * vec3( BUMPMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_NORMALMAP
	vNormalMapUv = ( normalMapTransform * vec3( NORMALMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_DISPLACEMENTMAP
	vDisplacementMapUv = ( displacementMapTransform * vec3( DISPLACEMENTMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_EMISSIVEMAP
	vEmissiveMapUv = ( emissiveMapTransform * vec3( EMISSIVEMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_METALNESSMAP
	vMetalnessMapUv = ( metalnessMapTransform * vec3( METALNESSMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_ROUGHNESSMAP
	vRoughnessMapUv = ( roughnessMapTransform * vec3( ROUGHNESSMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_ANISOTROPYMAP
	vAnisotropyMapUv = ( anisotropyMapTransform * vec3( ANISOTROPYMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_CLEARCOATMAP
	vClearcoatMapUv = ( clearcoatMapTransform * vec3( CLEARCOATMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_CLEARCOAT_NORMALMAP
	vClearcoatNormalMapUv = ( clearcoatNormalMapTransform * vec3( CLEARCOAT_NORMALMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_CLEARCOAT_ROUGHNESSMAP
	vClearcoatRoughnessMapUv = ( clearcoatRoughnessMapTransform * vec3( CLEARCOAT_ROUGHNESSMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_IRIDESCENCEMAP
	vIridescenceMapUv = ( iridescenceMapTransform * vec3( IRIDESCENCEMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_IRIDESCENCE_THICKNESSMAP
	vIridescenceThicknessMapUv = ( iridescenceThicknessMapTransform * vec3( IRIDESCENCE_THICKNESSMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_SHEEN_COLORMAP
	vSheenColorMapUv = ( sheenColorMapTransform * vec3( SHEEN_COLORMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_SHEEN_ROUGHNESSMAP
	vSheenRoughnessMapUv = ( sheenRoughnessMapTransform * vec3( SHEEN_ROUGHNESSMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_SPECULARMAP
	vSpecularMapUv = ( specularMapTransform * vec3( SPECULARMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_SPECULAR_COLORMAP
	vSpecularColorMapUv = ( specularColorMapTransform * vec3( SPECULAR_COLORMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_SPECULAR_INTENSITYMAP
	vSpecularIntensityMapUv = ( specularIntensityMapTransform * vec3( SPECULAR_INTENSITYMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_TRANSMISSIONMAP
	vTransmissionMapUv = ( transmissionMapTransform * vec3( TRANSMISSIONMAP_UV, 1 ) ).xy;
#endif
#ifdef USE_THICKNESSMAP
	vThicknessMapUv = ( thicknessMapTransform * vec3( THICKNESSMAP_UV, 1 ) ).xy;
#endif`,worldpos_vertex:`#if defined( USE_ENVMAP ) || defined( DISTANCE ) || defined ( USE_SHADOWMAP ) || defined ( USE_TRANSMISSION ) || NUM_SPOT_LIGHT_COORDS > 0
	vec4 worldPosition = vec4( transformed, 1.0 );
	#ifdef USE_BATCHING
		worldPosition = batchingMatrix * worldPosition;
	#endif
	#ifdef USE_INSTANCING
		worldPosition = instanceMatrix * worldPosition;
	#endif
	worldPosition = modelMatrix * worldPosition;
#endif`,background_vert:`varying vec2 vUv;
uniform mat3 uvTransform;
void main() {
	vUv = ( uvTransform * vec3( uv, 1 ) ).xy;
	gl_Position = vec4( position.xy, 1.0, 1.0 );
}`,background_frag:`uniform sampler2D t2D;
uniform float backgroundIntensity;
varying vec2 vUv;
void main() {
	vec4 texColor = texture2D( t2D, vUv );
	#ifdef DECODE_VIDEO_TEXTURE
		texColor = vec4( mix( pow( texColor.rgb * 0.9478672986 + vec3( 0.0521327014 ), vec3( 2.4 ) ), texColor.rgb * 0.0773993808, vec3( lessThanEqual( texColor.rgb, vec3( 0.04045 ) ) ) ), texColor.w );
	#endif
	texColor.rgb *= backgroundIntensity;
	gl_FragColor = texColor;
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
}`,backgroundCube_vert:`varying vec3 vWorldDirection;
#include <common>
void main() {
	vWorldDirection = transformDirection( position, modelMatrix );
	#include <begin_vertex>
	#include <project_vertex>
	gl_Position.z = gl_Position.w;
}`,backgroundCube_frag:`#ifdef ENVMAP_TYPE_CUBE
	uniform samplerCube envMap;
#elif defined( ENVMAP_TYPE_CUBE_UV )
	uniform sampler2D envMap;
#endif
uniform float flipEnvMap;
uniform float backgroundBlurriness;
uniform float backgroundIntensity;
uniform mat3 backgroundRotation;
varying vec3 vWorldDirection;
#include <cube_uv_reflection_fragment>
void main() {
	#ifdef ENVMAP_TYPE_CUBE
		vec4 texColor = textureCube( envMap, backgroundRotation * vec3( flipEnvMap * vWorldDirection.x, vWorldDirection.yz ) );
	#elif defined( ENVMAP_TYPE_CUBE_UV )
		vec4 texColor = textureCubeUV( envMap, backgroundRotation * vWorldDirection, backgroundBlurriness );
	#else
		vec4 texColor = vec4( 0.0, 0.0, 0.0, 1.0 );
	#endif
	texColor.rgb *= backgroundIntensity;
	gl_FragColor = texColor;
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
}`,cube_vert:`varying vec3 vWorldDirection;
#include <common>
void main() {
	vWorldDirection = transformDirection( position, modelMatrix );
	#include <begin_vertex>
	#include <project_vertex>
	gl_Position.z = gl_Position.w;
}`,cube_frag:`uniform samplerCube tCube;
uniform float tFlip;
uniform float opacity;
varying vec3 vWorldDirection;
void main() {
	vec4 texColor = textureCube( tCube, vec3( tFlip * vWorldDirection.x, vWorldDirection.yz ) );
	gl_FragColor = texColor;
	gl_FragColor.a *= opacity;
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
}`,depth_vert:`#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
varying vec2 vHighPrecisionZW;
void main() {
	#include <uv_vertex>
	#include <batching_vertex>
	#include <skinbase_vertex>
	#include <morphinstance_vertex>
	#ifdef USE_DISPLACEMENTMAP
		#include <beginnormal_vertex>
		#include <morphnormal_vertex>
		#include <skinnormal_vertex>
	#endif
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	vHighPrecisionZW = gl_Position.zw;
}`,depth_frag:`#if DEPTH_PACKING == 3200
	uniform float opacity;
#endif
#include <common>
#include <packing>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
varying vec2 vHighPrecisionZW;
void main() {
	vec4 diffuseColor = vec4( 1.0 );
	#include <clipping_planes_fragment>
	#if DEPTH_PACKING == 3200
		diffuseColor.a = opacity;
	#endif
	#include <map_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <logdepthbuf_fragment>
	float fragCoordZ = 0.5 * vHighPrecisionZW[0] / vHighPrecisionZW[1] + 0.5;
	#if DEPTH_PACKING == 3200
		gl_FragColor = vec4( vec3( 1.0 - fragCoordZ ), opacity );
	#elif DEPTH_PACKING == 3201
		gl_FragColor = packDepthToRGBA( fragCoordZ );
	#elif DEPTH_PACKING == 3202
		gl_FragColor = vec4( packDepthToRGB( fragCoordZ ), 1.0 );
	#elif DEPTH_PACKING == 3203
		gl_FragColor = vec4( packDepthToRG( fragCoordZ ), 0.0, 1.0 );
	#endif
}`,distanceRGBA_vert:`#define DISTANCE
varying vec3 vWorldPosition;
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <batching_vertex>
	#include <skinbase_vertex>
	#include <morphinstance_vertex>
	#ifdef USE_DISPLACEMENTMAP
		#include <beginnormal_vertex>
		#include <morphnormal_vertex>
		#include <skinnormal_vertex>
	#endif
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <worldpos_vertex>
	#include <clipping_planes_vertex>
	vWorldPosition = worldPosition.xyz;
}`,distanceRGBA_frag:`#define DISTANCE
uniform vec3 referencePosition;
uniform float nearDistance;
uniform float farDistance;
varying vec3 vWorldPosition;
#include <common>
#include <packing>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <clipping_planes_pars_fragment>
void main () {
	vec4 diffuseColor = vec4( 1.0 );
	#include <clipping_planes_fragment>
	#include <map_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	float dist = length( vWorldPosition - referencePosition );
	dist = ( dist - nearDistance ) / ( farDistance - nearDistance );
	dist = saturate( dist );
	gl_FragColor = packDepthToRGBA( dist );
}`,equirect_vert:`varying vec3 vWorldDirection;
#include <common>
void main() {
	vWorldDirection = transformDirection( position, modelMatrix );
	#include <begin_vertex>
	#include <project_vertex>
}`,equirect_frag:`uniform sampler2D tEquirect;
varying vec3 vWorldDirection;
#include <common>
void main() {
	vec3 direction = normalize( vWorldDirection );
	vec2 sampleUV = equirectUv( direction );
	gl_FragColor = texture2D( tEquirect, sampleUV );
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
}`,linedashed_vert:`uniform float scale;
attribute float lineDistance;
varying float vLineDistance;
#include <common>
#include <uv_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <morphtarget_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	vLineDistance = scale * lineDistance;
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	#include <fog_vertex>
}`,linedashed_frag:`uniform vec3 diffuse;
uniform float opacity;
uniform float dashSize;
uniform float totalSize;
varying float vLineDistance;
#include <common>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <fog_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	if ( mod( vLineDistance, totalSize ) > dashSize ) {
		discard;
	}
	vec3 outgoingLight = vec3( 0.0 );
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	outgoingLight = diffuseColor.rgb;
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
}`,meshbasic_vert:`#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <envmap_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#if defined ( USE_ENVMAP ) || defined ( USE_SKINNING )
		#include <beginnormal_vertex>
		#include <morphnormal_vertex>
		#include <skinbase_vertex>
		#include <skinnormal_vertex>
		#include <defaultnormal_vertex>
	#endif
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	#include <worldpos_vertex>
	#include <envmap_vertex>
	#include <fog_vertex>
}`,meshbasic_frag:`uniform vec3 diffuse;
uniform float opacity;
#ifndef FLAT_SHADED
	varying vec3 vNormal;
#endif
#include <common>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <aomap_pars_fragment>
#include <lightmap_pars_fragment>
#include <envmap_common_pars_fragment>
#include <envmap_pars_fragment>
#include <fog_pars_fragment>
#include <specularmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <specularmap_fragment>
	ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );
	#ifdef USE_LIGHTMAP
		vec4 lightMapTexel = texture2D( lightMap, vLightMapUv );
		reflectedLight.indirectDiffuse += lightMapTexel.rgb * lightMapIntensity * RECIPROCAL_PI;
	#else
		reflectedLight.indirectDiffuse += vec3( 1.0 );
	#endif
	#include <aomap_fragment>
	reflectedLight.indirectDiffuse *= diffuseColor.rgb;
	vec3 outgoingLight = reflectedLight.indirectDiffuse;
	#include <envmap_fragment>
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,meshlambert_vert:`#define LAMBERT
varying vec3 vViewPosition;
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <envmap_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <shadowmap_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	vViewPosition = - mvPosition.xyz;
	#include <worldpos_vertex>
	#include <envmap_vertex>
	#include <shadowmap_vertex>
	#include <fog_vertex>
}`,meshlambert_frag:`#define LAMBERT
uniform vec3 diffuse;
uniform vec3 emissive;
uniform float opacity;
#include <common>
#include <packing>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <aomap_pars_fragment>
#include <lightmap_pars_fragment>
#include <emissivemap_pars_fragment>
#include <envmap_common_pars_fragment>
#include <envmap_pars_fragment>
#include <fog_pars_fragment>
#include <bsdfs>
#include <lights_pars_begin>
#include <normal_pars_fragment>
#include <lights_lambert_pars_fragment>
#include <shadowmap_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <specularmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );
	vec3 totalEmissiveRadiance = emissive;
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <specularmap_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	#include <emissivemap_fragment>
	#include <lights_lambert_fragment>
	#include <lights_fragment_begin>
	#include <lights_fragment_maps>
	#include <lights_fragment_end>
	#include <aomap_fragment>
	vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + totalEmissiveRadiance;
	#include <envmap_fragment>
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,meshmatcap_vert:`#define MATCAP
varying vec3 vViewPosition;
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <color_pars_vertex>
#include <displacementmap_pars_vertex>
#include <fog_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	#include <fog_vertex>
	vViewPosition = - mvPosition.xyz;
}`,meshmatcap_frag:`#define MATCAP
uniform vec3 diffuse;
uniform float opacity;
uniform sampler2D matcap;
varying vec3 vViewPosition;
#include <common>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <fog_pars_fragment>
#include <normal_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	vec3 viewDir = normalize( vViewPosition );
	vec3 x = normalize( vec3( viewDir.z, 0.0, - viewDir.x ) );
	vec3 y = cross( viewDir, x );
	vec2 uv = vec2( dot( x, normal ), dot( y, normal ) ) * 0.495 + 0.5;
	#ifdef USE_MATCAP
		vec4 matcapColor = texture2D( matcap, uv );
	#else
		vec4 matcapColor = vec4( vec3( mix( 0.2, 0.8, uv.y ) ), 1.0 );
	#endif
	vec3 outgoingLight = diffuseColor.rgb * matcapColor.rgb;
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,meshnormal_vert:`#define NORMAL
#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( USE_NORMALMAP_TANGENTSPACE )
	varying vec3 vViewPosition;
#endif
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphinstance_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( USE_NORMALMAP_TANGENTSPACE )
	vViewPosition = - mvPosition.xyz;
#endif
}`,meshnormal_frag:`#define NORMAL
uniform float opacity;
#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( USE_NORMALMAP_TANGENTSPACE )
	varying vec3 vViewPosition;
#endif
#include <packing>
#include <uv_pars_fragment>
#include <normal_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( 0.0, 0.0, 0.0, opacity );
	#include <clipping_planes_fragment>
	#include <logdepthbuf_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	gl_FragColor = vec4( packNormalToRGB( normal ), diffuseColor.a );
	#ifdef OPAQUE
		gl_FragColor.a = 1.0;
	#endif
}`,meshphong_vert:`#define PHONG
varying vec3 vViewPosition;
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <envmap_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <shadowmap_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphinstance_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	vViewPosition = - mvPosition.xyz;
	#include <worldpos_vertex>
	#include <envmap_vertex>
	#include <shadowmap_vertex>
	#include <fog_vertex>
}`,meshphong_frag:`#define PHONG
uniform vec3 diffuse;
uniform vec3 emissive;
uniform vec3 specular;
uniform float shininess;
uniform float opacity;
#include <common>
#include <packing>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <aomap_pars_fragment>
#include <lightmap_pars_fragment>
#include <emissivemap_pars_fragment>
#include <envmap_common_pars_fragment>
#include <envmap_pars_fragment>
#include <fog_pars_fragment>
#include <bsdfs>
#include <lights_pars_begin>
#include <normal_pars_fragment>
#include <lights_phong_pars_fragment>
#include <shadowmap_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <specularmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );
	vec3 totalEmissiveRadiance = emissive;
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <specularmap_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	#include <emissivemap_fragment>
	#include <lights_phong_fragment>
	#include <lights_fragment_begin>
	#include <lights_fragment_maps>
	#include <lights_fragment_end>
	#include <aomap_fragment>
	vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + reflectedLight.directSpecular + reflectedLight.indirectSpecular + totalEmissiveRadiance;
	#include <envmap_fragment>
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,meshphysical_vert:`#define STANDARD
varying vec3 vViewPosition;
#ifdef USE_TRANSMISSION
	varying vec3 vWorldPosition;
#endif
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <shadowmap_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	vViewPosition = - mvPosition.xyz;
	#include <worldpos_vertex>
	#include <shadowmap_vertex>
	#include <fog_vertex>
#ifdef USE_TRANSMISSION
	vWorldPosition = worldPosition.xyz;
#endif
}`,meshphysical_frag:`#define STANDARD
#ifdef PHYSICAL
	#define IOR
	#define USE_SPECULAR
#endif
uniform vec3 diffuse;
uniform vec3 emissive;
uniform float roughness;
uniform float metalness;
uniform float opacity;
#ifdef IOR
	uniform float ior;
#endif
#ifdef USE_SPECULAR
	uniform float specularIntensity;
	uniform vec3 specularColor;
	#ifdef USE_SPECULAR_COLORMAP
		uniform sampler2D specularColorMap;
	#endif
	#ifdef USE_SPECULAR_INTENSITYMAP
		uniform sampler2D specularIntensityMap;
	#endif
#endif
#ifdef USE_CLEARCOAT
	uniform float clearcoat;
	uniform float clearcoatRoughness;
#endif
#ifdef USE_DISPERSION
	uniform float dispersion;
#endif
#ifdef USE_IRIDESCENCE
	uniform float iridescence;
	uniform float iridescenceIOR;
	uniform float iridescenceThicknessMinimum;
	uniform float iridescenceThicknessMaximum;
#endif
#ifdef USE_SHEEN
	uniform vec3 sheenColor;
	uniform float sheenRoughness;
	#ifdef USE_SHEEN_COLORMAP
		uniform sampler2D sheenColorMap;
	#endif
	#ifdef USE_SHEEN_ROUGHNESSMAP
		uniform sampler2D sheenRoughnessMap;
	#endif
#endif
#ifdef USE_ANISOTROPY
	uniform vec2 anisotropyVector;
	#ifdef USE_ANISOTROPYMAP
		uniform sampler2D anisotropyMap;
	#endif
#endif
varying vec3 vViewPosition;
#include <common>
#include <packing>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <aomap_pars_fragment>
#include <lightmap_pars_fragment>
#include <emissivemap_pars_fragment>
#include <iridescence_fragment>
#include <cube_uv_reflection_fragment>
#include <envmap_common_pars_fragment>
#include <envmap_physical_pars_fragment>
#include <fog_pars_fragment>
#include <lights_pars_begin>
#include <normal_pars_fragment>
#include <lights_physical_pars_fragment>
#include <transmission_pars_fragment>
#include <shadowmap_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <clearcoat_pars_fragment>
#include <iridescence_pars_fragment>
#include <roughnessmap_pars_fragment>
#include <metalnessmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );
	vec3 totalEmissiveRadiance = emissive;
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <roughnessmap_fragment>
	#include <metalnessmap_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	#include <clearcoat_normal_fragment_begin>
	#include <clearcoat_normal_fragment_maps>
	#include <emissivemap_fragment>
	#include <lights_physical_fragment>
	#include <lights_fragment_begin>
	#include <lights_fragment_maps>
	#include <lights_fragment_end>
	#include <aomap_fragment>
	vec3 totalDiffuse = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse;
	vec3 totalSpecular = reflectedLight.directSpecular + reflectedLight.indirectSpecular;
	#include <transmission_fragment>
	vec3 outgoingLight = totalDiffuse + totalSpecular + totalEmissiveRadiance;
	#ifdef USE_SHEEN
		float sheenEnergyComp = 1.0 - 0.157 * max3( material.sheenColor );
		outgoingLight = outgoingLight * sheenEnergyComp + sheenSpecularDirect + sheenSpecularIndirect;
	#endif
	#ifdef USE_CLEARCOAT
		float dotNVcc = saturate( dot( geometryClearcoatNormal, geometryViewDir ) );
		vec3 Fcc = F_Schlick( material.clearcoatF0, material.clearcoatF90, dotNVcc );
		outgoingLight = outgoingLight * ( 1.0 - material.clearcoat * Fcc ) + ( clearcoatSpecularDirect + clearcoatSpecularIndirect ) * material.clearcoat;
	#endif
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,meshtoon_vert:`#define TOON
varying vec3 vViewPosition;
#include <common>
#include <batching_pars_vertex>
#include <uv_pars_vertex>
#include <displacementmap_pars_vertex>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <normal_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <shadowmap_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <normal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <displacementmap_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	vViewPosition = - mvPosition.xyz;
	#include <worldpos_vertex>
	#include <shadowmap_vertex>
	#include <fog_vertex>
}`,meshtoon_frag:`#define TOON
uniform vec3 diffuse;
uniform vec3 emissive;
uniform float opacity;
#include <common>
#include <packing>
#include <dithering_pars_fragment>
#include <color_pars_fragment>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <aomap_pars_fragment>
#include <lightmap_pars_fragment>
#include <emissivemap_pars_fragment>
#include <gradientmap_pars_fragment>
#include <fog_pars_fragment>
#include <bsdfs>
#include <lights_pars_begin>
#include <normal_pars_fragment>
#include <lights_toon_pars_fragment>
#include <shadowmap_pars_fragment>
#include <bumpmap_pars_fragment>
#include <normalmap_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) );
	vec3 totalEmissiveRadiance = emissive;
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <color_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	#include <normal_fragment_begin>
	#include <normal_fragment_maps>
	#include <emissivemap_fragment>
	#include <lights_toon_fragment>
	#include <lights_fragment_begin>
	#include <lights_fragment_maps>
	#include <lights_fragment_end>
	#include <aomap_fragment>
	vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + totalEmissiveRadiance;
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
	#include <dithering_fragment>
}`,points_vert:`uniform float size;
uniform float scale;
#include <common>
#include <color_pars_vertex>
#include <fog_pars_vertex>
#include <morphtarget_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
#ifdef USE_POINTS_UV
	varying vec2 vUv;
	uniform mat3 uvTransform;
#endif
void main() {
	#ifdef USE_POINTS_UV
		vUv = ( uvTransform * vec3( uv, 1 ) ).xy;
	#endif
	#include <color_vertex>
	#include <morphinstance_vertex>
	#include <morphcolor_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <project_vertex>
	gl_PointSize = size;
	#ifdef USE_SIZEATTENUATION
		bool isPerspective = isPerspectiveMatrix( projectionMatrix );
		if ( isPerspective ) gl_PointSize *= ( scale / - mvPosition.z );
	#endif
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	#include <worldpos_vertex>
	#include <fog_vertex>
}`,points_frag:`uniform vec3 diffuse;
uniform float opacity;
#include <common>
#include <color_pars_fragment>
#include <map_particle_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <fog_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	vec3 outgoingLight = vec3( 0.0 );
	#include <logdepthbuf_fragment>
	#include <map_particle_fragment>
	#include <color_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	outgoingLight = diffuseColor.rgb;
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
	#include <premultiplied_alpha_fragment>
}`,shadow_vert:`#include <common>
#include <batching_pars_vertex>
#include <fog_pars_vertex>
#include <morphtarget_pars_vertex>
#include <skinning_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <shadowmap_pars_vertex>
void main() {
	#include <batching_vertex>
	#include <beginnormal_vertex>
	#include <morphinstance_vertex>
	#include <morphnormal_vertex>
	#include <skinbase_vertex>
	#include <skinnormal_vertex>
	#include <defaultnormal_vertex>
	#include <begin_vertex>
	#include <morphtarget_vertex>
	#include <skinning_vertex>
	#include <project_vertex>
	#include <logdepthbuf_vertex>
	#include <worldpos_vertex>
	#include <shadowmap_vertex>
	#include <fog_vertex>
}`,shadow_frag:`uniform vec3 color;
uniform float opacity;
#include <common>
#include <packing>
#include <fog_pars_fragment>
#include <bsdfs>
#include <lights_pars_begin>
#include <logdepthbuf_pars_fragment>
#include <shadowmap_pars_fragment>
#include <shadowmask_pars_fragment>
void main() {
	#include <logdepthbuf_fragment>
	gl_FragColor = vec4( color, opacity * ( 1.0 - getShadowMask() ) );
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
}`,sprite_vert:`uniform float rotation;
uniform vec2 center;
#include <common>
#include <uv_pars_vertex>
#include <fog_pars_vertex>
#include <logdepthbuf_pars_vertex>
#include <clipping_planes_pars_vertex>
void main() {
	#include <uv_vertex>
	vec4 mvPosition = modelViewMatrix[ 3 ];
	vec2 scale = vec2( length( modelMatrix[ 0 ].xyz ), length( modelMatrix[ 1 ].xyz ) );
	#ifndef USE_SIZEATTENUATION
		bool isPerspective = isPerspectiveMatrix( projectionMatrix );
		if ( isPerspective ) scale *= - mvPosition.z;
	#endif
	vec2 alignedPosition = ( position.xy - ( center - vec2( 0.5 ) ) ) * scale;
	vec2 rotatedPosition;
	rotatedPosition.x = cos( rotation ) * alignedPosition.x - sin( rotation ) * alignedPosition.y;
	rotatedPosition.y = sin( rotation ) * alignedPosition.x + cos( rotation ) * alignedPosition.y;
	mvPosition.xy += rotatedPosition;
	gl_Position = projectionMatrix * mvPosition;
	#include <logdepthbuf_vertex>
	#include <clipping_planes_vertex>
	#include <fog_vertex>
}`,sprite_frag:`uniform vec3 diffuse;
uniform float opacity;
#include <common>
#include <uv_pars_fragment>
#include <map_pars_fragment>
#include <alphamap_pars_fragment>
#include <alphatest_pars_fragment>
#include <alphahash_pars_fragment>
#include <fog_pars_fragment>
#include <logdepthbuf_pars_fragment>
#include <clipping_planes_pars_fragment>
void main() {
	vec4 diffuseColor = vec4( diffuse, opacity );
	#include <clipping_planes_fragment>
	vec3 outgoingLight = vec3( 0.0 );
	#include <logdepthbuf_fragment>
	#include <map_fragment>
	#include <alphamap_fragment>
	#include <alphatest_fragment>
	#include <alphahash_fragment>
	outgoingLight = diffuseColor.rgb;
	#include <opaque_fragment>
	#include <tonemapping_fragment>
	#include <colorspace_fragment>
	#include <fog_fragment>
}`},Qr={common:{diffuse:{value:new Xn(16777215)},opacity:{value:1},map:{value:null},mapTransform:{value:new tt},alphaMap:{value:null},alphaMapTransform:{value:new tt},alphaTest:{value:0}},specularmap:{specularMap:{value:null},specularMapTransform:{value:new tt}},envmap:{envMap:{value:null},envMapRotation:{value:new tt},flipEnvMap:{value:-1},reflectivity:{value:1},ior:{value:1.5},refractionRatio:{value:.98}},aomap:{aoMap:{value:null},aoMapIntensity:{value:1},aoMapTransform:{value:new tt}},lightmap:{lightMap:{value:null},lightMapIntensity:{value:1},lightMapTransform:{value:new tt}},bumpmap:{bumpMap:{value:null},bumpMapTransform:{value:new tt},bumpScale:{value:1}},normalmap:{normalMap:{value:null},normalMapTransform:{value:new tt},normalScale:{value:new L(1,1)}},displacementmap:{displacementMap:{value:null},displacementMapTransform:{value:new tt},displacementScale:{value:1},displacementBias:{value:0}},emissivemap:{emissiveMap:{value:null},emissiveMapTransform:{value:new tt}},metalnessmap:{metalnessMap:{value:null},metalnessMapTransform:{value:new tt}},roughnessmap:{roughnessMap:{value:null},roughnessMapTransform:{value:new tt}},gradientmap:{gradientMap:{value:null}},fog:{fogDensity:{value:25e-5},fogNear:{value:1},fogFar:{value:2e3},fogColor:{value:new Xn(16777215)}},lights:{ambientLightColor:{value:[]},lightProbe:{value:[]},directionalLights:{value:[],properties:{direction:{},color:{}}},directionalLightShadows:{value:[],properties:{shadowIntensity:1,shadowBias:{},shadowNormalBias:{},shadowRadius:{},shadowMapSize:{}}},directionalShadowMap:{value:[]},directionalShadowMatrix:{value:[]},spotLights:{value:[],properties:{color:{},position:{},direction:{},distance:{},coneCos:{},penumbraCos:{},decay:{}}},spotLightShadows:{value:[],properties:{shadowIntensity:1,shadowBias:{},shadowNormalBias:{},shadowRadius:{},shadowMapSize:{}}},spotLightMap:{value:[]},spotShadowMap:{value:[]},spotLightMatrix:{value:[]},pointLights:{value:[],properties:{color:{},position:{},decay:{},distance:{}}},pointLightShadows:{value:[],properties:{shadowIntensity:1,shadowBias:{},shadowNormalBias:{},shadowRadius:{},shadowMapSize:{},shadowCameraNear:{},shadowCameraFar:{}}},pointShadowMap:{value:[]},pointShadowMatrix:{value:[]},hemisphereLights:{value:[],properties:{direction:{},skyColor:{},groundColor:{}}},rectAreaLights:{value:[],properties:{color:{},position:{},width:{},height:{}}},ltc_1:{value:null},ltc_2:{value:null}},points:{diffuse:{value:new Xn(16777215)},opacity:{value:1},size:{value:1},scale:{value:1},map:{value:null},alphaMap:{value:null},alphaMapTransform:{value:new tt},alphaTest:{value:0},uvTransform:{value:new tt}},sprite:{diffuse:{value:new Xn(16777215)},opacity:{value:1},center:{value:new L(.5,.5)},rotation:{value:0},map:{value:null},mapTransform:{value:new tt},alphaMap:{value:null},alphaMapTransform:{value:new tt},alphaTest:{value:0}}},$r={basic:{uniforms:Or([Qr.common,Qr.specularmap,Qr.envmap,Qr.aomap,Qr.lightmap,Qr.fog]),vertexShader:Zr.meshbasic_vert,fragmentShader:Zr.meshbasic_frag},lambert:{uniforms:Or([Qr.common,Qr.specularmap,Qr.envmap,Qr.aomap,Qr.lightmap,Qr.emissivemap,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,Qr.fog,Qr.lights,{emissive:{value:new Xn(0)}}]),vertexShader:Zr.meshlambert_vert,fragmentShader:Zr.meshlambert_frag},phong:{uniforms:Or([Qr.common,Qr.specularmap,Qr.envmap,Qr.aomap,Qr.lightmap,Qr.emissivemap,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,Qr.fog,Qr.lights,{emissive:{value:new Xn(0)},specular:{value:new Xn(1118481)},shininess:{value:30}}]),vertexShader:Zr.meshphong_vert,fragmentShader:Zr.meshphong_frag},standard:{uniforms:Or([Qr.common,Qr.envmap,Qr.aomap,Qr.lightmap,Qr.emissivemap,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,Qr.roughnessmap,Qr.metalnessmap,Qr.fog,Qr.lights,{emissive:{value:new Xn(0)},roughness:{value:1},metalness:{value:0},envMapIntensity:{value:1}}]),vertexShader:Zr.meshphysical_vert,fragmentShader:Zr.meshphysical_frag},toon:{uniforms:Or([Qr.common,Qr.aomap,Qr.lightmap,Qr.emissivemap,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,Qr.gradientmap,Qr.fog,Qr.lights,{emissive:{value:new Xn(0)}}]),vertexShader:Zr.meshtoon_vert,fragmentShader:Zr.meshtoon_frag},matcap:{uniforms:Or([Qr.common,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,Qr.fog,{matcap:{value:null}}]),vertexShader:Zr.meshmatcap_vert,fragmentShader:Zr.meshmatcap_frag},points:{uniforms:Or([Qr.points,Qr.fog]),vertexShader:Zr.points_vert,fragmentShader:Zr.points_frag},dashed:{uniforms:Or([Qr.common,Qr.fog,{scale:{value:1},dashSize:{value:1},totalSize:{value:2}}]),vertexShader:Zr.linedashed_vert,fragmentShader:Zr.linedashed_frag},depth:{uniforms:Or([Qr.common,Qr.displacementmap]),vertexShader:Zr.depth_vert,fragmentShader:Zr.depth_frag},normal:{uniforms:Or([Qr.common,Qr.bumpmap,Qr.normalmap,Qr.displacementmap,{opacity:{value:1}}]),vertexShader:Zr.meshnormal_vert,fragmentShader:Zr.meshnormal_frag},sprite:{uniforms:Or([Qr.sprite,Qr.fog]),vertexShader:Zr.sprite_vert,fragmentShader:Zr.sprite_frag},background:{uniforms:{uvTransform:{value:new tt},t2D:{value:null},backgroundIntensity:{value:1}},vertexShader:Zr.background_vert,fragmentShader:Zr.background_frag},backgroundCube:{uniforms:{envMap:{value:null},flipEnvMap:{value:-1},backgroundBlurriness:{value:0},backgroundIntensity:{value:1},backgroundRotation:{value:new tt}},vertexShader:Zr.backgroundCube_vert,fragmentShader:Zr.backgroundCube_frag},cube:{uniforms:{tCube:{value:null},tFlip:{value:-1},opacity:{value:1}},vertexShader:Zr.cube_vert,fragmentShader:Zr.cube_frag},equirect:{uniforms:{tEquirect:{value:null}},vertexShader:Zr.equirect_vert,fragmentShader:Zr.equirect_frag},distanceRGBA:{uniforms:Or([Qr.common,Qr.displacementmap,{referencePosition:{value:new R},nearDistance:{value:1},farDistance:{value:1e3}}]),vertexShader:Zr.distanceRGBA_vert,fragmentShader:Zr.distanceRGBA_frag},shadow:{uniforms:Or([Qr.lights,Qr.fog,{color:{value:new 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i=n[e.id];for(let e in i)c(i[e].object),delete i[e];delete n[e.id]}},initAttributes:u,enableAttribute:d,disableUnusedAttributes:p}}function ai(e,t,n){let r;function i(t,i,a){a!==0&&(e.drawArraysInstanced(r,t,i,a),n.update(i,r,a))}this.setMode=function(e){r=e},this.render=function(t,i){e.drawArrays(r,t,i),n.update(i,r,1)},this.renderInstances=i,this.renderMultiDraw=function(e,i,a){if(a===0)return;t.get(`WEBGL_multi_draw`).multiDrawArraysWEBGL(r,e,0,i,0,a);let o=0;for(let e=0;e<a;e++)o+=i[e];n.update(o,r,1)},this.renderMultiDrawInstances=function(e,a,o,s){if(o===0)return;let c=t.get(`WEBGL_multi_draw`);if(c===null)for(let t=0;t<e.length;t++)i(e[t],a[t],s[t]);else{c.multiDrawArraysInstancedWEBGL(r,e,0,a,0,s,0,o);let t=0;for(let e=0;e<o;e++)t+=a[e];for(let e=0;e<s.length;e++)n.update(t,r,s[e])}}}function oi(e,t,n,r){let i;function a(t){if(t===`highp`){if(e.getShaderPrecisionFormat(e.VERTEX_SHADER,e.HIGH_FLOAT).precision>0&&e.getShaderPrecisionFormat(e.FRAGMENT_SHADER,e.HIGH_FLOAT).precision>0)return`highp`;t=`mediump`}return t===`mediump`&&e.getShaderPrecisionFormat(e.VERTEX_SHADER,e.MEDIUM_FLOAT).precision>0&&e.getShaderPrecisionFormat(e.FRAGMENT_SHADER,e.MEDIUM_FLOAT).precision>0?`mediump`:`lowp`}let o=n.precision===void 0?`highp`:n.precision,s=a(o);s!==o&&(console.warn(`THREE.WebGLRenderer:`,o,`not supported, using`,s,`instead.`),o=s);let c=!0===n.logarithmicDepthBuffer,l=!0===n.reverseDepthBuffer&&t.has(`EXT_clip_control`);if(!0===l){let e=t.get(`EXT_clip_control`);e.clipControlEXT(e.LOWER_LEFT_EXT,e.ZERO_TO_ONE_EXT)}let u=e.getParameter(e.MAX_TEXTURE_IMAGE_UNITS),d=e.getParameter(e.MAX_VERTEX_TEXTURE_IMAGE_UNITS);return{isWebGL2:!0,getMaxAnisotropy:function(){if(i!==void 0)return i;if(!0===t.has(`EXT_texture_filter_anisotropic`)){let n=t.get(`EXT_texture_filter_anisotropic`);i=e.getParameter(n.MAX_TEXTURE_MAX_ANISOTROPY_EXT)}else i=0;return i},getMaxPrecision:a,textureFormatReadable:function(t){return t===1023||r.convert(t)===e.getParameter(e.IMPLEMENTATION_COLOR_READ_FORMAT)},textureTypeReadable:function(n){let i=n===1016&&(t.has(`EXT_color_buffer_half_float`)||t.has(`EXT_color_buffer_float`));return!(n!==1009&&r.convert(n)!==e.getParameter(e.IMPLEMENTATION_COLOR_READ_TYPE)&&n!==1015&&!i)},precision:o,logarithmicDepthBuffer:c,reverseDepthBuffer:l,maxTextures:u,maxVertexTextures:d,maxTextureSize:e.getParameter(e.MAX_TEXTURE_SIZE),maxCubemapSize:e.getParameter(e.MAX_CUBE_MAP_TEXTURE_SIZE),maxAttributes:e.getParameter(e.MAX_VERTEX_ATTRIBS),maxVertexUniforms:e.getParameter(e.MAX_VERTEX_UNIFORM_VECTORS),maxVaryings:e.getParameter(e.MAX_VARYING_VECTORS),maxFragmentUniforms:e.getParameter(e.MAX_FRAGMENT_UNIFORM_VECTORS),vertexTextures:d>0,maxSamples:e.getParameter(e.MAX_SAMPLES)}}function si(e){let t=this,n=null,r=0,i=!1,a=!1,o=new Wr,s=new tt,c={value:null,needsUpdate:!1};function l(e,n,r,i){let a=e===null?0:e.length,l=null;if(a!==0){if(l=c.value,!0!==i||l===null){let t=r+4*a,i=n.matrixWorldInverse;s.getNormalMatrix(i),(l===null||l.length<t)&&(l=new Float32Array(t));for(let t=0,n=r;t!==a;++t,n+=4)o.copy(e[t]).applyMatrix4(i,s),o.normal.toArray(l,n),l[n+3]=o.constant}c.value=l,c.needsUpdate=!0}return t.numPlanes=a,t.numIntersection=0,l}this.uniform=c,this.numPlanes=0,this.numIntersection=0,this.init=function(e,t){let n=e.length!==0||t||r!==0||i;return i=t,r=e.length,n},this.beginShadows=function(){a=!0,l(null)},this.endShadows=function(){a=!1},this.setGlobalState=function(e,t){n=l(e,t,0)},this.setState=function(o,s,u){let d=o.clippingPlanes,f=o.clipIntersection,p=o.clipShadows,m=e.get(o);if(!i||d===null||d.length===0||a&&!p)a?l(null):function(){c.value!==n&&(c.value=n,c.needsUpdate=r>0),t.numPlanes=r,t.numIntersection=0}();else{let e=a?0:r,t=4*e,i=m.clippingState||null;c.value=i,i=l(d,s,t,u);for(let e=0;e!==t;++e)i[e]=n[e];m.clippingState=i,this.numIntersection=f?this.numPlanes:0,this.numPlanes+=e}}}function ci(e){let t=new WeakMap;function n(e,t){return t===303?e.mapping=301:t===304&&(e.mapping=302),e}function r(e){let n=e.target;n.removeEventListener(`dispose`,r);let i=t.get(n);i!==void 0&&(t.delete(n),i.dispose())}return{get:function(i){if(i&&i.isTexture){let a=i.mapping;if(a===303||a===304){if(t.has(i))return n(t.get(i).texture,i.mapping);{let a=i.image;if(a&&a.height>0){let o=new Br(a.height);return o.fromEquirectangularTexture(e,i),t.set(i,o),i.addEventListener(`dispose`,r),n(o.texture,i.mapping)}return null}}}return i},dispose:function(){t=new WeakMap}}}var li=class extends Mr{constructor(e=-1,t=1,n=1,r=-1,i=.1,a=2e3){super(),this.isOrthographicCamera=!0,this.type=`OrthographicCamera`,this.zoom=1,this.view=null,this.left=e,this.right=t,this.top=n,this.bottom=r,this.near=i,this.far=a,this.updateProjectionMatrix()}copy(e,t){return super.copy(e,t),this.left=e.left,this.right=e.right,this.top=e.top,this.bottom=e.bottom,this.near=e.near,this.far=e.far,this.zoom=e.zoom,this.view=e.view===null?null:Object.assign({},e.view),this}setViewOffset(e,t,n,r,i,a){this.view===null&&(this.view={enabled:!0,fullWidth:1,fullHeight:1,offsetX:0,offsetY:0,width:1,height:1}),this.view.enabled=!0,this.view.fullWidth=e,this.view.fullHeight=t,this.view.offsetX=n,this.view.offsetY=r,this.view.width=i,this.view.height=a,this.updateProjectionMatrix()}clearViewOffset(){this.view!==null&&(this.view.enabled=!1),this.updateProjectionMatrix()}updateProjectionMatrix(){let e=(this.right-this.left)/(2*this.zoom),t=(this.top-this.bottom)/(2*this.zoom),n=(this.right+this.left)/2,r=(this.top+this.bottom)/2,i=n-e,a=n+e,o=r+t,s=r-t;if(this.view!==null&&this.view.enabled){let e=(this.right-this.left)/this.view.fullWidth/this.zoom,t=(this.top-this.bottom)/this.view.fullHeight/this.zoom;i+=e*this.view.offsetX,a=i+e*this.view.width,o-=t*this.view.offsetY,s=o-t*this.view.height}this.projectionMatrix.makeOrthographic(i,a,o,s,this.near,this.far,this.coordinateSystem),this.projectionMatrixInverse.copy(this.projectionMatrix).invert()}toJSON(e){let t=super.toJSON(e);return t.object.zoom=this.zoom,t.object.left=this.left,t.object.right=this.right,t.object.top=this.top,t.object.bottom=this.bottom,t.object.near=this.near,t.object.far=this.far,this.view!==null&&(t.object.view=Object.assign({},this.view)),t}},ui=[.125,.215,.35,.446,.526,.582],di=20,fi=new li,pi=new Xn,mi=null,hi=0,gi=0,_i=!1,vi=(1+Math.sqrt(5))/2,yi=1/vi,bi=[new R(-vi,yi,0),new R(vi,yi,0),new R(-yi,0,vi),new R(yi,0,vi),new R(0,vi,-yi),new R(0,vi,yi),new R(-1,1,-1),new R(1,1,-1),new R(-1,1,1),new R(1,1,1)],xi=class{constructor(e){this._renderer=e,this._pingPongRenderTarget=null,this._lodMax=0,this._cubeSize=0,this._lodPlanes=[],this._sizeLods=[],this._sigmas=[],this._blurMaterial=null,this._cubemapMaterial=null,this._equirectMaterial=null,this._compileMaterial(this._blurMaterial)}fromScene(e,t=0,n=.1,r=100){mi=this._renderer.getRenderTarget(),hi=this._renderer.getActiveCubeFace(),gi=this._renderer.getActiveMipmapLevel(),_i=this._renderer.xr.enabled,this._renderer.xr.enabled=!1,this._setSize(256);let i=this._allocateTargets();return i.depthBuffer=!0,this._sceneToCubeUV(e,n,r,i),t>0&&this._blur(i,0,0,t),this._applyPMREM(i),this._cleanup(i),i}fromEquirectangular(e,t=null){return this._fromTexture(e,t)}fromCubemap(e,t=null){return this._fromTexture(e,t)}compileCubemapShader(){this._cubemapMaterial===null&&(this._cubemapMaterial=Ti(),this._compileMaterial(this._cubemapMaterial))}compileEquirectangularShader(){this._equirectMaterial===null&&(this._equirectMaterial=wi(),this._compileMaterial(this._equirectMaterial))}dispose(){this._dispose(),this._cubemapMaterial!==null&&this._cubemapMaterial.dispose(),this._equirectMaterial!==null&&this._equirectMaterial.dispose()}_setSize(e){this._lodMax=Math.floor(Math.log2(e)),this._cubeSize=2**this._lodMax}_dispose(){this._blurMaterial!==null&&this._blurMaterial.dispose(),this._pingPongRenderTarget!==null&&this._pingPongRenderTarget.dispose();for(let e=0;e<this._lodPlanes.length;e++)this._lodPlanes[e].dispose()}_cleanup(e){this._renderer.setRenderTarget(mi,hi,gi),this._renderer.xr.enabled=_i,e.scissorTest=!1,Ci(e,0,0,e.width,e.height)}_fromTexture(e,t){e.mapping===301||e.mapping===302?this._setSize(e.image.length===0?16:e.image[0].width||e.image[0].image.width):this._setSize(e.image.width/4),mi=this._renderer.getRenderTarget(),hi=this._renderer.getActiveCubeFace(),gi=this._renderer.getActiveMipmapLevel(),_i=this._renderer.xr.enabled,this._renderer.xr.enabled=!1;let n=t||this._allocateTargets();return this._textureToCubeUV(e,n),this._applyPMREM(n),this._cleanup(n),n}_allocateTargets(){let e=3*Math.max(this._cubeSize,112),t=4*this._cubeSize,n={magFilter:s,minFilter:s,generateMipmaps:!1,type:_,format:C,colorSpace:Fe,depthBuffer:!1},r=Si(e,t,n);if(this._pingPongRenderTarget===null||this._pingPongRenderTarget.width!==e||this._pingPongRenderTarget.height!==t){this._pingPongRenderTarget!==null&&this._dispose(),this._pingPongRenderTarget=Si(e,t,n);let{_lodMax:r}=this;({sizeLods:this._sizeLods,lodPlanes:this._lodPlanes,sigmas:this._sigmas}=function(e){let t=[],n=[],r=[],i=e,a=e-4+1+ui.length;for(let o=0;o<a;o++){let a=2**i;n.push(a);let s=1/a;o>e-4?s=ui[o-e+4-1]:o===0&&(s=0),r.push(s);let c=1/(a-2),l=-c,u=1+c,d=[l,l,u,l,u,u,l,l,u,u,l,u],f=new Float32Array(108),p=new Float32Array(72),m=new Float32Array(36);for(let e=0;e<6;e++){let t=e%3*2/3-1,n=e>2?0:-1,r=[t,n,0,t+2/3,n,0,t+2/3,n+1,0,t,n,0,t+2/3,n+1,0,t,n+1,0];f.set(r,18*e),p.set(d,12*e);let i=[e,e,e,e,e,e];m.set(i,6*e)}let h=new mr;h.setAttribute(`position`,new ir(f,3)),h.setAttribute(`uv`,new ir(p,2)),h.setAttribute(`faceIndex`,new ir(m,1)),t.push(h),i>4&&i--}return{lodPlanes:t,sizeLods:n,sigmas:r}}(r)),this._blurMaterial=function(e,t,n){let r=new Float32Array(di),i=new R(0,1,0);return new jr({name:`SphericalGaussianBlur`,defines:{n:di,CUBEUV_TEXEL_WIDTH:1/t,CUBEUV_TEXEL_HEIGHT:1/n,CUBEUV_MAX_MIP:`${e}.0`},uniforms:{envMap:{value:null},samples:{value:1},weights:{value:r},latitudinal:{value:!1},dTheta:{value:0},mipInt:{value:0},poleAxis:{value:i}},vertexShader:Ei(),fragmentShader:`

			precision mediump float;
			precision mediump int;

			varying vec3 vOutputDirection;

			uniform sampler2D envMap;
			uniform int samples;
			uniform float weights[ n ];
			uniform bool latitudinal;
			uniform float dTheta;
			uniform float mipInt;
			uniform vec3 poleAxis;

			#define ENVMAP_TYPE_CUBE_UV
			#include <cube_uv_reflection_fragment>

			vec3 getSample( float theta, vec3 axis ) {

				float cosTheta = cos( theta );
				// Rodrigues' axis-angle rotation
				vec3 sampleDirection = vOutputDirection * cosTheta
					+ cross( axis, vOutputDirection ) * sin( theta )
					+ axis * dot( axis, vOutputDirection ) * ( 1.0 - cosTheta );

				return bilinearCubeUV( envMap, sampleDirection, mipInt );

			}

			void main() {

				vec3 axis = latitudinal ? poleAxis : cross( poleAxis, vOutputDirection );

				if ( all( equal( axis, vec3( 0.0 ) ) ) ) {

					axis = vec3( vOutputDirection.z, 0.0, - vOutputDirection.x );

				}

				axis = normalize( axis );

				gl_FragColor = vec4( 0.0, 0.0, 0.0, 1.0 );
				gl_FragColor.rgb += weights[ 0 ] * getSample( 0.0, axis );

				for ( int i = 1; i < n; i++ ) {

					if ( i >= samples ) {

						break;

					}

					float theta = dTheta * float( i );
					gl_FragColor.rgb += weights[ i ] * getSample( -1.0 * theta, axis );
					gl_FragColor.rgb += weights[ i ] * getSample( theta, axis );

				}

			}
		`,blending:0,depthTest:!1,depthWrite:!1})}(r,e,t)}return r}_compileMaterial(e){let t=new B(this._lodPlanes[0],e);this._renderer.compile(t,fi)}_sceneToCubeUV(e,t,n,r){let i=new Ir(90,1,t,n),a=[1,-1,1,1,1,1],o=[1,1,1,-1,-1,-1],s=this._renderer,c=s.autoClear,l=s.toneMapping;s.getClearColor(pi),s.toneMapping=0,s.autoClear=!1;let u=new er({name:`PMREM.Background`,side:1,depthWrite:!1,depthTest:!1}),d=new B(new V,u),f=!1,p=e.background;p?p.isColor&&(u.color.copy(p),e.background=null,f=!0):(u.color.copy(pi),f=!0);for(let t=0;t<6;t++){let n=t%3;n===0?(i.up.set(0,a[t],0),i.lookAt(o[t],0,0)):n===1?(i.up.set(0,0,a[t]),i.lookAt(0,o[t],0)):(i.up.set(0,a[t],0),i.lookAt(0,0,o[t]));let c=this._cubeSize;Ci(r,n*c,t>2?c:0,c,c),s.setRenderTarget(r),f&&s.render(d,i),s.render(e,i)}d.geometry.dispose(),d.material.dispose(),s.toneMapping=l,s.autoClear=c,e.background=p}_textureToCubeUV(e,t){let n=this._renderer,r=e.mapping===301||e.mapping===302;r?(this._cubemapMaterial===null&&(this._cubemapMaterial=Ti()),this._cubemapMaterial.uniforms.flipEnvMap.value=!1===e.isRenderTargetTexture?-1:1):this._equirectMaterial===null&&(this._equirectMaterial=wi());let i=r?this._cubemapMaterial:this._equirectMaterial,a=new B(this._lodPlanes[0],i);i.uniforms.envMap.value=e;let o=this._cubeSize;Ci(t,0,0,3*o,2*o),n.setRenderTarget(t),n.render(a,fi)}_applyPMREM(e){let t=this._renderer,n=t.autoClear;t.autoClear=!1;let r=this._lodPlanes.length;for(let t=1;t<r;t++){let n=Math.sqrt(this._sigmas[t]*this._sigmas[t]-this._sigmas[t-1]*this._sigmas[t-1]),i=bi[(r-t-1)%bi.length];this._blur(e,t-1,t,n,i)}t.autoClear=n}_blur(e,t,n,r,i){let a=this._pingPongRenderTarget;this._halfBlur(e,a,t,n,r,`latitudinal`,i),this._halfBlur(a,e,n,n,r,`longitudinal`,i)}_halfBlur(e,t,n,r,i,a,o){let s=this._renderer,c=this._blurMaterial;a!==`latitudinal`&&a!==`longitudinal`&&console.error(`blur direction must be either latitudinal or longitudinal!`);let l=new B(this._lodPlanes[r],c),u=c.uniforms,d=this._sizeLods[n]-1,f=isFinite(i)?Math.PI/(2*d):2*Math.PI/39,p=i/f,m=isFinite(i)?1+Math.floor(3*p):di;m>di&&console.warn(`sigmaRadians, ${i}, is too large and will clip, as it requested ${m} samples when the maximum is set to 20`);let h=[],g=0;for(let e=0;e<di;++e){let t=e/p,n=Math.exp(-t*t/2);h.push(n),e===0?g+=n:e<m&&(g+=2*n)}for(let e=0;e<h.length;e++)h[e]=h[e]/g;u.envMap.value=e.texture,u.samples.value=m,u.weights.value=h,u.latitudinal.value=a===`latitudinal`,o&&(u.poleAxis.value=o);let{_lodMax:_}=this;u.dTheta.value=f,u.mipInt.value=_-n;let v=this._sizeLods[r];Ci(t,3*v*(r>_-4?r-_+4:0),4*(this._cubeSize-v),3*v,2*v),s.setRenderTarget(t),s.render(l,fi)}};function Si(e,t,n){let r=new wt(e,t,n);return r.texture.mapping=306,r.texture.name=`PMREM.cubeUv`,r.scissorTest=!0,r}function Ci(e,t,n,r,i){e.viewport.set(t,n,r,i),e.scissor.set(t,n,r,i)}function wi(){return new jr({name:`EquirectangularToCubeUV`,uniforms:{envMap:{value:null}},vertexShader:Ei(),fragmentShader:`

			precision mediump float;
			precision mediump int;

			varying vec3 vOutputDirection;

			uniform sampler2D envMap;

			#include <common>

			void main() {

				vec3 outputDirection = normalize( vOutputDirection );
				vec2 uv = equirectUv( outputDirection );

				gl_FragColor = vec4( texture2D ( envMap, uv ).rgb, 1.0 );

			}
		`,blending:0,depthTest:!1,depthWrite:!1})}function Ti(){return new jr({name:`CubemapToCubeUV`,uniforms:{envMap:{value:null},flipEnvMap:{value:-1}},vertexShader:Ei(),fragmentShader:`

			precision mediump float;
			precision mediump int;

			uniform float flipEnvMap;

			varying vec3 vOutputDirection;

			uniform samplerCube envMap;

			void main() {

				gl_FragColor = textureCube( envMap, vec3( flipEnvMap * vOutputDirection.x, vOutputDirection.yz ) );

			}
		`,blending:0,depthTest:!1,depthWrite:!1})}function Ei(){return`

		precision mediump float;
		precision mediump int;

		attribute float faceIndex;

		varying vec3 vOutputDirection;

		// RH coordinate system; PMREM face-indexing convention
		vec3 getDirection( vec2 uv, float face ) {

			uv = 2.0 * uv - 1.0;

			vec3 direction = vec3( uv, 1.0 );

			if ( face == 0.0 ) {

				direction = direction.zyx; // ( 1, v, u ) pos x

			} else if ( face == 1.0 ) {

				direction = direction.xzy;
				direction.xz *= -1.0; // ( -u, 1, -v ) pos y

			} else if ( face == 2.0 ) {

				direction.x *= -1.0; // ( -u, v, 1 ) pos z

			} else if ( face == 3.0 ) {

				direction = direction.zyx;
				direction.xz *= -1.0; // ( -1, v, -u ) neg x

			} else if ( face == 4.0 ) {

				direction = direction.xzy;
				direction.xy *= -1.0; // ( -u, -1, v ) neg y

			} else if ( face == 5.0 ) {

				direction.z *= -1.0; // ( u, v, -1 ) neg z

			}

			return direction;

		}

		void main() {

			vOutputDirection = getDirection( uv, faceIndex );
			gl_Position = vec4( position, 1.0 );

		}
	`}function Di(e){let t=new WeakMap,n=null;function r(e){let n=e.target;n.removeEventListener(`dispose`,r);let i=t.get(n);i!==void 0&&(t.delete(n),i.dispose())}return{get:function(i){if(i&&i.isTexture){let a=i.mapping,o=a===303||a===304,s=a===301||a===302;if(o||s){let a=t.get(i),c=a===void 0?0:a.texture.pmremVersion;if(i.isRenderTargetTexture&&i.pmremVersion!==c)return n===null&&(n=new xi(e)),a=o?n.fromEquirectangular(i,a):n.fromCubemap(i,a),a.texture.pmremVersion=i.pmremVersion,t.set(i,a),a.texture;if(a!==void 0)return a.texture;{let c=i.image;return o&&c&&c.height>0||s&&c&&function(e){let t=0;for(let n=0;n<6;n++)e[n]!==void 0&&t++;return t===6}(c)?(n===null&&(n=new xi(e)),a=o?n.fromEquirectangular(i):n.fromCubemap(i),a.texture.pmremVersion=i.pmremVersion,t.set(i,a),i.addEventListener(`dispose`,r),a.texture):null}}}return i},dispose:function(){t=new WeakMap,n!==null&&(n.dispose(),n=null)}}}function Oi(e){let t={};function n(n){if(t[n]!==void 0)return t[n];let 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vo(e,t){return(t.castShadow?2:0)-(e.castShadow?2:0)+ +!!t.map-!!e.map}function yo(e){let t=new go,n=function(){let e={};return{get:function(t){if(e[t.id]!==void 0)return e[t.id];let n;switch(t.type){case`DirectionalLight`:case`SpotLight`:n={shadowIntensity:1,shadowBias:0,shadowNormalBias:0,shadowRadius:1,shadowMapSize:new L};break;case`PointLight`:n={shadowIntensity:1,shadowBias:0,shadowNormalBias:0,shadowRadius:1,shadowMapSize:new L,shadowCameraNear:1,shadowCameraFar:1e3}}return 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		#endif
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	mean = mean / samples;
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a=t.textures,o=!0===t.isWebGLCubeRenderTarget,s=a.length>1;if(s||(i.__webglTexture===void 0&&(i.__webglTexture=e.createTexture()),i.__version=n.version,h.memory.textures++),o){r.__webglFramebuffer=[];for(let t=0;t<6;t++)if(n.mipmaps&&n.mipmaps.length>0){r.__webglFramebuffer[t]=[];for(let i=0;i<n.mipmaps.length;i++)r.__webglFramebuffer[t][i]=e.createFramebuffer()}else r.__webglFramebuffer[t]=e.createFramebuffer()}else{if(n.mipmaps&&n.mipmaps.length>0){r.__webglFramebuffer=[];for(let t=0;t<n.mipmaps.length;t++)r.__webglFramebuffer[t]=e.createFramebuffer()}else r.__webglFramebuffer=e.createFramebuffer();if(s)for(let t=0,n=a.length;t<n;t++){let n=f.get(a[t]);n.__webglTexture===void 0&&(n.__webglTexture=e.createTexture(),h.memory.textures++)}if(t.samples>0&&!1===P(t)){r.__webglMultisampledFramebuffer=e.createFramebuffer(),r.__webglColorRenderbuffer=[],d.bindFramebuffer(e.FRAMEBUFFER,r.__webglMultisampledFramebuffer);for(let n=0;n<a.length;n++){let i=a[n];r.__webglColorRenderbuffer[n]=e.createRenderbuffer(),e.bindRenderbuffer(e.RENDERBUFFER,r.__webglColorRenderbuffer[n]);let o=m.convert(i.format,i.colorSpace),s=m.convert(i.type),c=O(i.internalFormat,o,s,i.colorSpace,!0===t.isXRRenderTarget),l=pe(t);e.renderbufferStorageMultisample(e.RENDERBUFFER,l,c,t.width,t.height),e.framebufferRenderbuffer(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0+n,e.RENDERBUFFER,r.__webglColorRenderbuffer[n])}e.bindRenderbuffer(e.RENDERBUFFER,null),t.depthBuffer&&(r.__webglDepthRenderbuffer=e.createRenderbuffer(),le(r.__webglDepthRenderbuffer,t,!0)),d.bindFramebuffer(e.FRAMEBUFFER,null)}}if(o){d.bindTexture(e.TEXTURE_CUBE_MAP,i.__webglTexture),ae(e.TEXTURE_CUBE_MAP,n);for(let i=0;i<6;i++)if(n.mipmaps&&n.mipmaps.length>0)for(let a=0;a<n.mipmaps.length;a++)ce(r.__webglFramebuffer[i][a],t,n,e.COLOR_ATTACHMENT0,e.TEXTURE_CUBE_MAP_POSITIVE_X+i,a);else ce(r.__webglFramebuffer[i],t,n,e.COLOR_ATTACHMENT0,e.TEXTURE_CUBE_MAP_POSITIVE_X+i,0);T(n)&&D(e.TEXTURE_CUBE_MAP),d.unbindTexture()}else if(s){for(let n=0,i=a.length;n<i;n++){let i=a[n],o=f.get(i);d.bindTexture(e.TEXTURE_2D,o.__webglTexture),ae(e.TEXTURE_2D,i),ce(r.__webglFramebuffer,t,i,e.COLOR_ATTACHMENT0+n,e.TEXTURE_2D,0),T(i)&&D(e.TEXTURE_2D)}d.unbindTexture()}else{let a=e.TEXTURE_2D;if((t.isWebGL3DRenderTarget||t.isWebGLArrayRenderTarget)&&(a=t.isWebGL3DRenderTarget?e.TEXTURE_3D:e.TEXTURE_2D_ARRAY),d.bindTexture(a,i.__webglTexture),ae(a,n),n.mipmaps&&n.mipmaps.length>0)for(let i=0;i<n.mipmaps.length;i++)ce(r.__webglFramebuffer[i],t,n,e.COLOR_ATTACHMENT0,a,i);else ce(r.__webglFramebuffer,t,n,e.COLOR_ATTACHMENT0,a,0);T(n)&&D(a),d.unbindTexture()}t.depthBuffer&&ue(t)},this.updateRenderTargetMipmap=function(t){let n=t.textures;for(let r=0,i=n.length;r<i;r++){let i=n[r];if(T(i)){let n=t.isWebGLCubeRenderTarget?e.TEXTURE_CUBE_MAP:e.TEXTURE_2D,r=f.get(i).__webglTexture;d.bindTexture(n,r),D(n),d.unbindTexture()}}},this.updateMultisampleRenderTarget=function(t){if(t.samples>0){if(!1===P(t)){let n=t.textures,r=t.width,i=t.height,a=e.COLOR_BUFFER_BIT,o=t.stencilBuffer?e.DEPTH_STENCIL_ATTACHMENT:e.DEPTH_ATTACHMENT,s=f.get(t),c=n.length>1;if(c)for(let t=0;t<n.length;t++)d.bindFramebuffer(e.FRAMEBUFFER,s.__webglMultisampledFramebuffer),e.framebufferRenderbuffer(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0+t,e.RENDERBUFFER,null),d.bindFramebuffer(e.FRAMEBUFFER,s.__webglFramebuffer),e.framebufferTexture2D(e.DRAW_FRAMEBUFFER,e.COLOR_ATTACHMENT0+t,e.TEXTURE_2D,null,0);d.bindFramebuffer(e.READ_FRAMEBUFFER,s.__webglMultisampledFramebuffer),d.bindFramebuffer(e.DRAW_FRAMEBUFFER,s.__webglFramebuffer);for(let l=0;l<n.length;l++){if(t.resolveDepthBuffer&&(t.depthBuffer&&(a|=e.DEPTH_BUFFER_BIT),t.stencilBuffer&&t.resolveStencilBuffer&&(a|=e.STENCIL_BUFFER_BIT)),c){e.framebufferRenderbuffer(e.READ_FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.RENDERBUFFER,s.__webglColorRenderbuffer[l]);let t=f.get(n[l]).__webglTexture;e.framebufferTexture2D(e.DRAW_FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0)}e.blitFramebuffer(0,0,r,i,0,0,r,i,a,e.NEAREST),!0===_&&(de.length=0,fe.length=0,de.push(e.COLOR_ATTACHMENT0+l),t.depthBuffer&&!1===t.resolveDepthBuffer&&(de.push(o),fe.push(o),e.invalidateFramebuffer(e.DRAW_FRAMEBUFFER,fe)),e.invalidateFramebuffer(e.READ_FRAMEBUFFER,de))}if(d.bindFramebuffer(e.READ_FRAMEBUFFER,null),d.bindFramebuffer(e.DRAW_FRAMEBUFFER,null),c)for(let t=0;t<n.length;t++){d.bindFramebuffer(e.FRAMEBUFFER,s.__webglMultisampledFramebuffer),e.framebufferRenderbuffer(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0+t,e.RENDERBUFFER,s.__webglColorRenderbuffer[t]);let r=f.get(n[t]).__webglTexture;d.bindFramebuffer(e.FRAMEBUFFER,s.__webglFramebuffer),e.framebufferTexture2D(e.DRAW_FRAMEBUFFER,e.COLOR_ATTACHMENT0+t,e.TEXTURE_2D,r,0)}d.bindFramebuffer(e.DRAW_FRAMEBUFFER,s.__webglMultisampledFramebuffer)}else if(t.depthBuffer&&!1===t.resolveDepthBuffer&&_){let n=t.stencilBuffer?e.DEPTH_STENCIL_ATTACHMENT:e.DEPTH_ATTACHMENT;e.invalidateFramebuffer(e.DRAW_FRAMEBUFFER,[n])}}},this.setupDepthRenderbuffer=ue,this.setupFrameBufferTexture=ce,this.useMultisampledRTT=P}function ko(e,t){return{convert:function(n,r=``){let i,a=ft.getTransfer(r);if(n===1009)return e.UNSIGNED_BYTE;if(n===1017)return e.UNSIGNED_SHORT_4_4_4_4;if(n===1018)return e.UNSIGNED_SHORT_5_5_5_1;if(n===35902)return e.UNSIGNED_INT_5_9_9_9_REV;if(n===1010)return e.BYTE;if(n===1011)return e.SHORT;if(n===1012)return e.UNSIGNED_SHORT;if(n===1013)return e.INT;if(n===1014)return e.UNSIGNED_INT;if(n===1015)return e.FLOAT;if(n===1016)return e.HALF_FLOAT;if(n===1021)return e.ALPHA;if(n===1022)return e.RGB;if(n===1023)return e.RGBA;if(n===1024)return e.LUMINANCE;if(n===1025)return e.LUMINANCE_ALPHA;if(n===1026)return e.DEPTH_COMPONENT;if(n===1027)return e.DEPTH_STENCIL;if(n===1028)return e.RED;if(n===1029)return e.RED_INTEGER;if(n===1030)return e.RG;if(n===1031)return e.RG_INTEGER;if(n===1033)return e.RGBA_INTEGER;if(n===33776||n===33777||n===33778||n===33779){if(a===`srgb`){if(i=t.get(`WEBGL_compressed_texture_s3tc_srgb`),i===null)return null;if(n===33776)return i.COMPRESSED_SRGB_S3TC_DXT1_EXT;if(n===33777)return i.COMPRESSED_SRGB_ALPHA_S3TC_DXT1_EXT;if(n===33778)return i.COMPRESSED_SRGB_ALPHA_S3TC_DXT3_EXT;if(n===33779)return i.COMPRESSED_SRGB_ALPHA_S3TC_DXT5_EXT}else{if(i=t.get(`WEBGL_compressed_texture_s3tc`),i===null)return null;if(n===33776)return i.COMPRESSED_RGB_S3TC_DXT1_EXT;if(n===33777)return i.COMPRESSED_RGBA_S3TC_DXT1_EXT;if(n===33778)return i.COMPRESSED_RGBA_S3TC_DXT3_EXT;if(n===33779)return i.COMPRESSED_RGBA_S3TC_DXT5_EXT}}if(n===35840||n===35841||n===35842||n===35843){if(i=t.get(`WEBGL_compressed_texture_pvrtc`),i===null)return null;if(n===35840)return i.COMPRESSED_RGB_PVRTC_4BPPV1_IMG;if(n===35841)return i.COMPRESSED_RGB_PVRTC_2BPPV1_IMG;if(n===35842)return i.COMPRESSED_RGBA_PVRTC_4BPPV1_IMG;if(n===35843)return i.COMPRESSED_RGBA_PVRTC_2BPPV1_IMG}if(n===36196||n===37492||n===37496){if(i=t.get(`WEBGL_compressed_texture_etc`),i===null)return null;if(n===36196||n===37492)return a===`srgb`?i.COMPRESSED_SRGB8_ETC2:i.COMPRESSED_RGB8_ETC2;if(n===37496)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ETC2_EAC:i.COMPRESSED_RGBA8_ETC2_EAC}if(n===37808||n===37809||n===37810||n===37811||n===37812||n===37813||n===37814||n===37815||n===37816||n===37817||n===37818||n===37819||n===37820||n===37821){if(i=t.get(`WEBGL_compressed_texture_astc`),i===null)return null;if(n===37808)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_4x4_KHR:i.COMPRESSED_RGBA_ASTC_4x4_KHR;if(n===37809)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_5x4_KHR:i.COMPRESSED_RGBA_ASTC_5x4_KHR;if(n===37810)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_5x5_KHR:i.COMPRESSED_RGBA_ASTC_5x5_KHR;if(n===37811)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_6x5_KHR:i.COMPRESSED_RGBA_ASTC_6x5_KHR;if(n===37812)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_6x6_KHR:i.COMPRESSED_RGBA_ASTC_6x6_KHR;if(n===37813)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_8x5_KHR:i.COMPRESSED_RGBA_ASTC_8x5_KHR;if(n===37814)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_8x6_KHR:i.COMPRESSED_RGBA_ASTC_8x6_KHR;if(n===37815)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_8x8_KHR:i.COMPRESSED_RGBA_ASTC_8x8_KHR;if(n===37816)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_10x5_KHR:i.COMPRESSED_RGBA_ASTC_10x5_KHR;if(n===37817)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_10x6_KHR:i.COMPRESSED_RGBA_ASTC_10x6_KHR;if(n===37818)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_10x8_KHR:i.COMPRESSED_RGBA_ASTC_10x8_KHR;if(n===37819)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_10x10_KHR:i.COMPRESSED_RGBA_ASTC_10x10_KHR;if(n===37820)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_12x10_KHR:i.COMPRESSED_RGBA_ASTC_12x10_KHR;if(n===37821)return a===`srgb`?i.COMPRESSED_SRGB8_ALPHA8_ASTC_12x12_KHR:i.COMPRESSED_RGBA_ASTC_12x12_KHR}if(n===36492||n===36494||n===36495){if(i=t.get(`EXT_texture_compression_bptc`),i===null)return null;if(n===36492)return a===`srgb`?i.COMPRESSED_SRGB_ALPHA_BPTC_UNORM_EXT:i.COMPRESSED_RGBA_BPTC_UNORM_EXT;if(n===36494)return i.COMPRESSED_RGB_BPTC_SIGNED_FLOAT_EXT;if(n===36495)return i.COMPRESSED_RGB_BPTC_UNSIGNED_FLOAT_EXT}if(n===36283||n===36284||n===36285||n===36286){if(i=t.get(`EXT_texture_compression_rgtc`),i===null)return null;if(n===36492)return i.COMPRESSED_RED_RGTC1_EXT;if(n===36284)return i.COMPRESSED_SIGNED_RED_RGTC1_EXT;if(n===36285)return i.COMPRESSED_RED_GREEN_RGTC2_EXT;if(n===36286)return i.COMPRESSED_SIGNED_RED_GREEN_RGTC2_EXT}return n===1020?e.UNSIGNED_INT_24_8:e[n]===void 0?null:e[n]}}}var Ao=class extends Ir{constructor(e=[]){super(),this.isArrayCamera=!0,this.cameras=e}},H=class extends jn{constructor(){super(),this.isGroup=!0,this.type=`Group`}},jo={type:`move`},Mo=class{constructor(){this._targetRay=null,this._grip=null,this._hand=null}getHandSpace(){return this._hand===null&&(this._hand=new H,this._hand.matrixAutoUpdate=!1,this._hand.visible=!1,this._hand.joints={},this._hand.inputState={pinching:!1}),this._hand}getTargetRaySpace(){return this._targetRay===null&&(this._targetRay=new H,this._targetRay.matrixAutoUpdate=!1,this._targetRay.visible=!1,this._targetRay.hasLinearVelocity=!1,this._targetRay.linearVelocity=new R,this._targetRay.hasAngularVelocity=!1,this._targetRay.angularVelocity=new R),this._targetRay}getGripSpace(){return this._grip===null&&(this._grip=new H,this._grip.matrixAutoUpdate=!1,this._grip.visible=!1,this._grip.hasLinearVelocity=!1,this._grip.linearVelocity=new R,this._grip.hasAngularVelocity=!1,this._grip.angularVelocity=new R),this._grip}dispatchEvent(e){return this._targetRay!==null&&this._targetRay.dispatchEvent(e),this._grip!==null&&this._grip.dispatchEvent(e),this._hand!==null&&this._hand.dispatchEvent(e),this}connect(e){if(e&&e.hand){let t=this._hand;if(t)for(let n of e.hand.values())this._getHandJoint(t,n)}return this.dispatchEvent({type:`connected`,data:e}),this}disconnect(e){return this.dispatchEvent({type:`disconnected`,data:e}),this._targetRay!==null&&(this._targetRay.visible=!1),this._grip!==null&&(this._grip.visible=!1),this._hand!==null&&(this._hand.visible=!1),this}update(e,t,n){let r=null,i=null,a=null,o=this._targetRay,s=this._grip,c=this._hand;if(e&&t.session.visibilityState!==`visible-blurred`){if(c&&e.hand){a=!0;for(let r of e.hand.values()){let e=t.getJointPose(r,n),i=this._getHandJoint(c,r);e!==null&&(i.matrix.fromArray(e.transform.matrix),i.matrix.decompose(i.position,i.rotation,i.scale),i.matrixWorldNeedsUpdate=!0,i.jointRadius=e.radius),i.visible=e!==null}let r=c.joints[`index-finger-tip`],i=c.joints[`thumb-tip`],o=r.position.distanceTo(i.position);c.inputState.pinching&&o>.025?(c.inputState.pinching=!1,this.dispatchEvent({type:`pinchend`,handedness:e.handedness,target:this})):!c.inputState.pinching&&o<=.015&&(c.inputState.pinching=!0,this.dispatchEvent({type:`pinchstart`,handedness:e.handedness,target:this}))}else s!==null&&e.gripSpace&&(i=t.getPose(e.gripSpace,n),i!==null&&(s.matrix.fromArray(i.transform.matrix),s.matrix.decompose(s.position,s.rotation,s.scale),s.matrixWorldNeedsUpdate=!0,i.linearVelocity?(s.hasLinearVelocity=!0,s.linearVelocity.copy(i.linearVelocity)):s.hasLinearVelocity=!1,i.angularVelocity?(s.hasAngularVelocity=!0,s.angularVelocity.copy(i.angularVelocity)):s.hasAngularVelocity=!1));o!==null&&(r=t.getPose(e.targetRaySpace,n),r===null&&i!==null&&(r=i),r!==null&&(o.matrix.fromArray(r.transform.matrix),o.matrix.decompose(o.position,o.rotation,o.scale),o.matrixWorldNeedsUpdate=!0,r.linearVelocity?(o.hasLinearVelocity=!0,o.linearVelocity.copy(r.linearVelocity)):o.hasLinearVelocity=!1,r.angularVelocity?(o.hasAngularVelocity=!0,o.angularVelocity.copy(r.angularVelocity)):o.hasAngularVelocity=!1,this.dispatchEvent(jo)))}return o!==null&&(o.visible=r!==null),s!==null&&(s.visible=i!==null),c!==null&&(c.visible=a!==null),this}_getHandJoint(e,t){if(e.joints[t.jointName]===void 0){let n=new H;n.matrixAutoUpdate=!1,n.visible=!1,e.joints[t.jointName]=n,e.add(n)}return e.joints[t.jointName]}},No=class{constructor(){this.texture=null,this.mesh=null,this.depthNear=0,this.depthFar=0}init(e,t,n){if(this.texture===null){let r=new xt;e.properties.get(r).__webglTexture=t.texture,t.depthNear==n.depthNear&&t.depthFar==n.depthFar||(this.depthNear=t.depthNear,this.depthFar=t.depthFar),this.texture=r}}getMesh(e){if(this.texture!==null&&this.mesh===null){let t=e.cameras[0].viewport,n=new jr({vertexShader:`
void main() {

	gl_Position = vec4( position, 1.0 );

}`,fragmentShader:`
uniform sampler2DArray depthColor;
uniform float depthWidth;
uniform float depthHeight;

void main() {

	vec2 coord = vec2( gl_FragCoord.x / depthWidth, gl_FragCoord.y / depthHeight );

	if ( coord.x >= 1.0 ) {

		gl_FragDepth = texture( depthColor, vec3( coord.x - 1.0, coord.y, 1 ) ).r;

	} else {

		gl_FragDepth = texture( depthColor, vec3( coord.x, coord.y, 0 ) ).r;

	}

}`,uniforms:{depthColor:{value:this.texture},depthWidth:{value:t.z},depthHeight:{value:t.w}}});this.mesh=new B(new Xr(20,20),n)}return this.mesh}reset(){this.texture=null,this.mesh=null}getDepthTexture(){return this.texture}},Po=class extends Ue{constructor(e,t){super();let n=this,r=null,i=1,a=null,o=`local-floor`,s=1,c=null,l=null,d=null,f=null,p=null,m=null,h=new No,g=t.getContextAttributes(),_=null,v=null,y=[],b=[],x=new L,S=null,w=new Ir;w.layers.enable(1),w.viewport=new St;let T=new Ir;T.layers.enable(2),T.viewport=new St;let E=[w,T],D=new Ao;D.layers.enable(1),D.layers.enable(2);let O=null,k=null;function A(e){let t=b.indexOf(e.inputSource);if(t===-1)return;let n=y[t];n!==void 0&&(n.update(e.inputSource,e.frame,c||a),n.dispatchEvent({type:e.type,data:e.inputSource}))}function j(){r.removeEventListener(`select`,A),r.removeEventListener(`selectstart`,A),r.removeEventListener(`selectend`,A),r.removeEventListener(`squeeze`,A),r.removeEventListener(`squeezestart`,A),r.removeEventListener(`squeezeend`,A),r.removeEventListener(`end`,j),r.removeEventListener(`inputsourceschange`,ee);for(let e=0;e<y.length;e++){let t=b[e];t!==null&&(b[e]=null,y[e].disconnect(t))}O=null,k=null,h.reset(),e.setRenderTarget(_),p=null,f=null,d=null,r=null,v=null,re.stop(),n.isPresenting=!1,e.setPixelRatio(S),e.setSize(x.width,x.height,!1),n.dispatchEvent({type:`sessionend`})}function ee(e){for(let t=0;t<e.removed.length;t++){let n=e.removed[t],r=b.indexOf(n);r>=0&&(b[r]=null,y[r].disconnect(n))}for(let t=0;t<e.added.length;t++){let n=e.added[t],r=b.indexOf(n);if(r===-1){for(let e=0;e<y.length;e++){if(e>=b.length){b.push(n),r=e;break}if(b[e]===null){b[e]=n,r=e;break}}if(r===-1)break}let i=y[r];i&&i.connect(n)}}this.cameraAutoUpdate=!0,this.enabled=!1,this.isPresenting=!1,this.getController=function(e){let t=y[e];return t===void 0&&(t=new Mo,y[e]=t),t.getTargetRaySpace()},this.getControllerGrip=function(e){let t=y[e];return t===void 0&&(t=new Mo,y[e]=t),t.getGripSpace()},this.getHand=function(e){let t=y[e];return t===void 0&&(t=new Mo,y[e]=t),t.getHandSpace()},this.setFramebufferScaleFactor=function(e){i=e,!0===n.isPresenting&&console.warn(`THREE.WebXRManager: Cannot change framebuffer scale while presenting.`)},this.setReferenceSpaceType=function(e){o=e,!0===n.isPresenting&&console.warn(`THREE.WebXRManager: Cannot change reference space type while presenting.`)},this.getReferenceSpace=function(){return c||a},this.setReferenceSpace=function(e){c=e},this.getBaseLayer=function(){return f===null?p:f},this.getBinding=function(){return d},this.getFrame=function(){return m},this.getSession=function(){return r},this.setSession=async function(l){if(r=l,r!==null){if(_=e.getRenderTarget(),r.addEventListener(`select`,A),r.addEventListener(`selectstart`,A),r.addEventListener(`selectend`,A),r.addEventListener(`squeeze`,A),r.addEventListener(`squeezestart`,A),r.addEventListener(`squeezeend`,A),r.addEventListener(`end`,j),r.addEventListener(`inputsourceschange`,ee),!0!==g.xrCompatible&&await t.makeXRCompatible(),S=e.getPixelRatio(),e.getSize(x),r.renderState.layers===void 0){let n={antialias:g.antialias,alpha:!0,depth:g.depth,stencil:g.stencil,framebufferScaleFactor:i};p=new XRWebGLLayer(r,t,n),r.updateRenderState({baseLayer:p}),e.setPixelRatio(1),e.setSize(p.framebufferWidth,p.framebufferHeight,!1),v=new wt(p.framebufferWidth,p.framebufferHeight,{format:C,type:u,colorSpace:e.outputColorSpace,stencilBuffer:g.stencil})}else{let n=null,a=null,o=null;g.depth&&(o=g.stencil?t.DEPTH24_STENCIL8:t.DEPTH_COMPONENT24,n=g.stencil?1027:1026,a=g.stencil?1020:1014);let s={colorFormat:t.RGBA8,depthFormat:o,scaleFactor:i};d=new XRWebGLBinding(r,t),f=d.createProjectionLayer(s),r.updateRenderState({layers:[f]}),e.setPixelRatio(1),e.setSize(f.textureWidth,f.textureHeight,!1),v=new wt(f.textureWidth,f.textureHeight,{format:C,type:u,depthTexture:new Pi(f.textureWidth,f.textureHeight,a,void 0,void 0,void 0,void 0,void 0,void 0,n),stencilBuffer:g.stencil,colorSpace:e.outputColorSpace,samples:g.antialias?4:0,resolveDepthBuffer:!1===f.ignoreDepthValues})}v.isXRRenderTarget=!0,this.setFoveation(s),c=null,a=await r.requestReferenceSpace(o),re.setContext(r),re.start(),n.isPresenting=!0,n.dispatchEvent({type:`sessionstart`})}},this.getEnvironmentBlendMode=function(){if(r!==null)return r.environmentBlendMode},this.getDepthTexture=function(){return h.getDepthTexture()};let M=new R,te=new R;function N(e,t){t===null?e.matrixWorld.copy(e.matrix):e.matrixWorld.multiplyMatrices(t.matrixWorld,e.matrix),e.matrixWorldInverse.copy(e.matrixWorld).invert()}this.updateCamera=function(e){if(r===null)return;let t=e.near,n=e.far;h.texture!==null&&(h.depthNear>0&&(t=h.depthNear),h.depthFar>0&&(n=h.depthFar)),D.near=T.near=w.near=t,D.far=T.far=w.far=n,O===D.near&&k===D.far||(r.updateRenderState({depthNear:D.near,depthFar:D.far}),O=D.near,k=D.far);let i=e.parent,a=D.cameras;N(D,i);for(let e=0;e<a.length;e++)N(a[e],i);a.length===2?function(e,t,n){M.setFromMatrixPosition(t.matrixWorld),te.setFromMatrixPosition(n.matrixWorld);let r=M.distanceTo(te),i=t.projectionMatrix.elements,a=n.projectionMatrix.elements,o=i[14]/(i[10]-1),s=i[14]/(i[10]+1),c=(i[9]+1)/i[5],l=(i[9]-1)/i[5],u=(i[8]-1)/i[0],d=(a[8]+1)/a[0],f=o*u,p=o*d,m=r/(-u+d),h=m*-u;if(t.matrixWorld.decompose(e.position,e.quaternion,e.scale),e.translateX(h),e.translateZ(m),e.matrixWorld.compose(e.position,e.quaternion,e.scale),e.matrixWorldInverse.copy(e.matrixWorld).invert(),i[10]===-1)e.projectionMatrix.copy(t.projectionMatrix),e.projectionMatrixInverse.copy(t.projectionMatrixInverse);else{let t=o+m,n=s+m,i=f-h,a=p+(r-h),u=c*s/n*t,d=l*s/n*t;e.projectionMatrix.makePerspective(i,a,u,d,t,n),e.projectionMatrixInverse.copy(e.projectionMatrix).invert()}}(D,w,T):D.projectionMatrix.copy(w.projectionMatrix),function(e,t,n){n===null?e.matrix.copy(t.matrixWorld):(e.matrix.copy(n.matrixWorld),e.matrix.invert(),e.matrix.multiply(t.matrixWorld)),e.matrix.decompose(e.position,e.quaternion,e.scale),e.updateMatrixWorld(!0),e.projectionMatrix.copy(t.projectionMatrix),e.projectionMatrixInverse.copy(t.projectionMatrixInverse),e.isPerspectiveCamera&&(e.fov=2*qe*Math.atan(1/e.projectionMatrix.elements[5]),e.zoom=1)}(e,D,i)},this.getCamera=function(){return D},this.getFoveation=function(){if(f!==null||p!==null)return s},this.setFoveation=function(e){s=e,f!==null&&(f.fixedFoveation=e),p!==null&&p.fixedFoveation!==void 0&&(p.fixedFoveation=e)},this.hasDepthSensing=function(){return h.texture!==null},this.getDepthSensingMesh=function(){return h.getMesh(D)};let ne=null,re=new Jr;re.setAnimationLoop((function(t,i){if(l=i.getViewerPose(c||a),m=i,l!==null){let t=l.views;p!==null&&(e.setRenderTargetFramebuffer(v,p.framebuffer),e.setRenderTarget(v));let n=!1;t.length!==D.cameras.length&&(D.cameras.length=0,n=!0);for(let r=0;r<t.length;r++){let i=t[r],a=null;if(p!==null)a=p.getViewport(i);else{let t=d.getViewSubImage(f,i);a=t.viewport,r===0&&(e.setRenderTargetTextures(v,t.colorTexture,f.ignoreDepthValues?void 0:t.depthStencilTexture),e.setRenderTarget(v))}let o=E[r];o===void 0&&(o=new Ir,o.layers.enable(r),o.viewport=new St,E[r]=o),o.matrix.fromArray(i.transform.matrix),o.matrix.decompose(o.position,o.quaternion,o.scale),o.projectionMatrix.fromArray(i.projectionMatrix),o.projectionMatrixInverse.copy(o.projectionMatrix).invert(),o.viewport.set(a.x,a.y,a.width,a.height),r===0&&(D.matrix.copy(o.matrix),D.matrix.decompose(D.position,D.quaternion,D.scale)),!0===n&&D.cameras.push(o)}let i=r.enabledFeatures;if(i&&i.includes(`depth-sensing`)){let 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te,N;if(r.isShaderMaterial&&!0===r.uniformsNeedUpdate&&(za.upload(I,tt(y),A,F),r.uniformsNeedUpdate=!1),r.isSpriteMaterial&&k.setValue(I,`center`,i.center),k.setValue(I,`modelViewMatrix`,i.modelViewMatrix),k.setValue(I,`normalMatrix`,i.normalMatrix),k.setValue(I,`modelMatrix`,i.matrixWorld),r.isShaderMaterial||r.isRawShaderMaterial){let e=r.uniformsGroups;for(let t=0,n=e.length;t<n;t++){let n=e[t];Le.update(n,T),Le.bind(n,T)}}return T}(e,t,n,r,i);he.setMaterial(r,o);let c=n.index,l=1;if(!0===r.wireframe){if(c=xe.getWireframeAttribute(n),c===void 0)return;l=2}let u=n.drawRange,d=n.attributes.position,f=u.start*l,p=(u.start+u.count)*l;a!==null&&(f=Math.max(f,a.start*l),p=Math.min(p,(a.start+a.count)*l)),c===null?d!=null&&(f=Math.max(f,0),p=Math.min(p,d.count)):(f=Math.max(f,0),p=Math.min(p,c.count));let m=p-f;if(m<0||m===1/0)return;let g;Ie.setup(i,r,s,n,c);let 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Ke=null;function qe(){Ye.stop()}function Je(){Ye.start()}let Ye=new Jr;function Xe(e,t,n,r){if(!1===e.visible)return;if(e.layers.test(t.layers)){if(e.isGroup)n=e.renderOrder;else if(e.isLOD)!0===e.autoUpdate&&e.update(t);else if(e.isLight)h.pushLight(e),e.castShadow&&h.pushShadow(e);else if(e.isSprite){if(!e.frustumCulled||ie.intersectsSprite(e)){r&&ue.setFromMatrixPosition(e.matrixWorld).applyMatrix4(ce);let t=Se.update(e),i=e.material;i.visible&&m.push(e,t,i,n,ue.z,null)}}else if((e.isMesh||e.isLine||e.isPoints)&&(!e.frustumCulled||ie.intersectsObject(e))){let t=Se.update(e),i=e.material;if(r&&(e.boundingSphere===void 0?(t.boundingSphere===null&&t.computeBoundingSphere(),ue.copy(t.boundingSphere.center)):(e.boundingSphere===null&&e.computeBoundingSphere(),ue.copy(e.boundingSphere.center)),ue.applyMatrix4(e.matrixWorld).applyMatrix4(ce)),Array.isArray(i)){let r=t.groups;for(let a=0,o=r.length;a<o;a++){let o=r[a],s=i[o.materialIndex];s&&s.visible&&m.push(e,t,s,n,ue.z,o)}}else 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s=v.getRenderTarget();v.setRenderTarget(a),v.getClearColor(O),k=v.getClearAlpha(),k<1&&v.setClearColor(16777215,.5),v.clear(),fe&&ke.render(n);let c=v.toneMapping;v.toneMapping=0;let l=r.viewport;if(r.viewport!==void 0&&(r.viewport=void 0),h.setupLightsView(r),!0===ae&&De.setGlobalState(v.clippingPlanes,r),$e(e,n,r),F.updateMultisampleRenderTarget(a),F.updateRenderTargetMipmap(a),!1===P.has(`WEBGL_multisampled_render_to_texture`)){let e=!1;for(let i=0,a=t.length;i<a;i++){let a=t[i],o=a.object,s=a.geometry,c=a.material,l=a.group;if(c.side===2&&o.layers.test(r.layers)){let t=c.side;c.side=1,c.needsUpdate=!0,et(o,n,r,s,c,l),c.side=t,c.needsUpdate=!0,e=!0}}!0===e&&(F.updateMultisampleRenderTarget(a),F.updateRenderTargetMipmap(a))}v.setRenderTarget(s),v.setClearColor(O,k),l!==void 0&&(r.viewport=l),v.toneMapping=c}function $e(e,t,n){let r=!0===t.isScene?t.overrideMaterial:null;for(let i=0,a=e.length;i<a;i++){let 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tt(e){if(e.uniformsList===null){let t=e.currentProgram.getUniforms();e.uniformsList=za.seqWithValue(t.seq,e.uniforms)}return e.uniformsList}function nt(e,t){let n=_e.get(e);n.outputColorSpace=t.outputColorSpace,n.batching=t.batching,n.batchingColor=t.batchingColor,n.instancing=t.instancing,n.instancingColor=t.instancingColor,n.instancingMorph=t.instancingMorph,n.skinning=t.skinning,n.morphTargets=t.morphTargets,n.morphNormals=t.morphNormals,n.morphColors=t.morphColors,n.morphTargetsCount=t.morphTargetsCount,n.numClippingPlanes=t.numClippingPlanes,n.numIntersection=t.numClipIntersection,n.vertexAlphas=t.vertexAlphas,n.vertexTangents=t.vertexTangents,n.toneMapping=t.toneMapping}Ye.setAnimationLoop((function(e){Ke&&Ke(e)})),typeof self<`u`&&Ye.setContext(self),this.setAnimationLoop=function(e){Ke=e,Be.setAnimationLoop(e),e===null?Ye.stop():Ye.start()},Be.addEventListener(`sessionstart`,qe),Be.addEventListener(`sessionend`,Je),this.render=function(e,t){if(t!==void 0&&!0!==t.isCamera)return 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DepthTexture is initialized to the incorrect size.`);F.setupDepthRenderbuffer(e)}}let c=e.texture;(c.isData3DTexture||c.isDataArrayTexture||c.isCompressedArrayTexture)&&(o=!0);let l=_e.get(e).__webglFramebuffer;e.isWebGLCubeRenderTarget?(i=Array.isArray(l[t])?l[t][n]:l[t],a=!0):i=e.samples>0&&!1===F.useMultisampledRTT(e)?_e.get(e).__webglMultisampledFramebuffer:Array.isArray(l)?l[n]:l,T.copy(e.viewport),E.copy(e.scissor),D=e.scissorTest}else T.copy(N).multiplyScalar(ee).floor(),E.copy(ne).multiplyScalar(ee).floor(),D=re;if(he.bindFramebuffer(I.FRAMEBUFFER,i)&&r&&he.drawBuffers(e,i),he.viewport(T),he.scissor(E),he.setScissorTest(D),a){let r=_e.get(e.texture);I.framebufferTexture2D(I.FRAMEBUFFER,I.COLOR_ATTACHMENT0,I.TEXTURE_CUBE_MAP_POSITIVE_X+t,r.__webglTexture,n)}else if(o){let r=_e.get(e.texture),i=t||0;I.framebufferTextureLayer(I.FRAMEBUFFER,I.COLOR_ATTACHMENT0,r.__webglTexture,n||0,i)}C=-1},this.readRenderTargetPixels=function(e,t,n,r,i,a,o){if(!e||!e.isWebGLRenderTarget)return void console.error(`THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.`);let s=_e.get(e).__webglFramebuffer;if(e.isWebGLCubeRenderTarget&&o!==void 0&&(s=s[o]),s){he.bindFramebuffer(I.FRAMEBUFFER,s);try{let o=e.texture,s=o.format,c=o.type;if(!me.textureFormatReadable(s))return void console.error(`THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in RGBA or implementation defined format.`);if(!me.textureTypeReadable(c))return void console.error(`THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not in UnsignedByteType or implementation defined type.`);t>=0&&t<=e.width-r&&n>=0&&n<=e.height-i&&I.readPixels(t,n,r,i,Ne.convert(s),Ne.convert(c),a)}finally{let e=S===null?null:_e.get(S).__webglFramebuffer;he.bindFramebuffer(I.FRAMEBUFFER,e)}}},this.readRenderTargetPixelsAsync=async function(e,t,n,r,i,a,o){if(!e||!e.isWebGLRenderTarget)throw Error(`THREE.WebGLRenderer.readRenderTargetPixels: renderTarget is not THREE.WebGLRenderTarget.`);let s=_e.get(e).__webglFramebuffer;if(e.isWebGLCubeRenderTarget&&o!==void 0&&(s=s[o]),s){let o=e.texture,c=o.format,l=o.type;if(!me.textureFormatReadable(c))throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in RGBA or implementation defined format.`);if(!me.textureTypeReadable(l))throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: renderTarget is not in UnsignedByteType or implementation defined type.`);if(t>=0&&t<=e.width-r&&n>=0&&n<=e.height-i){he.bindFramebuffer(I.FRAMEBUFFER,s);let e=I.createBuffer();I.bindBuffer(I.PIXEL_PACK_BUFFER,e),I.bufferData(I.PIXEL_PACK_BUFFER,a.byteLength,I.STREAM_READ),I.readPixels(t,n,r,i,Ne.convert(c),Ne.convert(l),0);let o=S===null?null:_e.get(S).__webglFramebuffer;he.bindFramebuffer(I.FRAMEBUFFER,o);let u=I.fenceSync(I.SYNC_GPU_COMMANDS_COMPLETE,0);return I.flush(),await function(e,t,n){return new Promise((function(r,i){setTimeout((function a(){switch(e.clientWaitSync(t,e.SYNC_FLUSH_COMMANDS_BIT,0)){case e.WAIT_FAILED:i();break;case e.TIMEOUT_EXPIRED:setTimeout(a,n);break;default:r()}}),n)}))}(I,u,4),I.bindBuffer(I.PIXEL_PACK_BUFFER,e),I.getBufferSubData(I.PIXEL_PACK_BUFFER,0,a),I.deleteBuffer(e),I.deleteSync(u),a}throw Error(`THREE.WebGLRenderer.readRenderTargetPixelsAsync: requested read bounds are out of range.`)}},this.copyFramebufferToTexture=function(e,t=null,n=0){!0!==e.isTexture&&(st(`WebGLRenderer: copyFramebufferToTexture function signature has changed.`),t=arguments[0]||null,e=arguments[1]);let r=2**-n,i=Math.floor(e.image.width*r),a=Math.floor(e.image.height*r),o=t===null?0:t.x,s=t===null?0:t.y;F.setTexture2D(e,0),I.copyTexSubImage2D(I.TEXTURE_2D,n,0,0,o,s,i,a),he.unbindTexture()},this.copyTextureToTexture=function(e,t,n=null,r=null,i=0){let a,o,s,c,l,u;!0!==e.isTexture&&(st(`WebGLRenderer: copyTextureToTexture function signature has changed.`),r=arguments[0]||null,e=arguments[1],t=arguments[2],i=arguments[3]||0,n=null),n===null?(a=e.image.width,o=e.image.height,s=0,c=0):(a=n.max.x-n.min.x,o=n.max.y-n.min.y,s=n.min.x,c=n.min.y),r===null?(l=0,u=0):(l=r.x,u=r.y);let d=Ne.convert(t.format),f=Ne.convert(t.type);F.setTexture2D(t,0),I.pixelStorei(I.UNPACK_FLIP_Y_WEBGL,t.flipY),I.pixelStorei(I.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t.premultiplyAlpha),I.pixelStorei(I.UNPACK_ALIGNMENT,t.unpackAlignment);let p=I.getParameter(I.UNPACK_ROW_LENGTH),m=I.getParameter(I.UNPACK_IMAGE_HEIGHT),h=I.getParameter(I.UNPACK_SKIP_PIXELS),g=I.getParameter(I.UNPACK_SKIP_ROWS),_=I.getParameter(I.UNPACK_SKIP_IMAGES),v=e.isCompressedTexture?e.mipmaps[i]:e.image;I.pixelStorei(I.UNPACK_ROW_LENGTH,v.width),I.pixelStorei(I.UNPACK_IMAGE_HEIGHT,v.height),I.pixelStorei(I.UNPACK_SKIP_PIXELS,s),I.pixelStorei(I.UNPACK_SKIP_ROWS,c),e.isDataTexture?I.texSubImage2D(I.TEXTURE_2D,i,l,u,a,o,d,f,v.data):e.isCompressedTexture?I.compressedTexSubImage2D(I.TEXTURE_2D,i,l,u,v.width,v.height,d,v.data):I.texSubImage2D(I.TEXTURE_2D,i,l,u,a,o,d,f,v),I.pixelStorei(I.UNPACK_ROW_LENGTH,p),I.pixelStorei(I.UNPACK_IMAGE_HEIGHT,m),I.pixelStorei(I.UNPACK_SKIP_PIXELS,h),I.pixelStorei(I.UNPACK_SKIP_ROWS,g),I.pixelStorei(I.UNPACK_SKIP_IMAGES,_),i===0&&t.generateMipmaps&&I.generateMipmap(I.TEXTURE_2D),he.unbindTexture()},this.copyTextureToTexture3D=function(e,t,n=null,r=null,i=0){let a,o,s,c,l,u,d,f,p;!0!==e.isTexture&&(st(`WebGLRenderer: copyTextureToTexture3D function signature has changed.`),n=arguments[0]||null,r=arguments[1]||null,e=arguments[2],t=arguments[3],i=arguments[4]||0);let m=e.isCompressedTexture?e.mipmaps[i]:e.image;n===null?(a=m.width,o=m.height,s=m.depth,c=0,l=0,u=0):(a=n.max.x-n.min.x,o=n.max.y-n.min.y,s=n.max.z-n.min.z,c=n.min.x,l=n.min.y,u=n.min.z),r===null?(d=0,f=0,p=0):(d=r.x,f=r.y,p=r.z);let h=Ne.convert(t.format),g=Ne.convert(t.type),_;if(t.isData3DTexture)F.setTexture3D(t,0),_=I.TEXTURE_3D;else{if(!t.isDataArrayTexture&&!t.isCompressedArrayTexture)return void console.warn(`THREE.WebGLRenderer.copyTextureToTexture3D: only supports THREE.DataTexture3D and THREE.DataTexture2DArray.`);F.setTexture2DArray(t,0),_=I.TEXTURE_2D_ARRAY}I.pixelStorei(I.UNPACK_FLIP_Y_WEBGL,t.flipY),I.pixelStorei(I.UNPACK_PREMULTIPLY_ALPHA_WEBGL,t.premultiplyAlpha),I.pixelStorei(I.UNPACK_ALIGNMENT,t.unpackAlignment);let v=I.getParameter(I.UNPACK_ROW_LENGTH),y=I.getParameter(I.UNPACK_IMAGE_HEIGHT),b=I.getParameter(I.UNPACK_SKIP_PIXELS),x=I.getParameter(I.UNPACK_SKIP_ROWS),S=I.getParameter(I.UNPACK_SKIP_IMAGES);I.pixelStorei(I.UNPACK_ROW_LENGTH,m.width),I.pixelStorei(I.UNPACK_IMAGE_HEIGHT,m.height),I.pixelStorei(I.UNPACK_SKIP_PIXELS,c),I.pixelStorei(I.UNPACK_SKIP_ROWS,l),I.pixelStorei(I.UNPACK_SKIP_IMAGES,u),e.isDataTexture||e.isData3DTexture?I.texSubImage3D(_,i,d,f,p,a,o,s,h,g,m.data):t.isCompressedArrayTexture?I.compressedTexSubImage3D(_,i,d,f,p,a,o,s,h,m.data):I.texSubImage3D(_,i,d,f,p,a,o,s,h,g,m),I.pixelStorei(I.UNPACK_ROW_LENGTH,v),I.pixelStorei(I.UNPACK_IMAGE_HEIGHT,y),I.pixelStorei(I.UNPACK_SKIP_PIXELS,b),I.pixelStorei(I.UNPACK_SKIP_ROWS,x),I.pixelStorei(I.UNPACK_SKIP_IMAGES,S),i===0&&t.generateMipmaps&&I.generateMipmap(_),he.unbindTexture()},this.initRenderTarget=function(e){_e.get(e).__webglFramebuffer===void 0&&F.setupRenderTarget(e)},this.initTexture=function(e){e.isCubeTexture?F.setTextureCube(e,0):e.isData3DTexture?F.setTexture3D(e,0):e.isDataArrayTexture||e.isCompressedArrayTexture?F.setTexture2DArray(e,0):F.setTexture2D(e,0),he.unbindTexture()},this.resetState=function(){b=0,x=0,S=null,he.reset(),Ie.reset()},typeof __THREE_DEVTOOLS__<`u`&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(`observe`,{detail:this}))}get coordinateSystem(){return He}get outputColorSpace(){return this._outputColorSpace}set outputColorSpace(e){this._outputColorSpace=e;let t=this.getContext();t.drawingBufferColorSpace=e===`display-p3`?`display-p3`:`srgb`,t.unpackColorSpace=ft.workingColorSpace===`display-p3-linear`?`display-p3`:`srgb`}},Bo=class e{constructor(e,t=1,n=1e3){this.isFog=!0,this.name=``,this.color=new Xn(e),this.near=t,this.far=n}clone(){return new e(this.color,this.near,this.far)}toJSON(){return{type:`Fog`,name:this.name,color:this.color.getHex(),near:this.near,far:this.far}}},Vo=class extends jn{constructor(){super(),this.isScene=!0,this.type=`Scene`,this.background=null,this.environment=null,this.fog=null,this.backgroundBlurriness=0,this.backgroundIntensity=1,this.backgroundRotation=new mn,this.environmentIntensity=1,this.environmentRotation=new mn,this.overrideMaterial=null,typeof __THREE_DEVTOOLS__<`u`&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent(`observe`,{detail:this}))}copy(e,t){return super.copy(e,t),e.background!==null&&(this.background=e.background.clone()),e.environment!==null&&(this.environment=e.environment.clone()),e.fog!==null&&(this.fog=e.fog.clone()),this.backgroundBlurriness=e.backgroundBlurriness,this.backgroundIntensity=e.backgroundIntensity,this.backgroundRotation.copy(e.backgroundRotation),this.environmentIntensity=e.environmentIntensity,this.environmentRotation.copy(e.environmentRotation),e.overrideMaterial!==null&&(this.overrideMaterial=e.overrideMaterial.clone()),this.matrixAutoUpdate=e.matrixAutoUpdate,this}toJSON(e){let t=super.toJSON(e);return this.fog!==null&&(t.object.fog=this.fog.toJSON()),this.backgroundBlurriness>0&&(t.object.backgroundBlurriness=this.backgroundBlurriness),this.backgroundIntensity!==1&&(t.object.backgroundIntensity=this.backgroundIntensity),t.object.backgroundRotation=this.backgroundRotation.toArray(),this.environmentIntensity!==1&&(t.object.environmentIntensity=this.environmentIntensity),t.object.environmentRotation=this.environmentRotation.toArray(),t}};new R,new R,new R,new R,new L,new L,new rn,new R,new R,new R,new L,new L,new L,new R,new R;var Ho=new R,Uo=new St,Wo=new St,Go=new R,Ko=new rn,qo=new R,Jo=new Jt,Yo=new rn,Xo=new nn,Zo=class extends B{constructor(t,n){super(t,n),this.isSkinnedMesh=!0,this.type=`SkinnedMesh`,this.bindMode=e,this.bindMatrix=new rn,this.bindMatrixInverse=new rn,this.boundingBox=null,this.boundingSphere=null}computeBoundingBox(){let e=this.geometry;this.boundingBox===null&&(this.boundingBox=new At),this.boundingBox.makeEmpty();let t=e.getAttribute(`position`);for(let e=0;e<t.count;e++)this.getVertexPosition(e,qo),this.boundingBox.expandByPoint(qo)}computeBoundingSphere(){let e=this.geometry;this.boundingSphere===null&&(this.boundingSphere=new Jt),this.boundingSphere.makeEmpty();let t=e.getAttribute(`position`);for(let e=0;e<t.count;e++)this.getVertexPosition(e,qo),this.boundingSphere.expandByPoint(qo)}copy(e,t){return super.copy(e,t),this.bindMode=e.bindMode,this.bindMatrix.copy(e.bindMatrix),this.bindMatrixInverse.copy(e.bindMatrixInverse),this.skeleton=e.skeleton,e.boundingBox!==null&&(this.boundingBox=e.boundingBox.clone()),e.boundingSphere!==null&&(this.boundingSphere=e.boundingSphere.clone()),this}raycast(e,t){let n=this.material,r=this.matrixWorld;n!==void 0&&(this.boundingSphere===null&&this.computeBoundingSphere(),Jo.copy(this.boundingSphere),Jo.applyMatrix4(r),!1!==e.ray.intersectsSphere(Jo)&&(Yo.copy(r).invert(),Xo.copy(e.ray).applyMatrix4(Yo),this.boundingBox!==null&&!1===Xo.intersectsBox(this.boundingBox)||this._computeIntersections(e,t,Xo)))}getVertexPosition(e,t){return super.getVertexPosition(e,t),this.applyBoneTransform(e,t),t}bind(e,t){this.skeleton=e,t===void 0&&(this.updateMatrixWorld(!0),this.skeleton.calculateInverses(),t=this.matrixWorld),this.bindMatrix.copy(t),this.bindMatrixInverse.copy(t).invert()}pose(){this.skeleton.pose()}normalizeSkinWeights(){let e=new St,t=this.geometry.attributes.skinWeight;for(let n=0,r=t.count;n<r;n++){e.fromBufferAttribute(t,n);let r=1/e.manhattanLength();r===1/0?e.set(1,0,0,0):e.multiplyScalar(r),t.setXYZW(n,e.x,e.y,e.z,e.w)}}updateMatrixWorld(e){super.updateMatrixWorld(e),this.bindMode===`attached`?this.bindMatrixInverse.copy(this.matrixWorld).invert():this.bindMode===`detached`?this.bindMatrixInverse.copy(this.bindMatrix).invert():console.warn(`THREE.SkinnedMesh: Unrecognized bindMode: `+this.bindMode)}applyBoneTransform(e,t){let n=this.skeleton,r=this.geometry;Uo.fromBufferAttribute(r.attributes.skinIndex,e),Wo.fromBufferAttribute(r.attributes.skinWeight,e),Ho.copy(t).applyMatrix4(this.bindMatrix),t.set(0,0,0);for(let e=0;e<4;e++){let r=Wo.getComponent(e);if(r!==0){let i=Uo.getComponent(e);Ko.multiplyMatrices(n.bones[i].matrixWorld,n.boneInverses[i]),t.addScaledVector(Go.copy(Ho).applyMatrix4(Ko),r)}}return t.applyMatrix4(this.bindMatrixInverse)}},Qo=class extends jn{constructor(){super(),this.isBone=!0,this.type=`Bone`}},$o=class extends xt{constructor(e=null,t=1,n=1,r,i,a,o,s,c=1003,l=1003,u,d){super(null,a,o,s,c,l,r,i,u,d),this.isDataTexture=!0,this.image={data:e,width:t,height:n},this.generateMipmaps=!1,this.flipY=!1,this.unpackAlignment=1}},es=new rn,ts=new rn,ns=class e{constructor(e=[],t=[]){this.uuid=Je(),this.bones=e.slice(0),this.boneInverses=t,this.boneMatrices=null,this.boneTexture=null,this.init()}init(){let e=this.bones,t=this.boneInverses;if(this.boneMatrices=new Float32Array(16*e.length),t.length===0)this.calculateInverses();else if(e.length!==t.length){console.warn(`THREE.Skeleton: Number of inverse bone matrices does not match amount of bones.`),this.boneInverses=[];for(let e=0,t=this.bones.length;e<t;e++)this.boneInverses.push(new rn)}}calculateInverses(){this.boneInverses.length=0;for(let e=0,t=this.bones.length;e<t;e++){let t=new rn;this.bones[e]&&t.copy(this.bones[e].matrixWorld).invert(),this.boneInverses.push(t)}}pose(){for(let e=0,t=this.bones.length;e<t;e++){let t=this.bones[e];t&&t.matrixWorld.copy(this.boneInverses[e]).invert()}for(let e=0,t=this.bones.length;e<t;e++){let t=this.bones[e];t&&(t.parent&&t.parent.isBone?(t.matrix.copy(t.parent.matrixWorld).invert(),t.matrix.multiply(t.matrixWorld)):t.matrix.copy(t.matrixWorld),t.matrix.decompose(t.position,t.quaternion,t.scale))}}update(){let e=this.bones,t=this.boneInverses,n=this.boneMatrices,r=this.boneTexture;for(let r=0,i=e.length;r<i;r++){let i=e[r]?e[r].matrixWorld:ts;es.multiplyMatrices(i,t[r]),es.toArray(n,16*r)}r!==null&&(r.needsUpdate=!0)}clone(){return new e(this.bones,this.boneInverses)}computeBoneTexture(){let e=Math.sqrt(4*this.bones.length);e=4*Math.ceil(e/4),e=Math.max(e,4);let t=new Float32Array(e*e*4);t.set(this.boneMatrices);let n=new $o(t,e,e,C,g);return n.needsUpdate=!0,this.boneMatrices=t,this.boneTexture=n,this}getBoneByName(e){for(let t=0,n=this.bones.length;t<n;t++){let n=this.bones[t];if(n.name===e)return n}}dispose(){this.boneTexture!==null&&(this.boneTexture.dispose(),this.boneTexture=null)}fromJSON(e,t){this.uuid=e.uuid;for(let n=0,r=e.bones.length;n<r;n++){let r=e.bones[n],i=t[r];i===void 0&&(console.warn(`THREE.Skeleton: No bone found with UUID:`,r),i=new Qo),this.bones.push(i),this.boneInverses.push(new rn().fromArray(e.boneInverses[n]))}return this.init(),this}toJSON(){let e={metadata:{version:4.6,type:`Skeleton`,generator:`Skeleton.toJSON`},bones:[],boneInverses:[]};e.uuid=this.uuid;let t=this.bones,n=this.boneInverses;for(let r=0,i=t.length;r<i;r++){let i=t[r];e.bones.push(i.uuid);let a=n[r];e.boneInverses.push(a.toArray())}return e}},rs=class extends ir{constructor(e,t,n,r=1){super(e,t,n),this.isInstancedBufferAttribute=!0,this.meshPerAttribute=r}copy(e){return super.copy(e),this.meshPerAttribute=e.meshPerAttribute,this}toJSON(){let e=super.toJSON();return e.meshPerAttribute=this.meshPerAttribute,e.isInstancedBufferAttribute=!0,e}},is=new rn,as=new rn,os=[],ss=new At,cs=new rn,ls=new B,us=new Jt,ds=class extends B{constructor(e,t,n){super(e,t),this.isInstancedMesh=!0,this.instanceMatrix=new rs(new Float32Array(16*n),16),this.instanceColor=null,this.morphTexture=null,this.count=n,this.boundingBox=null,this.boundingSphere=null;for(let e=0;e<n;e++)this.setMatrixAt(e,cs)}computeBoundingBox(){let e=this.geometry,t=this.count;this.boundingBox===null&&(this.boundingBox=new At),e.boundingBox===null&&e.computeBoundingBox(),this.boundingBox.makeEmpty();for(let n=0;n<t;n++)this.getMatrixAt(n,is),ss.copy(e.boundingBox).applyMatrix4(is),this.boundingBox.union(ss)}computeBoundingSphere(){let e=this.geometry,t=this.count;this.boundingSphere===null&&(this.boundingSphere=new Jt),e.boundingSphere===null&&e.computeBoundingSphere(),this.boundingSphere.makeEmpty();for(let n=0;n<t;n++)this.getMatrixAt(n,is),us.copy(e.boundingSphere).applyMatrix4(is),this.boundingSphere.union(us)}copy(e,t){return super.copy(e,t),this.instanceMatrix.copy(e.instanceMatrix),e.morphTexture!==null&&(this.morphTexture=e.morphTexture.clone()),e.instanceColor!==null&&(this.instanceColor=e.instanceColor.clone()),this.count=e.count,e.boundingBox!==null&&(this.boundingBox=e.boundingBox.clone()),e.boundingSphere!==null&&(this.boundingSphere=e.boundingSphere.clone()),this}getColorAt(e,t){t.fromArray(this.instanceColor.array,3*e)}getMatrixAt(e,t){t.fromArray(this.instanceMatrix.array,16*e)}getMorphAt(e,t){let n=t.morphTargetInfluences,r=this.morphTexture.source.data.data,i=e*(n.length+1)+1;for(let e=0;e<n.length;e++)n[e]=r[i+e]}raycast(e,t){let n=this.matrixWorld,r=this.count;if(ls.geometry=this.geometry,ls.material=this.material,ls.material!==void 0&&(this.boundingSphere===null&&this.computeBoundingSphere(),us.copy(this.boundingSphere),us.applyMatrix4(n),!1!==e.ray.intersectsSphere(us)))for(let i=0;i<r;i++){this.getMatrixAt(i,is),as.multiplyMatrices(n,is),ls.matrixWorld=as,ls.raycast(e,os);for(let e=0,n=os.length;e<n;e++){let n=os[e];n.instanceId=i,n.object=this,t.push(n)}os.length=0}}setColorAt(e,t){this.instanceColor===null&&(this.instanceColor=new rs(new Float32Array(3*this.instanceMatrix.count).fill(1),3)),t.toArray(this.instanceColor.array,3*e)}setMatrixAt(e,t){t.toArray(this.instanceMatrix.array,16*e)}setMorphAt(e,t){let n=t.morphTargetInfluences,r=n.length+1;this.morphTexture===null&&(this.morphTexture=new $o(new Float32Array(r*this.count),r,this.count,1028,1015));let i=this.morphTexture.source.data.data,a=0;for(let e=0;e<n.length;e++)a+=n[e];let o=this.geometry.morphTargetsRelative?1:1-a,s=r*e;i[s]=o,i.set(n,s+1)}updateMorphTargets(){}dispose(){return this.dispatchEvent({type:`dispose`}),this.morphTexture!==null&&(this.morphTexture.dispose(),this.morphTexture=null),this}},fs=class{constructor(){this.index=0,this.pool=[],this.list=[]}push(e,t,n){let r=this.pool,i=this.list;this.index>=r.length&&r.push({start:-1,count:-1,z:-1,index:-1});let a=r[this.index];i.push(a),this.index++,a.start=e.start,a.count=e.count,a.z=t,a.index=n}reset(){this.list.length=0,this.index=0}};new rn,new rn,new rn,new Xn(1,1,1),new rn,new qr,new At,new Jt,new R,new R,new R,new fs,new B;var ps=class extends $n{constructor(e){super(),this.isLineBasicMaterial=!0,this.type=`LineBasicMaterial`,this.color=new Xn(16777215),this.map=null,this.linewidth=1,this.linecap=`round`,this.linejoin=`round`,this.fog=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.linewidth=e.linewidth,this.linecap=e.linecap,this.linejoin=e.linejoin,this.fog=e.fog,this}},ms=new R,hs=new R,gs=new rn,_s=new nn,vs=new Jt,ys=new R,bs=new R,xs=class extends jn{constructor(e=new mr,t=new ps){super(),this.isLine=!0,this.type=`Line`,this.geometry=e,this.material=t,this.updateMorphTargets()}copy(e,t){return super.copy(e,t),this.material=Array.isArray(e.material)?e.material.slice():e.material,this.geometry=e.geometry,this}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[0];for(let e=1,r=t.count;e<r;e++)ms.fromBufferAttribute(t,e-1),hs.fromBufferAttribute(t,e),n[e]=n[e-1],n[e]+=ms.distanceTo(hs);e.setAttribute(`lineDistance`,new z(n,1))}else console.warn(`THREE.Line.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.`);return this}raycast(e,t){let n=this.geometry,r=this.matrixWorld,i=e.params.Line.threshold,a=n.drawRange;if(n.boundingSphere===null&&n.computeBoundingSphere(),vs.copy(n.boundingSphere),vs.applyMatrix4(r),vs.radius+=i,!1===e.ray.intersectsSphere(vs))return;gs.copy(r).invert(),_s.copy(e.ray).applyMatrix4(gs);let o=i/((this.scale.x+this.scale.y+this.scale.z)/3),s=o*o,c=this.isLineSegments?2:1,l=n.index,u=n.attributes.position;if(l!==null){let n=Math.max(0,a.start),r=Math.min(l.count,a.start+a.count);for(let i=n,a=r-1;i<a;i+=c){let n=l.getX(i),r=l.getX(i+1),a=Ss(this,e,_s,s,n,r);a&&t.push(a)}if(this.isLineLoop){let i=l.getX(r-1),a=l.getX(n),o=Ss(this,e,_s,s,i,a);o&&t.push(o)}}else{let n=Math.max(0,a.start),r=Math.min(u.count,a.start+a.count);for(let i=n,a=r-1;i<a;i+=c){let n=Ss(this,e,_s,s,i,i+1);n&&t.push(n)}if(this.isLineLoop){let i=Ss(this,e,_s,s,r-1,n);i&&t.push(i)}}}updateMorphTargets(){let e=this.geometry.morphAttributes,t=Object.keys(e);if(t.length>0){let n=e[t[0]];if(n!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let e=0,t=n.length;e<t;e++){let t=n[e].name||String(e);this.morphTargetInfluences.push(0),this.morphTargetDictionary[t]=e}}}}};function Ss(e,t,n,r,i,a){let o=e.geometry.attributes.position;if(ms.fromBufferAttribute(o,i),hs.fromBufferAttribute(o,a),n.distanceSqToSegment(ms,hs,ys,bs)>r)return;ys.applyMatrix4(e.matrixWorld);let s=t.ray.origin.distanceTo(ys);return s<t.near||s>t.far?void 0:{distance:s,point:bs.clone().applyMatrix4(e.matrixWorld),index:i,face:null,faceIndex:null,barycoord:null,object:e}}var Cs=new R,ws=new R,Ts=class extends xs{constructor(e,t){super(e,t),this.isLineSegments=!0,this.type=`LineSegments`}computeLineDistances(){let e=this.geometry;if(e.index===null){let t=e.attributes.position,n=[];for(let e=0,r=t.count;e<r;e+=2)Cs.fromBufferAttribute(t,e),ws.fromBufferAttribute(t,e+1),n[e]=e===0?0:n[e-1],n[e+1]=n[e]+Cs.distanceTo(ws);e.setAttribute(`lineDistance`,new z(n,1))}else console.warn(`THREE.LineSegments.computeLineDistances(): Computation only possible with non-indexed BufferGeometry.`);return this}};new rn,new nn,new Jt,new R;var Es=class extends xt{constructor(e,t,n,r,i,a,o,s,c){super(e,t,n,r,i,a,o,s,c),this.isCanvasTexture=!0,this.needsUpdate=!0}},Ds=class{constructor(){this.type=`Curve`,this.arcLengthDivisions=200}getPoint(){return console.warn(`THREE.Curve: .getPoint() not implemented.`),null}getPointAt(e,t){let n=this.getUtoTmapping(e);return this.getPoint(n,t)}getPoints(e=5){let t=[];for(let n=0;n<=e;n++)t.push(this.getPoint(n/e));return t}getSpacedPoints(e=5){let t=[];for(let n=0;n<=e;n++)t.push(this.getPointAt(n/e));return t}getLength(){let e=this.getLengths();return e[e.length-1]}getLengths(e=this.arcLengthDivisions){if(this.cacheArcLengths&&this.cacheArcLengths.length===e+1&&!this.needsUpdate)return this.cacheArcLengths;this.needsUpdate=!1;let t=[],n,r=this.getPoint(0),i=0;t.push(0);for(let a=1;a<=e;a++)n=this.getPoint(a/e),i+=n.distanceTo(r),t.push(i),r=n;return this.cacheArcLengths=t,t}updateArcLengths(){this.needsUpdate=!0,this.getLengths()}getUtoTmapping(e,t){let n=this.getLengths(),r=0,i=n.length,a;a=t||e*n[i-1];let o,s=0,c=i-1;for(;s<=c;)if(r=Math.floor(s+(c-s)/2),o=n[r]-a,o<0)s=r+1;else{if(!(o>0)){c=r;break}c=r-1}if(r=c,n[r]===a)return r/(i-1);let l=n[r];return(r+(a-l)/(n[r+1]-l))/(i-1)}getTangent(e,t){let n=1e-4,r=e-n,i=e+n;r<0&&(r=0),i>1&&(i=1);let a=this.getPoint(r),o=this.getPoint(i),s=t||(a.isVector2?new L:new R);return s.copy(o).sub(a).normalize(),s}getTangentAt(e,t){let n=this.getUtoTmapping(e);return this.getTangent(n,t)}computeFrenetFrames(e,t){let n=new R,r=[],i=[],a=[],o=new R,s=new rn;for(let t=0;t<=e;t++){let n=t/e;r[t]=this.getTangentAt(n,new R)}i[0]=new R,a[0]=new R;let c=Number.MAX_VALUE,l=Math.abs(r[0].x),u=Math.abs(r[0].y),d=Math.abs(r[0].z);l<=c&&(c=l,n.set(1,0,0)),u<=c&&(c=u,n.set(0,1,0)),d<=c&&n.set(0,0,1),o.crossVectors(r[0],n).normalize(),i[0].crossVectors(r[0],o),a[0].crossVectors(r[0],i[0]);for(let t=1;t<=e;t++){if(i[t]=i[t-1].clone(),a[t]=a[t-1].clone(),o.crossVectors(r[t-1],r[t]),o.length()>2**-52){o.normalize();let e=Math.acos(Ye(r[t-1].dot(r[t]),-1,1));i[t].applyMatrix4(s.makeRotationAxis(o,e))}a[t].crossVectors(r[t],i[t])}if(!0===t){let t=Math.acos(Ye(i[0].dot(i[e]),-1,1));t/=e,r[0].dot(o.crossVectors(i[0],i[e]))>0&&(t=-t);for(let n=1;n<=e;n++)i[n].applyMatrix4(s.makeRotationAxis(r[n],t*n)),a[n].crossVectors(r[n],i[n])}return{tangents:r,normals:i,binormals:a}}clone(){return new this.constructor().copy(this)}copy(e){return this.arcLengthDivisions=e.arcLengthDivisions,this}toJSON(){let e={metadata:{version:4.6,type:`Curve`,generator:`Curve.toJSON`}};return e.arcLengthDivisions=this.arcLengthDivisions,e.type=this.type,e}fromJSON(e){return this.arcLengthDivisions=e.arcLengthDivisions,this}},Os=class extends Ds{constructor(e=0,t=0,n=1,r=1,i=0,a=2*Math.PI,o=!1,s=0){super(),this.isEllipseCurve=!0,this.type=`EllipseCurve`,this.aX=e,this.aY=t,this.xRadius=n,this.yRadius=r,this.aStartAngle=i,this.aEndAngle=a,this.aClockwise=o,this.aRotation=s}getPoint(e,t=new L){let n=t,r=2*Math.PI,i=this.aEndAngle-this.aStartAngle,a=Math.abs(i)<2**-52;for(;i<0;)i+=r;for(;i>r;)i-=r;i<2**-52&&(i=a?0:r),!0!==this.aClockwise||a||(i===r?i=-r:i-=r);let o=this.aStartAngle+e*i,s=this.aX+this.xRadius*Math.cos(o),c=this.aY+this.yRadius*Math.sin(o);if(this.aRotation!==0){let e=Math.cos(this.aRotation),t=Math.sin(this.aRotation),n=s-this.aX,r=c-this.aY;s=n*e-r*t+this.aX,c=n*t+r*e+this.aY}return n.set(s,c)}copy(e){return super.copy(e),this.aX=e.aX,this.aY=e.aY,this.xRadius=e.xRadius,this.yRadius=e.yRadius,this.aStartAngle=e.aStartAngle,this.aEndAngle=e.aEndAngle,this.aClockwise=e.aClockwise,this.aRotation=e.aRotation,this}toJSON(){let e=super.toJSON();return e.aX=this.aX,e.aY=this.aY,e.xRadius=this.xRadius,e.yRadius=this.yRadius,e.aStartAngle=this.aStartAngle,e.aEndAngle=this.aEndAngle,e.aClockwise=this.aClockwise,e.aRotation=this.aRotation,e}fromJSON(e){return super.fromJSON(e),this.aX=e.aX,this.aY=e.aY,this.xRadius=e.xRadius,this.yRadius=e.yRadius,this.aStartAngle=e.aStartAngle,this.aEndAngle=e.aEndAngle,this.aClockwise=e.aClockwise,this.aRotation=e.aRotation,this}},ks=class extends Os{constructor(e,t,n,r,i,a){super(e,t,n,n,r,i,a),this.isArcCurve=!0,this.type=`ArcCurve`}};function As(){let e=0,t=0,n=0,r=0;function i(i,a,o,s){e=i,t=o,n=-3*i+3*a-2*o-s,r=2*i-2*a+o+s}return{initCatmullRom:function(e,t,n,r,a){i(t,n,a*(n-e),a*(r-t))},initNonuniformCatmullRom:function(e,t,n,r,a,o,s){let c=(t-e)/a-(n-e)/(a+o)+(n-t)/o,l=(n-t)/o-(r-t)/(o+s)+(r-n)/s;c*=o,l*=o,i(t,n,c,l)},calc:function(i){let a=i*i;return e+t*i+n*a+a*i*r}}}var js=new R,Ms=new As,Ns=new As,Ps=new As,Fs=class extends Ds{constructor(e=[],t=!1,n=`centripetal`,r=.5){super(),this.isCatmullRomCurve3=!0,this.type=`CatmullRomCurve3`,this.points=e,this.closed=t,this.curveType=n,this.tension=r}getPoint(e,t=new R){let n=t,r=this.points,i=r.length,a=(i-+!this.closed)*e,o,s,c=Math.floor(a),l=a-c;this.closed?c+=c>0?0:(Math.floor(Math.abs(c)/i)+1)*i:l===0&&c===i-1&&(c=i-2,l=1),this.closed||c>0?o=r[(c-1)%i]:(js.subVectors(r[0],r[1]).add(r[0]),o=js);let u=r[c%i],d=r[(c+1)%i];if(this.closed||c+2<i?s=r[(c+2)%i]:(js.subVectors(r[i-1],r[i-2]).add(r[i-1]),s=js),this.curveType===`centripetal`||this.curveType===`chordal`){let e=this.curveType===`chordal`?.5:.25,t=o.distanceToSquared(u)**+e,n=u.distanceToSquared(d)**+e,r=d.distanceToSquared(s)**+e;n<1e-4&&(n=1),t<1e-4&&(t=n),r<1e-4&&(r=n),Ms.initNonuniformCatmullRom(o.x,u.x,d.x,s.x,t,n,r),Ns.initNonuniformCatmullRom(o.y,u.y,d.y,s.y,t,n,r),Ps.initNonuniformCatmullRom(o.z,u.z,d.z,s.z,t,n,r)}else this.curveType===`catmullrom`&&(Ms.initCatmullRom(o.x,u.x,d.x,s.x,this.tension),Ns.initCatmullRom(o.y,u.y,d.y,s.y,this.tension),Ps.initCatmullRom(o.z,u.z,d.z,s.z,this.tension));return n.set(Ms.calc(l),Ns.calc(l),Ps.calc(l)),n}copy(e){super.copy(e),this.points=[];for(let t=0,n=e.points.length;t<n;t++){let n=e.points[t];this.points.push(n.clone())}return this.closed=e.closed,this.curveType=e.curveType,this.tension=e.tension,this}toJSON(){let e=super.toJSON();e.points=[];for(let t=0,n=this.points.length;t<n;t++){let n=this.points[t];e.points.push(n.toArray())}return e.closed=this.closed,e.curveType=this.curveType,e.tension=this.tension,e}fromJSON(e){super.fromJSON(e),this.points=[];for(let t=0,n=e.points.length;t<n;t++){let n=e.points[t];this.points.push(new R().fromArray(n))}return this.closed=e.closed,this.curveType=e.curveType,this.tension=e.tension,this}};function Is(e,t,n,r,i){let a=.5*(r-t),o=.5*(i-n),s=e*e;return(2*n-2*r+a+o)*(e*s)+(-3*n+3*r-2*a-o)*s+a*e+n}function Ls(e,t,n,r){return function(e,t){let n=1-e;return n*n*t}(e,t)+function(e,t){return 2*(1-e)*e*t}(e,n)+function(e,t){return e*e*t}(e,r)}function Rs(e,t,n,r,i){return function(e,t){let n=1-e;return n*n*n*t}(e,t)+function(e,t){let n=1-e;return 3*n*n*e*t}(e,n)+function(e,t){return 3*(1-e)*e*e*t}(e,r)+function(e,t){return e*e*e*t}(e,i)}var zs=class extends Ds{constructor(e=new L,t=new L,n=new L,r=new L){super(),this.isCubicBezierCurve=!0,this.type=`CubicBezierCurve`,this.v0=e,this.v1=t,this.v2=n,this.v3=r}getPoint(e,t=new L){let n=t,r=this.v0,i=this.v1,a=this.v2,o=this.v3;return n.set(Rs(e,r.x,i.x,a.x,o.x),Rs(e,r.y,i.y,a.y,o.y)),n}copy(e){return super.copy(e),this.v0.copy(e.v0),this.v1.copy(e.v1),this.v2.copy(e.v2),this.v3.copy(e.v3),this}toJSON(){let e=super.toJSON();return e.v0=this.v0.toArray(),e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e.v3=this.v3.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v0.fromArray(e.v0),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this.v3.fromArray(e.v3),this}},Bs=class extends Ds{constructor(e=new R,t=new R,n=new R,r=new R){super(),this.isCubicBezierCurve3=!0,this.type=`CubicBezierCurve3`,this.v0=e,this.v1=t,this.v2=n,this.v3=r}getPoint(e,t=new R){let n=t,r=this.v0,i=this.v1,a=this.v2,o=this.v3;return n.set(Rs(e,r.x,i.x,a.x,o.x),Rs(e,r.y,i.y,a.y,o.y),Rs(e,r.z,i.z,a.z,o.z)),n}copy(e){return super.copy(e),this.v0.copy(e.v0),this.v1.copy(e.v1),this.v2.copy(e.v2),this.v3.copy(e.v3),this}toJSON(){let e=super.toJSON();return e.v0=this.v0.toArray(),e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e.v3=this.v3.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v0.fromArray(e.v0),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this.v3.fromArray(e.v3),this}},Vs=class extends Ds{constructor(e=new L,t=new L){super(),this.isLineCurve=!0,this.type=`LineCurve`,this.v1=e,this.v2=t}getPoint(e,t=new L){let n=t;return e===1?n.copy(this.v2):(n.copy(this.v2).sub(this.v1),n.multiplyScalar(e).add(this.v1)),n}getPointAt(e,t){return this.getPoint(e,t)}getTangent(e,t=new L){return t.subVectors(this.v2,this.v1).normalize()}getTangentAt(e,t){return this.getTangent(e,t)}copy(e){return super.copy(e),this.v1.copy(e.v1),this.v2.copy(e.v2),this}toJSON(){let e=super.toJSON();return e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this}},Hs=class extends Ds{constructor(e=new R,t=new R){super(),this.isLineCurve3=!0,this.type=`LineCurve3`,this.v1=e,this.v2=t}getPoint(e,t=new R){let n=t;return e===1?n.copy(this.v2):(n.copy(this.v2).sub(this.v1),n.multiplyScalar(e).add(this.v1)),n}getPointAt(e,t){return this.getPoint(e,t)}getTangent(e,t=new R){return t.subVectors(this.v2,this.v1).normalize()}getTangentAt(e,t){return this.getTangent(e,t)}copy(e){return super.copy(e),this.v1.copy(e.v1),this.v2.copy(e.v2),this}toJSON(){let e=super.toJSON();return e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this}},Us=class extends Ds{constructor(e=new L,t=new L,n=new L){super(),this.isQuadraticBezierCurve=!0,this.type=`QuadraticBezierCurve`,this.v0=e,this.v1=t,this.v2=n}getPoint(e,t=new L){let n=t,r=this.v0,i=this.v1,a=this.v2;return n.set(Ls(e,r.x,i.x,a.x),Ls(e,r.y,i.y,a.y)),n}copy(e){return super.copy(e),this.v0.copy(e.v0),this.v1.copy(e.v1),this.v2.copy(e.v2),this}toJSON(){let e=super.toJSON();return e.v0=this.v0.toArray(),e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v0.fromArray(e.v0),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this}},Ws=class extends Ds{constructor(e=new R,t=new R,n=new R){super(),this.isQuadraticBezierCurve3=!0,this.type=`QuadraticBezierCurve3`,this.v0=e,this.v1=t,this.v2=n}getPoint(e,t=new R){let n=t,r=this.v0,i=this.v1,a=this.v2;return n.set(Ls(e,r.x,i.x,a.x),Ls(e,r.y,i.y,a.y),Ls(e,r.z,i.z,a.z)),n}copy(e){return super.copy(e),this.v0.copy(e.v0),this.v1.copy(e.v1),this.v2.copy(e.v2),this}toJSON(){let e=super.toJSON();return e.v0=this.v0.toArray(),e.v1=this.v1.toArray(),e.v2=this.v2.toArray(),e}fromJSON(e){return super.fromJSON(e),this.v0.fromArray(e.v0),this.v1.fromArray(e.v1),this.v2.fromArray(e.v2),this}},Gs=class extends Ds{constructor(e=[]){super(),this.isSplineCurve=!0,this.type=`SplineCurve`,this.points=e}getPoint(e,t=new L){let 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$n{constructor(e){super(),this.isMeshStandardMaterial=!0,this.defines={STANDARD:``},this.type=`MeshStandardMaterial`,this.color=new Xn(16777215),this.roughness=1,this.metalness=0,this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new Xn(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=0,this.normalScale=new L(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.roughnessMap=null,this.metalnessMap=null,this.alphaMap=null,this.envMap=null,this.envMapRotation=new mn,this.envMapIntensity=1,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap=`round`,this.wireframeLinejoin=`round`,this.flatShading=!1,this.fog=!0,this.setValues(e)}copy(e){return 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c=.5*(n-t),l=this.valueSize;this._weightPrev=c/(t-o),this._weightNext=c/(s-n),this._offsetPrev=i*l,this._offsetNext=a*l}interpolate_(e,t,n,r){let i=this.resultBuffer,a=this.sampleValues,o=this.valueSize,s=e*o,c=s-o,l=this._offsetPrev,u=this._offsetNext,d=this._weightPrev,f=this._weightNext,p=(n-t)/(r-t),m=p*p,h=m*p,g=-d*h+2*d*m-d*p,_=(1+d)*h+(-1.5-2*d)*m+(-.5+d)*p+1,v=(-1-f)*h+(1.5+f)*m+.5*p,y=f*h-f*m;for(let e=0;e!==o;++e)i[e]=g*a[l+e]+_*a[c+e]+v*a[s+e]+y*a[u+e];return i}},Qc=class extends Xc{constructor(e,t,n,r){super(e,t,n,r)}interpolate_(e,t,n,r){let i=this.resultBuffer,a=this.sampleValues,o=this.valueSize,s=e*o,c=s-o,l=(n-t)/(r-t),u=1-l;for(let e=0;e!==o;++e)i[e]=a[c+e]*u+a[s+e]*l;return i}},$c=class extends Xc{constructor(e,t,n,r){super(e,t,n,r)}interpolate_(e){return this.copySampleValue_(e-1)}},el=class{constructor(e,t,n,r){if(e===void 0)throw Error(`THREE.KeyframeTrack: track name is undefined`);if(t===void 0||t.length===0)throw Error(`THREE.KeyframeTrack: no keyframes in 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e=!0,t=this.getValueSize();t-Math.floor(t)!=0&&(console.error(`THREE.KeyframeTrack: Invalid value size in track.`,this),e=!1);let n=this.times,r=this.values,i=n.length;i===0&&(console.error(`THREE.KeyframeTrack: Track is empty.`,this),e=!1);let a=null;for(let t=0;t!==i;t++){let r=n[t];if(typeof r==`number`&&isNaN(r)){console.error(`THREE.KeyframeTrack: Time is not a valid number.`,this,t,r),e=!1;break}if(a!==null&&a>r){console.error(`THREE.KeyframeTrack: Out of order keys.`,this,t,r,a),e=!1;break}a=r}if(r!==void 0&&Yc(r))for(let t=0,n=r.length;t!==n;++t){let n=r[t];if(isNaN(n)){console.error(`THREE.KeyframeTrack: Value is not a valid number.`,this,t,n),e=!1;break}}return e}optimize(){let e=this.times.slice(),t=this.values.slice(),n=this.getValueSize(),r=this.getInterpolation()===Ae,i=e.length-1,a=1;for(let o=1;o<i;++o){let i=!1,s=e[o];if(s!==e[o+1]&&(o!==1||s!==e[0])){if(r)i=!0;else{let e=o*n,r=e-n,a=e+n;for(let o=0;o!==n;++o){let 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r=this,i,a=!1,o=0,s=0,c=[];this.onStart=void 0,this.onLoad=e,this.onProgress=t,this.onError=n,this.itemStart=function(e){s++,!1===a&&r.onStart!==void 0&&r.onStart(e,o,s),a=!0},this.itemEnd=function(e){o++,r.onProgress!==void 0&&r.onProgress(e,o,s),o===s&&(a=!1,r.onLoad!==void 0&&r.onLoad())},this.itemError=function(e){r.onError!==void 0&&r.onError(e)},this.resolveURL=function(e){return i?i(e):e},this.setURLModifier=function(e){return i=e,this},this.addHandler=function(e,t){return c.push(e,t),this},this.removeHandler=function(e){let t=c.indexOf(e);return t!==-1&&c.splice(t,2),this},this.getHandler=function(e){for(let t=0,n=c.length;t<n;t+=2){let n=c[t],r=c[t+1];if(n.global&&(n.lastIndex=0),n.test(e))return r}return null}}},ul=class{constructor(e){this.manager=e===void 0?ll:e,this.crossOrigin=`anonymous`,this.withCredentials=!1,this.path=``,this.resourcePath=``,this.requestHeader={}}load(){}loadAsync(e,t){let n=this;return new Promise((function(r,i){n.load(e,r,t,i)}))}parse(){}setCrossOrigin(e){return this.crossOrigin=e,this}setWithCredentials(e){return this.withCredentials=e,this}setPath(e){return this.path=e,this}setResourcePath(e){return this.resourcePath=e,this}setRequestHeader(e){return this.requestHeader=e,this}};ul.DEFAULT_MATERIAL_NAME=`__DEFAULT`;var dl=class extends ul{constructor(e){super(e)}load(e,t,n,r){this.path!==void 0&&(e=this.path+e),e=this.manager.resolveURL(e);let i=this,a=cl.get(e);if(a!==void 0)return i.manager.itemStart(e),setTimeout((function(){t&&t(a),i.manager.itemEnd(e)}),0),a;let o=it(`img`);function s(){l(),cl.add(e,this),t&&t(this),i.manager.itemEnd(e)}function c(t){l(),r&&r(t),i.manager.itemError(e),i.manager.itemEnd(e)}function l(){o.removeEventListener(`load`,s,!1),o.removeEventListener(`error`,c,!1)}return o.addEventListener(`load`,s,!1),o.addEventListener(`error`,c,!1),e.slice(0,5)!==`data:`&&this.crossOrigin!==void 0&&(o.crossOrigin=this.crossOrigin),i.manager.itemStart(e),o.src=e,o}},fl=class extends ul{constructor(e){super(e)}load(e,t,n,r){let i=new xt,a=new dl(this.manager);return a.setCrossOrigin(this.crossOrigin),a.setPath(this.path),a.load(e,(function(e){i.image=e,i.needsUpdate=!0,t!==void 0&&t(i)}),n,r),i}},pl=class extends jn{constructor(e,t=1){super(),this.isLight=!0,this.type=`Light`,this.color=new Xn(e),this.intensity=t}dispose(){}copy(e,t){return super.copy(e,t),this.color.copy(e.color),this.intensity=e.intensity,this}toJSON(e){let t=super.toJSON(e);return t.object.color=this.color.getHex(),t.object.intensity=this.intensity,this.groundColor!==void 0&&(t.object.groundColor=this.groundColor.getHex()),this.distance!==void 0&&(t.object.distance=this.distance),this.angle!==void 0&&(t.object.angle=this.angle),this.decay!==void 0&&(t.object.decay=this.decay),this.penumbra!==void 0&&(t.object.penumbra=this.penumbra),this.shadow!==void 0&&(t.object.shadow=this.shadow.toJSON()),this.target!==void 0&&(t.object.target=this.target.uuid),t}},ml=class extends pl{constructor(e,t,n){super(e,n),this.isHemisphereLight=!0,this.type=`HemisphereLight`,this.position.copy(jn.DEFAULT_UP),this.updateMatrix(),this.groundColor=new Xn(t)}copy(e,t){return super.copy(e,t),this.groundColor.copy(e.groundColor),this}},hl=new rn,gl=new R,_l=new R,vl=class{constructor(e){this.camera=e,this.intensity=1,this.bias=0,this.normalBias=0,this.radius=1,this.blurSamples=8,this.mapSize=new L(512,512),this.map=null,this.mapPass=null,this.matrix=new rn,this.autoUpdate=!0,this.needsUpdate=!1,this._frustum=new qr,this._frameExtents=new L(1,1),this._viewportCount=1,this._viewports=[new St(0,0,1,1)]}getViewportCount(){return this._viewportCount}getFrustum(){return this._frustum}updateMatrices(e){let t=this.camera,n=this.matrix;gl.setFromMatrixPosition(e.matrixWorld),t.position.copy(gl),_l.setFromMatrixPosition(e.target.matrixWorld),t.lookAt(_l),t.updateMatrixWorld(),hl.multiplyMatrices(t.projectionMatrix,t.matrixWorldInverse),this._frustum.setFromProjectionMatrix(hl),n.set(.5,0,0,.5,0,.5,0,.5,0,0,.5,.5,0,0,0,1),n.multiply(hl)}getViewport(e){return this._viewports[e]}getFrameExtents(){return this._frameExtents}dispose(){this.map&&this.map.dispose(),this.mapPass&&this.mapPass.dispose()}copy(e){return this.camera=e.camera.clone(),this.intensity=e.intensity,this.bias=e.bias,this.radius=e.radius,this.mapSize.copy(e.mapSize),this}clone(){return new this.constructor().copy(this)}toJSON(){let e={};return this.intensity!==1&&(e.intensity=this.intensity),this.bias!==0&&(e.bias=this.bias),this.normalBias!==0&&(e.normalBias=this.normalBias),this.radius!==1&&(e.radius=this.radius),this.mapSize.x===512&&this.mapSize.y===512||(e.mapSize=this.mapSize.toArray()),e.camera=this.camera.toJSON(!1).object,delete e.camera.matrix,e}},yl=class extends vl{constructor(){super(new Ir(50,1,.5,500)),this.isSpotLightShadow=!0,this.focus=1}updateMatrices(e){let t=this.camera,n=2*qe*e.angle*this.focus,r=this.mapSize.width/this.mapSize.height,i=e.distance||t.far;n===t.fov&&r===t.aspect&&i===t.far||(t.fov=n,t.aspect=r,t.far=i,t.updateProjectionMatrix()),super.updateMatrices(e)}copy(e){return super.copy(e),this.focus=e.focus,this}},bl=class extends pl{constructor(e,t,n=0,r=Math.PI/3,i=0,a=2){super(e,t),this.isSpotLight=!0,this.type=`SpotLight`,this.position.copy(jn.DEFAULT_UP),this.updateMatrix(),this.target=new jn,this.distance=n,this.angle=r,this.penumbra=i,this.decay=a,this.map=null,this.shadow=new yl}get power(){return this.intensity*Math.PI}set power(e){this.intensity=e/Math.PI}dispose(){this.shadow.dispose()}copy(e,t){return super.copy(e,t),this.distance=e.distance,this.angle=e.angle,this.penumbra=e.penumbra,this.decay=e.decay,this.target=e.target.clone(),this.shadow=e.shadow.clone(),this}},xl=new rn,Sl=new R,Cl=new R,wl=class extends vl{constructor(){super(new Ir(90,1,.5,500)),this.isPointLightShadow=!0,this._frameExtents=new L(4,2),this._viewportCount=6,this._viewports=[new St(2,1,1,1),new St(0,1,1,1),new St(3,1,1,1),new St(1,1,1,1),new St(3,0,1,1),new St(1,0,1,1)],this._cubeDirections=[new R(1,0,0),new R(-1,0,0),new R(0,0,1),new R(0,0,-1),new R(0,1,0),new R(0,-1,0)],this._cubeUps=[new R(0,1,0),new R(0,1,0),new R(0,1,0),new R(0,1,0),new R(0,0,1),new R(0,0,-1)]}updateMatrices(e,t=0){let n=this.camera,r=this.matrix,i=e.distance||n.far;i!==n.far&&(n.far=i,n.updateProjectionMatrix()),Sl.setFromMatrixPosition(e.matrixWorld),n.position.copy(Sl),Cl.copy(n.position),Cl.add(this._cubeDirections[t]),n.up.copy(this._cubeUps[t]),n.lookAt(Cl),n.updateMatrixWorld(),r.makeTranslation(-Sl.x,-Sl.y,-Sl.z),xl.multiplyMatrices(n.projectionMatrix,n.matrixWorldInverse),this._frustum.setFromProjectionMatrix(xl)}},Tl=class extends pl{constructor(e,t,n=0,r=2){super(e,t),this.isPointLight=!0,this.type=`PointLight`,this.distance=n,this.decay=r,this.shadow=new wl}get power(){return 4*this.intensity*Math.PI}set power(e){this.intensity=e/(4*Math.PI)}dispose(){this.shadow.dispose()}copy(e,t){return super.copy(e,t),this.distance=e.distance,this.decay=e.decay,this.shadow=e.shadow.clone(),this}},El=class extends vl{constructor(){super(new li(-5,5,5,-5,.5,500)),this.isDirectionalLightShadow=!0}},Dl=class extends pl{constructor(e,t){super(e,t),this.isDirectionalLight=!0,this.type=`DirectionalLight`,this.position.copy(jn.DEFAULT_UP),this.updateMatrix(),this.target=new jn,this.shadow=new El}dispose(){this.shadow.dispose()}copy(e){return super.copy(e),this.target=e.target.clone(),this.shadow=e.shadow.clone(),this}};new rn,new rn,new rn,new R,new Dt,new R,new R,new R,new Dt,new R,new R;var Ol=`\\[\\]\\.:\\/`,kl=RegExp(`[`+Ol+`]`,`g`),Al=`[^`+Ol+`]`,jl=`[^`+Ol.replace(`\\.`,``)+`]`,Ml=RegExp(`^`+`((?:WC+[\\/:])*)`.replace(`WC`,Al)+`(WCOD+)?`.replace(`WCOD`,jl)+`(?:\\.(WC+)(?:\\[(.+)\\])?)?`.replace(`WC`,Al)+`\\.(WC+)(?:\\[(.+)\\])?`.replace(`WC`,Al)+`$`),Nl=[`material`,`materials`,`bones`,`map`],Pl=class e{constructor(t,n,r){this.path=n,this.parsedPath=r||e.parseTrackName(n),this.node=e.findNode(t,this.parsedPath.nodeName),this.rootNode=t,this.getValue=this._getValue_unbound,this.setValue=this._setValue_unbound}static create(t,n,r){return t&&t.isAnimationObjectGroup?new e.Composite(t,n,r):new 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PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP"}`)};function Il(e,t){let n=(Math.imul(Math.floor(e)|0,73856093)^Math.imul(Math.floor(t)|0,19349663))>>>0;return n=n^61^n>>>16,n+=n<<3,n^=n>>>4,n=Math.imul(n,668265261),n^=n>>>15,(n>>>0)/4294967295}function Ll(e,t,n){let r=!1;for(let i=0,a=n.length-1;i<n.length;a=i++){let[o,s]=n[i],[c,l]=n[a];s>t!=l>t&&e<(c-o)*(t-s)/(l-s)+o&&(r=!r)}return r}function Rl(e,t,n,r){let i=r[0]-n[0],a=r[1]-n[1],o=i*i+a*a||1,s=((e-n[0])*i+(t-n[1])*a)/o;return s=Math.max(0,Math.min(1,s)),Math.hypot(e-n[0]-s*i,t-n[1]-s*a)}var zl=[222.4,-1004.6],Bl=[245.5,-1071.9];function Vl(e){if(e.__south)return;e.__south=!0;let t=e.landcover,n=atob(t.b64),r=new Uint8Array(n.length);for(let e=0;e<n.length;e++)r[e]=n.charCodeAt(e);let i=(e,n)=>{let i=Math.floor((e-t.origin[0])/t.step),a=Math.floor((n-t.origin[1])/t.step);return i<0||a<0||i>=t.w||a>=t.h?0:r[a*t.w+i]},a=e.water.filter(e=>e.name===`Bansud`||e.id===`osm-w245635450`),[o,s,c,l]=e.bounds,u=Math.ceil((c-o)/5)+1,d=new Float32Array(u).fill(-1e9);for(let e of a)for(let t=0;t+1<e.pts.length;t++){let[n,r]=e.pts[t],[i,a]=e.pts[t+1],s=Math.min(n,i),c=Math.max(n,i);for(let t=Math.max(0,Math.ceil((s-o)/5));t<u&&o+t*5<=c;t++){let s=o+t*5,c=r+(i===n?0:(s-n)/(i-n))*(a-r)+e.w/2;c>d[t]&&(d[t]=c)}}let f=e=>d[Math.max(0,Math.min(u-1,Math.round((e-o)/5)))],p=e.play,m=[];for(let t of e.water)for(let e=0;e+1<t.pts.length;e++)m.push([t.pts[e],t.pts[e+1],(t.w||4)/2+3]);let h=(e,t)=>{for(let[n,r,i]of m)if(!(Math.abs(n[1]-t)>400&&Math.abs(r[1]-t)>400)&&Rl(e,t,n,r)<i)return!0;return!1},g=e.edges.find(e=>e.cls===`trunk`&&Math.abs(e.pts[e.pts.length-1][1]+920.3)<.5),_=[[194,-920.3],zl];g&&(e.nodes[-9001]=zl,e.edges.push({id:`ext-bansud-bridge-approach`,a:g.b,b:-9001,way:28341556,name:`Calapan South Road`,cls:`trunk`,w:g.w,drive:!0,oneway:!1,bridge:!1,surface:`concrete`,pts:_,noTraffic:!0}));let v=e.edges.filter(e=>e.cls===`trunk`).flatMap(e=>e.pts).filter(e=>e[1]<-700),y=[];{let e=[...v].sort((e,t)=>t[1]-e[1]);for(let t=0;t+1<e.length;t++)y.push([e[t],e[t+1]])}let b=(e,t)=>{let n=1e9;for(let[r,i]of y)n=Math.min(n,Rl(e,t,r,i));return n},x=(e,t,n)=>{let r=f(e);return r>-1e8&&t>r+n&&!Ll(e,t,p)&&e>o+5&&e<c-5&&t<l},S=[],C=[],w=(e,t,n,r,i,a,o,s=``)=>{let c=[-r[1],r[0]],l=i/2,u=a/2,d=[[n[0]-r[0]*l-c[0]*u,n[1]-r[1]*l-c[1]*u],[n[0]+r[0]*l-c[0]*u,n[1]+r[1]*l-c[1]*u],[n[0]+r[0]*l+c[0]*u,n[1]+r[1]*l+c[1]*u],[n[0]-r[0]*l+c[0]*u,n[1]-r[1]*l+c[1]*u]];S.push({id:e,src:`GENERATED`,name:``,kind:t,levels:o,poly:d,conf:`GENERATED-south-strip`,shop:s,type:t}),C.push(n)},[T,E]=_,D=E[0]-T[0],O=E[1]-T[1],k=Math.hypot(D,O);D/=k,O/=k;let A=[D,O],j=[O,-D],ee=k-26,M=0;for(let e of[-1,1]){let t=-95+Il(e*7,3)*4;for(;t<ee;){let n=5+Il(t*3,e)*3,r=6+Il(t,e*5)*3,i=7.6+r/2+Il(t*7,e)*1.2,a=[T[0]+D*t+j[0]*i*e,T[1]+O*t+j[1]*i*e];if(!Ll(a[0],a[1],p)&&x(a[0],a[1],20)&&!h(a[0],a[1])){let i=Il(t,e*11)<.72;w(`gen-south-store-${M++}`,i?`shop`:`house`,a,A,n,r,Il(t*5,e)<.2?2:1,i?`convenience`:``)}t+=n+1.5+Il(t*9,e)*6}}let te=[],N=0,ne=[];for(let t of e.edges)if(t.drive)for(let e=0;e+1<t.pts.length;e++)ne.push([t.pts[e],t.pts[e+1],t.w/2]);let re=(e,t)=>{for(let[n,r,i]of ne)if(!(e<Math.min(n[0],r[0])-i-1.2||e>Math.max(n[0],r[0])+i+1.2||t<Math.min(n[1],r[1])-i-1.2||t>Math.max(n[1],r[1])+i+1.2)&&Rl(e,t,n,r)<i+1.2)return!1;return!0};for(let e=o+4;e<c-4;e+=9)for(let t=s+4;t<l-4;t+=9){let n=e+(Il(e,t)-.5)*7,r=t+(Il(t,e)-.5)*7;if(!x(n,r,12))continue;let a=i(n,r);if(a!==10&&a!==50&&a!==30)continue;let o=b(n,r);if(o<6.5||h(n,r))continue;let s=Il(n*3,r*5);if(a===50&&o>22&&s<.16&&!C.some(e=>Math.hypot(e[0]-n,e[1]-r)<14)){let e=Il(n,r*7)*Math.PI;w(`gen-south-house-${N++}`,`house`,[n,r],[Math.cos(e),Math.sin(e)],6+s*20,6+Il(r,n)*3,1);continue}if(C.some(e=>Math.abs(e[0]-n)<7&&Math.abs(e[1]-r)<7))continue;let c=r-f(n);if(s>(a===10?.42:a===50?.16:.07)*(c<380||b(n,r)<120?1:.45))continue;let l=Il(n*11,r*13),u=a===10?l<.45?0:l<.85?1:2:l<.55?0:l<.75?1:2;re(n,r)&&te.push([n,r,u,.8+Il(r*3,n)*.55,Il(n*17,r)*6.28])}e.buildings.push(...S),e.trees.push(...te),e.southStrip={stores:M,houses:N,trees:te.length},globalThis.__southStrip=e.southStrip,globalThis.__southDbg={b:S.slice(0,3),t:te.filter(e=>Math.abs(e[0]-210)<60&&Math.abs(e[1]+960)<60).length,bank:f(222),inp:Ll(210,-960,p)}}var Hl=Fl;Vl(Hl),Hl.meta.origin;function Ul(e){return e=e^61^e>>>16,e+=e<<3,e^=e>>>4,e=Math.imul(e,668265261),e^=e>>>15,(e>>>0)/4294967295}function Wl(e){let t=2166136261;for(let n=0;n<e.length;n++)t^=e.charCodeAt(n),t=Math.imul(t,16777619);return(t>>>0)/4294967295}function Gl(e){let t=e>>>0||1;return()=>(t^=t<<13,t^=t>>>17,t^=t<<5,(t>>>0)/4294967295)}var Kl=Hl.landcover,ql=(()=>{let e=atob(Kl.b64),t=new Uint8Array(e.length);for(let n=0;n<e.length;n++)t[n]=e.charCodeAt(n);return t})();function Jl(e,t){let n=e,r=-t,i=Math.floor((n-Kl.origin[0])/Kl.step),a=Math.floor((r-Kl.origin[1])/Kl.step);return i<0||a<0||i>=Kl.w||a>=Kl.h?n>3900?80:40:ql[a*Kl.w+i]}var Yl=[];for(let e of Hl.coast)for(let t=0;t<e.length-1;t++)Yl.push(e[t][0],e[t][1],e[t+1][0],e[t+1][1]);function Xl(e,t){let n=e,r=-t;if(n<2900)return 999;let i=1e9,a=1,o=0;for(let e=0;e<Yl.length;e+=4){let t=Yl[e],s=Yl[e+1],c=Yl[e+2],l=Yl[e+3],u=c-t,d=l-s,f=u*u+d*d+1e-9,p=((n-t)*u+(r-s)*d)/f;p=p<0?0:p>1?1:p;let m=t+p*u-n,h=s+p*d-r,g=Math.sqrt(m*m+h*h),_=(u*(r-s)-d*(n-t))/Math.sqrt(f);(g<i-1e-4||g<i+1e-4&&Math.abs(_)>Math.abs(o))&&(i=Math.min(i,g),o=_,a=_>0?1:-1)}return i*a}var Zl=Hl.elev;function Ql(e,t){return e=Math.max(0,Math.min(Zl.w-1,e)),t=Math.max(0,Math.min(Zl.h-1,t)),Zl.v[t*Zl.w+e]}function $l(e){return 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r=t.x-e.x,i=t.z-e.z,a=t.y-e.y,o=r*r+i*i,s=new Set,c=Math.max(1,Math.ceil(Math.sqrt(o)/(hu/2)));if(o>1e-8)for(let t=0;t<=c;t++){let l=t/c,u=Math.floor((e.x+r*l)/hu),d=Math.floor((e.z+i*l)/hu);for(let t=u-1;t<=u+1;t++)for(let c=d-1;c<=d+1;c++)for(let l of _u.get(vu(t,c))||[]){if(l.tag!==`tree`||s.has(l))continue;s.add(l);let t=e.x-l.x,c=e.z-l.z,u=l.r+.18,d=2*(t*r+c*i),f=t*t+c*c-u*u,p=d*d-4*o*f;if(p<0)continue;let m=Math.sqrt(p),h=Math.max(0,(-d-m)/(2*o)),g=Math.min(1,(-d+m)/(2*o));if(Math.abs(a)>1e-8){let t=(l.y0-e.y)/a,n=(l.y1-e.y)/a;t>n&&([t,n]=[n,t]),h=Math.max(h,t),g=Math.min(g,n)}else if(e.y<l.y0||e.y>l.y1)continue;h<=g&&(n=Math.min(n,Math.max(.05,h-.035)))}}return n}var 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t.fillStyle=`#f7f5ef`,t.fillRect(0,0,256,256),Hu(t,256,256,8,812),Uu(t,256,256,45,[`#e9e6e0`,`#faf8f4`,`#eae7e0`],2,13,913,.07),Vu(e)}),doorWood:()=>Gu(`r8doorWood`,()=>{let[e,t]=Bu(256,256);t.fillStyle=`#ceb491`,t.fillRect(0,0,256,256);let n=Gl(284);for(let e=0;e<180;e++){let r=n()*256;t.strokeStyle=`rgba(91,67,41,${.02+n()*.06})`,t.lineWidth=.5+n(),t.beginPath(),t.moveTo(r,0);for(let n=0;n<=256;n+=8)t.lineTo(r+Math.sin(n*.024+e)*1.8,n);t.stroke()}return Hu(t,256,256,5,285),Vu(e)}),windowGlass:()=>Gu(`r8glass`,()=>{let[e,t]=Bu(128,128),n=t.createLinearGradient(0,0,128,128);return n.addColorStop(0,`#455a5d`),n.addColorStop(.32,`#567078`),n.addColorStop(.36,`#9aaca9`),n.addColorStop(.44,`#526870`),n.addColorStop(1,`#35484f`),t.fillStyle=n,t.fillRect(0,0,128,128),Vu(e)}),bougainvillea:()=>Gu(`bougain`,()=>{let e=Ku.leaves().image,[t,n]=Bu(e.width,e.height);n.drawImage(e,0,0);let r=Gl(77);n.globalCompositeOperation=`source-atop`;for(let e=0;e<260;e++){let e=r()*t.width,i=r()*t.height,a=3+r()*9;n.fillStyle=[`#d0217a`,`#e8389a`,`#b8186a`,`#f06fb0`,`#e2553a`][Math.floor(r()*5)],n.globalAlpha=.85,n.beginPath(),n.arc(e,i,a,0,7),n.fill()}return n.globalAlpha=1,n.globalCompositeOperation=`source-over`,Vu(t)}),concreteRoad:()=>Gu(`r8road-natural-slab`,()=>{let[e,t]=Bu(512,512);t.fillStyle=`#b7b5ae`,t.fillRect(0,0,512,512),Uu(t,512,512,85,[`#999991`,`#d0cec5`,`#aaa9a2`],9,58,11,.1);let n=Gl(903);for(let e=0;e<19e3;e++){let e=n()*.16;t.fillStyle=n()<.52?`rgba(72,70,66,${e})`:`rgba(247,244,235,${e})`,t.fillRect(n()*512,n()*512,1+n()*2,1+n()*2)}Hu(t,512,512,12,3);for(let e of[132,380])for(let r=0;r<48;r++){let r=e+(n()-.5)*48,i=n()*512;t.fillStyle=`rgba(78,75,69,${.012+n()*.032})`,t.fillRect(r,i,4+n()*13,6+n()*33)}t.strokeStyle=`rgba(68,65,61,.30)`,t.lineWidth=2,t.beginPath(),t.moveTo(0,1),t.lineTo(512,1),t.stroke(),t.strokeStyle=`rgba(90,87,80,.15)`,t.lineWidth=1;for(let e=0;e<4;e++){let e=n()*512,r=n()*512;t.beginPath(),t.moveTo(e,r);for(let i=0;i<4;i++)e+=(n()-.5)*34,r+=n()*18,t.lineTo(e,r);t.stroke()}return Vu(e)}),asphalt:()=>Gu(`asph`,()=>{let[e,t]=Bu(256,256);return t.fillStyle=`#4b4a48`,t.fillRect(0,0,256,256),Uu(t,256,256,40,[`#3a3937`,`#5a5855`],8,40,5,.3),Hu(t,256,256,40,7),Vu(e)}),dirt:()=>Gu(`dirt`,()=>{let[e,t]=Bu(256,256);return t.fillStyle=`#8a7358`,t.fillRect(0,0,256,256),Uu(t,256,256,60,[`#6f5b44`,`#a08868`,`#7d6a50`],6,40,15,.35),Hu(t,256,256,36,17),Vu(e)}),roadShoulder:()=>Gu(`r8-packed-shoulder`,()=>{let[e,t]=Bu(256,512);t.fillStyle=`#a39b87`,t.fillRect(0,0,256,512),Uu(t,256,512,90,[`#837d6b`,`#b9ad94`,`#9b9681`],5,30,128,.12);let n=Gl(129);for(let e=0;e<7200;e++){let e=n()*256,r=n()*512,i=.6+n()*1.9;t.fillStyle=n()<.55?`rgba(82,78,67,${.08+n()*.18})`:`rgba(224,212,187,${.13+n()*.21})`,t.beginPath(),t.ellipse(e,r,i,i*(.45+n()*.5),n()*3,0,Math.PI*2),t.fill()}Hu(t,256,512,13,130);let r=t.getImageData(0,0,256,512);for(let e=0;e<512;e++)for(let t=0;t<256;t++){let n=16+9*Math.sin(e*.059)+6*Math.sin(e*.123+1.3),i=Math.max(0,Math.min(1,(t-n)/65));r.data[(e*256+t)*4+3]=Math.round(255*i*i*(3-2*i))}return t.putImageData(r,0,0),Vu(e)}),groundDetail:()=>Gu(`gd`,()=>{let[e,t]=Bu(512,512);t.fillStyle=`#b8b8b8`,t.fillRect(0,0,512,512),Uu(t,512,512,160,[`#9a9a9a`,`#d0d0d0`,`#a8a8a8`,`#8c8c8c`],6,50,21,.35);let n=Gl(22);for(let e=0;e<9e3;e++){let e=120+n()*110;t.fillStyle=`rgb(${e},${e},${e})`,t.fillRect(n()*512,n()*512,1+n()*2,2+n()*4)}return Hu(t,512,512,30,23),Vu(e,!0,!1)}),brick:()=>Gu(`brick`,()=>{let[e,t]=Bu(256,256);t.fillStyle=`#6e3a2c`,t.fillRect(0,0,256,256);let n=Gl(31);for(let e=0;e<16;e++)for(let r=0;r<8;r++){let i=e%2?16:0,a=n();t.fillStyle=`rgb(${150+a*40},${70+a*25},${55+a*20})`,t.fillRect(r*32+i+1,e*16+1,30,14),t.fillRect(r*32+i-256+1,e*16+1,30,14)}return Hu(t,256,256,22,32),Vu(e)}),pavers:()=>Gu(`pavers`,()=>{let[e,t]=Bu(256,256);t.fillStyle=`#8f8a80`,t.fillRect(0,0,256,256);let n=Gl(41);for(let e=0;e<8;e++)for(let r=0;r<8;r++){let i=n()*24;t.fillStyle=`rgb(${176+i},${170+i},${158+i})`,t.fillRect(e*32+1,r*32+1,30,30)}return Hu(t,256,256,20,42),Vu(e)}),sand:()=>Gu(`sand`,()=>{let[e,t]=Bu(256,256);return t.fillStyle=`#9d8f78`,t.fillRect(0,0,256,256),Uu(t,256,256,40,[`#877a64`,`#b1a38a`,`#6f6554`],6,30,51,.35),Hu(t,256,256,40,52),Vu(e)}),corrugated:(e,t,n)=>Gu(`corr`+e+t+n,()=>{let[r,i]=Bu(256,256);i.fillStyle=e,i.fillRect(0,0,256,256);for(let e=0;e<256;e+=8){let t=i.createLinearGradient(e,0,e+8,0);t.addColorStop(0,`rgba(255,255,255,0.18)`),t.addColorStop(.5,`rgba(0,0,0,0.22)`),t.addColorStop(1,`rgba(255,255,255,0.18)`),i.fillStyle=t,i.fillRect(e,0,8,256)}Uu(i,256,256,Math.floor(40*t),[`#8b6750`,`#74675b`,`#9b8266`],2,15,n,.15),i.fillStyle=`rgba(0,0,0,0.10)`;for(let e=0;e<256;e+=64)i.fillRect(0,e,256,1);return Hu(i,256,256,18,n+1),Vu(r)}),facade:()=>Gu(`facade`,()=>{let[e,t]=Bu(1024,768),n=Gl(61),r=[`#f2e2b8`,`#b9e0c9`,`#f3c6b2`,`#f5dd86`,`#b7d6ee`,`#e6cde8`];for(let e=0;e<6;e++)for(let i=0;i<8;i++){let a=i*128,o=e*128;t.fillStyle=r[e],t.fillRect(a,o,128,128);for(let e=0;e<6;e++)t.fillStyle=`rgba(80,70,50,${.04+n()*.06})`,t.fillRect(a+n()*128,o+20,2+n()*6,108);let s=t.createLinearGradient(0,o+128-26,0,o+128);s.addColorStop(0,`rgba(60,50,40,0)`),s.addColorStop(1,`rgba(60,50,40,0.35)`),t.fillStyle=s,t.fillRect(a,o+128-26,128,26),t.fillStyle=`rgba(0,0,0,0.12)`,t.fillRect(a,o+4,128,3);let c=i%4;if(c===0||c===1){let e=a+30,n=o+30;t.fillStyle=`#6d6a64`,t.fillRect(e-4,n-4,76,68);let r=t.createLinearGradient(e,n,e+68,n+58);r.addColorStop(0,`#34424c`),r.addColorStop(1,`#1d262d`),t.fillStyle=r,t.fillRect(e,n,68,58),t.fillStyle=`rgba(200,220,230,0.25)`;for(let r=0;r<7;r++)t.fillRect(e,n+r*8+2,68,3);t.strokeStyle=c===0?`#2d2d2d`:`#f4f4f4`,t.lineWidth=2;for(let r=0;r<=6;r++)t.beginPath(),t.moveTo(e+r*68/6,n),t.lineTo(e+r*68/6,n+58),t.stroke();t.beginPath(),t.moveTo(e,n+29),t.lineTo(e+68,n+29),t.stroke(),c===1&&(t.beginPath(),t.arc(e+34,n+29,14,0,7),t.stroke()),t.fillStyle=`rgba(0,0,0,0.3)`,t.fillRect(e-6,n+58+6,80,4)}else if(c===2){let n=a+38,r=o+22;t.fillStyle=`#4a4540`,t.fillRect(n-4,r-4,60,110),t.fillStyle=e%2?`#7a4f2e`:`#5b6d6a`,t.fillRect(n,r,52,106),t.strokeStyle=`rgba(0,0,0,0.35)`,t.lineWidth=2,t.strokeRect(n+6,r+8,40,39),t.strokeRect(n+6,r+53+2,40,41),t.fillStyle=`#c9b27a`,t.fillRect(n+52-10,r+53,4,6)}else{t.fillStyle=`rgba(0,0,0,0.18)`;for(let e=0;e<4;e++)t.fillRect(a+40+e*13,o+30,10,10)}}return Hu(t,1024,768,12,62),Vu(e)}),store:()=>Gu(`store`,()=>{let[e,t]=Bu(512,128),n=Gl(71);for(let e=0;e<4;e++){let r=e*128;if(t.fillStyle=`#d8d0bf`,t.fillRect(r,0,128,128),e===0){t.fillStyle=`#8f949a`,t.fillRect(r+8,12,112,60);for(let e=0;e<20;e++)t.fillStyle=e%2?`#a3a8ad`:`#7f8489`,t.fillRect(r+8,12+e*3,112,3);t.fillStyle=`#1b1a18`,t.fillRect(r+8,72,112,56);for(let e=0;e<10;e++)t.fillStyle=[`#c0392b`,`#f1c40f`,`#2e86c1`,`#27ae60`,`#e67e22`][e%5],t.fillRect(r+14+e%5*20,80+Math.floor(e/5)*18,14,12)}else if(e===1){t.fillStyle=`#231f1a`,t.fillRect(r+10,16,108,76);for(let e=0;e<60;e++)t.fillStyle=`hsl(${n()*360},70%,${45+n()*20}%)`,t.fillRect(r+12+n()*98,18+n()*70,6,9);t.strokeStyle=`#e8e8e8`,t.lineWidth=2;for(let e=0;e<12;e++)t.beginPath(),t.moveTo(r+10+e*9.8,16),t.lineTo(r+10+e*9.8,92),t.stroke();t.fillStyle=`#6b4a2b`,t.fillRect(r+6,92,116,36)}else if(e===2){for(let e=0;e<38;e++)t.fillStyle=e%2?`#9aa0a6`:`#858b91`,t.fillRect(r+8,10+e*3,112,3);t.fillStyle=`rgba(60,40,20,0.25)`,t.fillRect(r+8,90,112,38)}else t.fillStyle=`#2a2622`,t.fillRect(r+8,10,112,118),t.fillStyle=`#b7a58a`,t.fillRect(r+16,70,96,8),t.fillStyle=`#f5e7c6`,t.fillRect(r+20,40,20,26),t.fillRect(r+70,36,30,30)}return Hu(t,512,128,10,72),Vu(e)}),palmFrond:()=>Gu(`frond`,()=>{let[e,t]=Bu(256,64);t.clearRect(0,0,256,64);let n=Gl(81);for(let e=8;e<250;e+=4){let r=28*Math.sin(e/256*Math.PI)+6,i=90+n()*60;t.strokeStyle=`rgb(${50+n()*30},${i},${30+n()*20})`,t.lineWidth=2.2,t.beginPath(),t.moveTo(e,32),t.lineTo(e+10,32-r),t.stroke(),t.beginPath(),t.moveTo(e,32),t.lineTo(e+10,32+r),t.stroke()}return t.strokeStyle=`#6b6a3a`,t.lineWidth=3,t.beginPath(),t.moveTo(0,32),t.lineTo(256,32),t.stroke(),Vu(e,!1)}),leaves:()=>Gu(`leaves`,()=>{let[e,t]=Bu(256,256);t.clearRect(0,0,256,256);let n=Gl(91);for(let e=0;e<700;e++){let e=128+(n()-.5)*240,r=128+(n()-.5)*240;if(Math.hypot(e-128,r-128)>120)continue;let i=70+n()*70;t.fillStyle=`rgb(${30+n()*30},${i},${25+n()*25})`,t.save(),t.translate(e,r),t.rotate(n()*6.28),t.beginPath(),t.ellipse(0,0,9,4,0,0,7),t.fill(),t.restore()}return Vu(e,!1)}),banana:()=>Gu(`banana`,()=>{let[e,t]=Bu(128,256);t.clearRect(0,0,128,256);let n=t.createLinearGradient(0,0,128,0);n.addColorStop(0,`#5f8f35`),n.addColorStop(.5,`#86b24a`),n.addColorStop(1,`#5f8f35`),t.fillStyle=n,t.beginPath(),t.ellipse(64,128,54,126,0,0,7),t.fill(),t.strokeStyle=`rgba(40,60,20,0.6)`,t.lineWidth=3,t.beginPath(),t.moveTo(64,0),t.lineTo(64,256),t.stroke(),t.strokeStyle=`rgba(0,0,0,0)`,t.globalCompositeOperation=`destination-out`;let r=Gl(95);for(let e=0;e<8;e++){let e=30+r()*200;t.fillRect(r()>.5?64:0,e,64,2)}return Vu(e,!1)}),treeBark:()=>Gu(`broad-longitudinal-bark`,()=>{let[e,t]=Bu(256,512);t.fillStyle=`#958b79`,t.fillRect(0,0,256,512);let n=Gl(994);Uu(t,256,512,70,[`#817965`,`#b0a48a`,`#8e8878`],9,36,995,.16);for(let e=0;e<125;e++){let r=n()*256,i=n()*512,a=20+n()*180;t.strokeStyle=`rgba(51,46,35,${.045+n()*.11})`,t.lineWidth=.6+n()*1.6,t.beginPath(),t.moveTo(r,i);for(let n=1;n<=8;n++)t.lineTo(r+Math.sin(n*.8+e)*1.8,i+a*n/8);t.stroke()}return Hu(t,256,512,10,996),Vu(e)}),bark:()=>Gu(`bark`,()=>{let[e,t]=Bu(64,256);t.fillStyle=`#6b5a47`,t.fillRect(0,0,64,256);for(let e=0;e<256;e+=7)t.fillStyle=`rgba(30,20,10,0.35)`,t.fillRect(0,e,64,2);return Hu(t,64,256,40,99),Vu(e)}),sign:(e,t=`#f4f1e8`,n=`#1f2a44`,r=512,i=128,a=``)=>Gu(`sign`+e+t+n+r+i+a,()=>{let[o,s]=Bu(r,i);s.fillStyle=t,s.fillRect(0,0,r,i),s.strokeStyle=n,s.lineWidth=6,s.strokeRect(4,4,r-8,i-8),s.fillStyle=n,s.textAlign=`center`,s.textBaseline=`middle`;let c=i*(a?.42:.55);for(s.font=`700 ${c}px system-ui, -apple-system, Helvetica, Arial, sans-serif`;s.measureText(e).width>r-30&&c>10;)c-=2,s.font=`700 ${c}px system-ui, -apple-system, Helvetica, Arial, sans-serif`;s.fillText(e,r/2,a?i*.38:i/2),a&&(s.font=`500 ${i*.2}px system-ui, -apple-system, Helvetica, Arial, sans-serif`,s.fillText(a,r/2,i*.75));let l=Vu(o,!1);return l.anisotropy=8,l}),water:()=>Gu(`waterN`,()=>{let[e,t]=Bu(256,256),n=t.createImageData(256,256),r=n.data,i=Gl(111),a=[];for(let e=0;e<14;e++)a.push([i()*6.28,1+Math.floor(i()*6),1+Math.floor(i()*6),i()*6.28]);for(let e=0;e<256;e++)for(let t=0;t<256;t++){let n=0,i=0;for(let r of a){let a=(r[1]*t+r[2]*e)/256*6.283+r[3];n+=Math.cos(a)*r[1],i+=Math.cos(a)*r[2]}let o=(e*256+t)*4;r[o]=128+n*3,r[o+1]=128+i*3,r[o+2]=255,r[o+3]=255}return t.putImageData(n,0,0),Vu(e,!0,!1)})},qu=Hl.bounds,Ju=qu[0],Yu=qu[2],Xu=-qu[3],Zu=-qu[1],Qu=Hl.areas.find(e=>e.id===`osm-w1193439884`)?.poly||[],$u={10:[.23,.33,.14],20:[.42,.44,.24],30:[.47,.52,.27],40:[.36,.46,.2],50:[.5,.46,.38],60:[.55,.5,.42],80:[.42,.4,.33],90:[.3,.36,.22]},ed=null,td={uTime:{value:0}};function nd(){if(ed)return ed;let e=Ku.groundDetail();e.repeat.set(1,1);let t=new W({vertexColors:!0,roughness:.95,metalness:0,map:e});return t.onBeforeCompile=e=>{e.uniforms.uTime=td.uTime,e.vertexShader=e.vertexShader.replace(`#include <common>`,`#include <common>
attribute float aCrop; attribute float aSand; attribute float aPark; varying float vCrop; varying float vSand; varying float vPark; varying vec3 vWPos;`).replace(`#include <uv_vertex>`,`#include <uv_vertex>
vCrop = aCrop; vSand = aSand; vPark = aPark;`).replace(`#include <worldpos_vertex>`,`#include <worldpos_vertex>
vWPos = (modelMatrix * vec4(transformed,1.0)).xyz;`),e.fragmentShader=e.fragmentShader.replace(`#include <common>`,`#include <common>
varying float vCrop; varying float vSand; varying float vPark; varying vec3 vWPos; uniform float uTime;
float h21(vec2 p){ p = fract(p*vec2(123.34,456.21)); p += dot(p,p+45.32); return fract(p.x*p.y); }
float vnoise(vec2 p){ vec2 i=floor(p), f=fract(p); f=f*f*(3.0-2.0*f); return mix(mix(h21(i),h21(i+vec2(1,0)),f.x),mix(h21(i+vec2(0,1)),h21(i+vec2(1,1)),f.x),f.y); }`).replace(`#include <map_fragment>`,`
vec2 wp = vWPos.xz;
float dA = texture2D(map, wp*0.21).r; float dB = texture2D(map, wp*0.031).r; float dC = vnoise(wp*0.013);
diffuseColor.rgb *= (0.55 + 0.55*dA) * (0.8 + 0.4*dB) * (0.85 + 0.3*dC);
// The OSM plaza park gets a short-cut maintained lawn treatment, not the
// same pale soil as town yards. Roads, brick paths and the mapped pond overlay it.
float parkGrass = smoothstep(0.19,0.81,vPark) * (1.0-vCrop) * (1.0-vSand);
vec3 parkCol = vec3(0.27,0.38,0.19) * (0.75+0.2*dA+0.11*dB+0.07*dC);
diffuseColor.rgb = mix(diffuseColor.rgb,parkCol,parkGrass*0.86);
// Fine, non-grid yard planting is drawn in material space rather than as thousands of models.
// High-frequency blades and variable dry soil break up large monochrome lots at walking height.
float yard = 1.0 - clamp(vCrop * 2.0 + vSand * 2.0, 0.0, 1.0);
float grassPatch = smoothstep(0.34, 0.68, vnoise(wp * 0.23 + vnoise(wp * 0.04) * 6.0));
float fineGrain = 0.62 * vnoise(wp * 3.1 + 23.0) + 0.38 * vnoise(wp * 7.7 + 91.0);
float fleck = smoothstep(0.66, 0.85, fineGrain) * grassPatch;
vec3 leafColor = vec3(0.21, 0.31, 0.13) * (0.8 + 0.45 * vnoise(wp * 0.7));
diffuseColor.rgb = mix(diffuseColor.rgb, leafColor, yard * (0.30 * grassPatch + 0.16 * fleck));
// Patchy lawn clumps at a few-metre scale so yards and road verges read as tended grass with worn gaps.
float clump = smoothstep(0.40, 0.74, vnoise(wp * 0.05 + vnoise(wp * 0.012) * 5.0));
diffuseColor.rgb = mix(diffuseColor.rgb, vec3(0.29, 0.40, 0.16) * (0.75 + 0.4 * dB), yard * clump * 0.30);
float bare = smoothstep(0.68, 0.83, vnoise(wp * 0.075 + 19.0));
diffuseColor.rgb = mix(diffuseColor.rgb, vec3(0.47, 0.41, 0.31) * (0.72 + 0.5 * dA), yard * bare * 0.30);
// Broad dry-grass drift keeps big open lots from reading as one flat wash at street scale.
diffuseColor.rgb *= 0.90 + 0.18 * vnoise(wp * 0.021 + 41.0);
// ---- rice paddies (parcel boundaries are procedural; cropland extent is ESA WorldCover 2021)
if (vCrop > 0.01) {
  float ang = -0.155; mat2 R = mat2(cos(ang), -sin(ang), sin(ang), cos(ang));
  vec2 q = R * wp; vec2 cellSize = vec2(38.0, 26.0);
  vec2 cid = floor(q / cellSize); vec2 f = fract(q / cellSize) * cellSize;
  float jitter = h21(cid) ;
  float bund = 1.0 - smoothstep(0.35, 0.9, min(min(f.x, cellSize.x - f.x), min(f.y, cellSize.y - f.y)));
  float stage = h21(cid + 7.3);
  vec3 young = vec3(0.30, 0.52, 0.16); vec3 mature = vec3(0.50, 0.55, 0.20); vec3 ripe = vec3(0.66, 0.60, 0.28);
  vec3 flooded = vec3(0.26, 0.30, 0.30);
  // Fade narrow planting rows with distance to prevent screen-space moire.
  float phase = (q.y + vnoise(q*.065)*.14) * 20.0;
  float rowVisibility = 1.0-smoothstep(.45,2.4,fwidth(phase));
  float rows = .5+.5*sin(phase)*rowVisibility;
  vec3 rice = stage < 0.22 ? mix(flooded, young, 0.25*rows) : (stage < 0.6 ? mix(young*.96, young*1.025, rows) : (stage < 0.9 ? mix(mature*.96, mature*1.025, rows) : mix(ripe*0.9, ripe, rows)));
  rice *= .90 + .14*vnoise(wp*.35+stage*10.0) + .06*vnoise(wp*.045+cid);
  vec3 bundCol = vec3(0.40, 0.42, 0.24) * (0.8 + 0.4*dA);
  vec3 col = mix(rice, bundCol, bund);
  diffuseColor.rgb = mix(diffuseColor.rgb, col, vCrop);
  if (stage < 0.22 && bund < 0.5) { diffuseColor.rgb = mix(diffuseColor.rgb, vec3(0.45,0.55,0.62), 0.28 * vCrop); }
}
if (vSand > 0.01) {
  // Low-relief sand ripples and damp patches follow the mapped shoreline's sand mask.
  // Fine grain is world-scaled, not one stretched texture across the entire beach.
  float damp = smoothstep(0.43, 0.92, vSand);
  float ripple = sin(wp.x*2.7 + sin(wp.y*0.24)*.8 + vnoise(wp*.41)*1.8);
  float grain = vnoise(wp*3.8)*.65 + vnoise(wp*8.4)*.35;
  float tide = smoothstep(.45,.73,vnoise(wp*.085 + 8.0)) * damp;
  vec3 dry = vec3(.66,.60,.47) * (.87 + .13*dA + .07*grain);
  vec3 wetCol = vec3(.45,.43,.35) * (.91 + .09*dA + .055*ripple + .06*grain);
  vec3 sand = mix(dry,wetCol,clamp(damp*.65+tide*.18,0.,1.));
  diffuseColor.rgb = mix(diffuseColor.rgb,sand, min(1.0,vSand*1.4));
}
`).replace(`#include <roughnessmap_fragment>`,`#include <roughnessmap_fragment>
if (vCrop > 0.01) { float ang2 = -0.155; mat2 R2 = mat2(cos(ang2), -sin(ang2), sin(ang2), cos(ang2)); vec2 q2 = R2 * vWPos.xz; vec2 c2 = floor(q2 / vec2(38.0,26.0)); if (h21(c2 + 7.3) < 0.22) roughnessFactor = mix(roughnessFactor, 0.12, vCrop); }
if (vSand > 0.6) roughnessFactor = mix(roughnessFactor, 0.35, (vSand-0.6)*2.0);`)},ed=t,t}var rd=Hl.areas.filter(e=>e.kind===`natural:water`).map(e=>{let t=e.poly,n=(t.length>1&&t[0][0]===t[t.length-1][0]&&t[0][1]===t[t.length-1][1]?t.slice(0,-1):t).map(e=>new L(e[0],-e[1]));return Mc.triangulateShape(n,[]).map(e=>e.map(e=>n[e]))}).flat().map(e=>({t:e,minx:Math.min(...e.map(e=>e.x)),maxx:Math.max(...e.map(e=>e.x)),minz:Math.min(...e.map(e=>e.y)),maxz:Math.max(...e.map(e=>e.y)),sign:Math.sign((e[1].x-e[0].x)*(e[2].y-e[0].y)-(e[1].y-e[0].y)*(e[2].x-e[0].x))}));function id(e,t,n){let r=Ju+e*250,i=Xu+t*250,a=Math.round(250/n)+1,o=a+2,s=new Float32Array(o*o*3),c=new Float32Array(o*o*3),l=new Float32Array(o*o),u=new Float32Array(o*o),d=new Float32Array(o*o),f=0;for(let e=0;e<o;e++)for(let t=0;t<o;t++){let p=Math.min(a-1,Math.max(0,t-1)),m=Math.min(a-1,Math.max(0,e-1)),h=r+p*n,g=i+m*n,_=pu(h,g)?tu(h,g):G(h,g);(t<1||e<1||t>=o-1||e>=o-1)&&(_-=3),s[f*3]=h,s[f*3+1]=_,s[f*3+2]=g;let v=Jl(h,g),y=$u[v]||$u[30];if(v===50||v===60){let e=(e,t,n)=>{let r=e/n,i=t/n,a=Math.floor(r),o=Math.floor(i),s=r-a,c=i-o,l=(e,t)=>Ul(e*7919^t*104729),u=s*s*(3-2*s),d=c*c*(3-2*c);return(l(a,o)*(1-u)+l(a+1,o)*u)*(1-d)+(l(a,o+1)*(1-u)+l(a+1,o+1)*u)*d},t=Math.min(1,Math.max(0,(e(h,g,16)*.7+e(h+500,g,5)*.3-.32)*2.2));y=[.56+(.38-.56)*t,.49+(.52-.49)*t,.37+-.15*t]}let b=.9+Ul(Math.floor(h/7)*7919^Math.floor(g/7)*104729)*.2,x=0;for(let[e,t]of[[0,0],[6,0],[-6,0],[0,6],[0,-6]])x+=Jl(h+e,g+t)===40?.2:0;let S=h>3e3?Xl(h,g):999,C=S<40?Math.max(0,Math.min(1,1-(S-6)/34)):0;S<6&&(C=Math.min(1,.6+(6-S)/15)),C>0&&(x=0),c[f*3]=y[0]*b,c[f*3+1]=y[1]*b,c[f*3+2]=y[2]*b,l[f]=x,u[f]=C,d[f]=Qu.length&&uu(h,-g,Qu)?1:0,f++}let p=[];for(let e=0;e<o-1;e++)for(let t=0;t<o-1;t++){let n=e*o+t,r=n+1,i=n+o,a=i+1;p.push(n,i,r,r,i,a)}let m=rd.filter(e=>e.maxx>=r&&e.minx<=r+(a-1)*n&&e.maxz>=i&&e.minz<=i+(a-1)*n),h=Array.from(s),g=Array.from(c),_=Array.from(l),v=Array.from(u),y=Array.from(d),b=[],x=e=>[s[e*3],s[e*3+1],s[e*3+2],c[e*3],c[e*3+1],c[e*3+2],l[e],u[e],d[e]],S=(e,t,n)=>e.map((e,r)=>e+(t[r]-e)*n),C=(e,t,n,r)=>{let i=[],a=[],o=e=>r*((n.x-t.x)*(e[2]-t.y)-(n.y-t.y)*(e[0]-t.x));for(let t=0;t<e.length;t++){let n=e[t],r=e[(t+1)%e.length],s=o(n),c=o(r);if((s>=0?i:a).push(n),s>=0!=c>=0){let e=S(n,r,s/(s-c));i.push(e),a.push(e)}}return{inside:i,outside:a}};for(let e=0;e<p.length;e+=3){let t=p.slice(e,e+3);if(!m.some(e=>t.some(t=>s[t*3]>=e.minx)&&t.some(t=>s[t*3]<=e.maxx)&&t.some(t=>s[t*3+2]>=e.minz)&&t.some(t=>s[t*3+2]<=e.maxz))){b.push(...t);continue}let n=[[x(p[e]),x(p[e+1]),x(p[e+2])]];for(let e of m){let{t,minx:r,maxx:i,minz:a,maxz:o,sign:s}=e,c=[];for(let e of n){if(e.every(e=>e[0]<r)||e.every(e=>e[0]>i)||e.every(e=>e[2]<a)||e.every(e=>e[2]>o)){c.push(e);continue}let n=e;for(let e=0;e<3&&n.length>=3;e++){let r=C(n,t[e],t[(e+1)%3],s);r.outside.length>=3&&c.push(r.outside),n=r.inside}}if(n=c,!n.length)break}for(let e of n){let t=h.length/3;for(let t of e)h.push(...t.slice(0,3)),g.push(...t.slice(3,6)),_.push(t[6]),v.push(t[7]),y.push(t[8]);for(let n=1;n<e.length-1;n++)b.push(t,t+n,t+n+1)}}let w=new mr;w.setAttribute(`position`,new z(h,3)),w.setAttribute(`color`,new z(g,3)),w.setAttribute(`aCrop`,new z(_,1)),w.setAttribute(`aSand`,new z(v,1)),w.setAttribute(`aPark`,new z(y,1)),w.setAttribute(`uv`,new ir(new Float32Array(h.length/3*2),2)),w.setIndex(b),w.computeVertexNormals(),w.computeBoundingSphere();let T=new B(w,nd());return T.receiveShadow=!0,T.matrixAutoUpdate=!1,T.updateMatrix(),T}function ad(e){let t=Hl.elev.horizon,n=[3e3,5e3,8e3,12e3,18e3,26e3,32e3],r=(e,r)=>{if(r>=6)return t.filter(t=>t[0]===e*15&&t[1]===26e3)[0]?.[2]*.7||0;let i=t.find(t=>t[0]===e*15&&t[1]===n[r]);return i?i[2]:0},i=[],a=[],o=[];for(let e=0;e<=96;e++){let t=e/96*24,o=Math.floor(t)%24,s=(o+1)%24,c=t-Math.floor(t);for(let t=0;t<n.length;t++){let l=e/96*Math.PI*2,u=n[t],d=r(o,t)*(1-c)+r(s,t)*c,f=Ul(e*31+t*7)*.25+.85;d*=f;let p=1700+u*Math.sin(l),m=400-u*Math.cos(l),h=d<3?-8:d*.95-10;i.push(p,h,m);let g=Math.min(1,d/900),_=Math.min(.75,t/(n.length-1)*.85);a.push((.2+g*.08)*(1-_)+.5*_,(.3+g*.05)*(1-_)+.55*_,(.16+g*.06)*(1-_)+.66*_)}}let s=n.length;for(let e=0;e<96;e++)for(let t=0;t<s-1;t++){let n=e*s+t,r=n+1,i=n+s,a=i+1;o.push(n,r,i,r,a,i)}let c=new mr;c.setAttribute(`position`,new z(i,3)),c.setAttribute(`color`,new z(a,3)),c.setIndex(o),c.computeVertexNormals();let l=new B(c,new W({vertexColors:!0,roughness:1,fog:!1}));return l.name=`horizon`,e.add(l),l}var od=[`Rosa's Sari-Sari Store`,`Mang Lito Vulcanizing`,`Golden Grains Rice Dealer`,`Ate Lorna's Carinderia`,`Tindahan ni Aling Nida`,`JR Motor Parts`,`Sunrise Bakeshop`,`Bagong Araw Pharmacy`,`Kuya Ben Load & Print`,`Masagana Agri Supply`,`Lucky Star Store`,`Tres Marias Eatery`,`Bayanihan Hardware`,`Mabuhay Tailoring`,`Sampaguita Salon`,`Ka Tonyo Welding`,`Isla Mindoro Lechon`,`Tito Boy Barbershop`,`Kape at Pandesal`,`Liza Ukay-Ukay`],sd=()=>({pos:[],uv:[],col:[],idx:[]});function cd(e,t,n,r=[1,1,1]){let i=e.pos.length/3;for(let i=0;i<4;i++)e.pos.push(t[i][0],t[i][1],t[i][2]),e.uv.push(n[i][0],n[i][1]),e.col.push(r[0],r[1],r[2]);e.idx.push(i,i+1,i+2,i,i+2,i+3)}function ld(e,t,n,r=[1,1,1]){let i=e.pos.length/3;for(let i=0;i<3;i++)e.pos.push(t[i][0],t[i][1],t[i][2]),e.uv.push(n[i][0],n[i][1]),e.col.push(r[0],r[1],r[2]);e.idx.push(i,i+1,i+2)}function ud(e){let t=new mr;return t.setAttribute(`position`,new z(e.pos,3)),t.setAttribute(`uv`,new z(e.uv,2)),t.setAttribute(`color`,new z(e.col,3)),t.setIndex(e.idx),t.computeVertexNormals(),t.computeBoundingSphere(),t}function dd(e){let t=e.map(e=>({x:e[0],z:-e[1]})),n=0;for(let e=0;e<t.length;e++){let r=t[e],i=t[(e+1)%t.length];n+=r.x*i.z-i.x*r.z}return n<0&&t.reverse(),t}function fd(e){let t=null;for(let n=0;n<e.length;n++){let r=e[n],i=e[(n+1)%e.length],a=Math.atan2(i.z-r.z,i.x-r.x),o=Math.cos(a),s=Math.sin(a),c=1e9,l=-1e9,u=1e9,d=-1e9;for(let t of e){let e=t.x*o+t.z*s,n=-t.x*s+t.z*o;c=Math.min(c,e),l=Math.max(l,e),u=Math.min(u,n),d=Math.max(d,n)}let f=(l-c)*(d-u);(!t||f<t.area)&&(t={area:f,ang:a,c:o,s,minu:c,maxu:l,minv:u,maxv:d})}let n=(t.minu+t.maxu)/2,r=(t.minv+t.maxv)/2;return{ang:t.ang,cx:n*t.c-r*t.s,cz:n*t.s+r*t.c,hl:(t.maxu-t.minu)/2,hw:(t.maxv-t.minv)/2,fill:0}}function pd(e){let t=0;for(let n=0;n<e.length;n++){let r=e[n],i=e[(n+1)%e.length];t+=r.x*i.z-i.x*r.z}return Math.abs(t/2)}var md=new Set([`osm-w947178742`,`osm-w947178743`,`osm-w947178744`,`osm-w947178745`,`osm-w947178746`]),hd=`osm-w1193439871`,gd=`osm-w1035486162`,_d=`osm-w1190950321`,vd=`osm-w1193439870`,yd=`osm-w1424729914`,bd=`osm-w1424729913`,xd=`osm-w1035486161`,Sd=`osm-w1240802380`,Cd=`osm-w1424729910`,wd=[.94,.91,.85],Td=[.55,.75,.58];function Ed(e){return md.has(e)?Td:e===hd?[.2,.34,.6]:Dd[Math.floor(Wl(e+`r`)*Dd.length)]}var Dd=[[.78,.8,.82],[.72,.74,.75],[.62,.3,.22],[.35,.5,.62],[.4,.55,.38],[.66,.52,.42],[.83,.84,.86],[.7,.26,.2],[.26,.52,.55],[.3,.4,.66]],Od=new Set,kd=[],Ad=[],jd={lamps:[],emissives:[]},Md={pos:[],nrm:[],idx:[]},Nd={pos:[],nrm:[],idx:[]};function Pd(e){let n=new Map,r=new W({map:Ku.plaster(),roughness:.94,vertexColors:!0,side:2}),i=new W({map:Ku.windowGlass(),roughness:.38,metalness:.02,emissive:1714220,emissiveIntensity:.24,vertexColors:!0,side:2}),a=new W({color:14275266,roughness:.82,vertexColors:!0,side:2}),o=new W({color:7169886,roughness:.9,vertexColors:!0,side:2}),s=new W({vertexColors:!0,roughness:.72,side:2}),c=new W({map:Ku.doorWood(),roughness:.82,vertexColors:!0,side:2}),l=new W({map:Ku.store(),roughness:.8,side:2}),u=Ku.corrugated(`#b9bdc0`,.5,5);u.repeat.set(1,1);let d=new W({map:u,roughness:.5,metalness:.08,vertexColors:!0,side:2}),f=new W({color:10393740,roughness:.95,vertexColors:!0,side:2}),p=new W({vertexColors:!0,roughness:.94,side:2}),m=new fl().load(zu);m.wrapS=m.wrapT=t,m.colorSpace=Pe,p.color.setHex(16777215),p.onBeforeCompile=e=>{e.uniforms.uConcrete={value:m},e.vertexShader=e.vertexShader.replace(`#include <common>`,`#include <common>
varying vec3 vConcretePos;varying vec3 vConcreteNorm;`).replace(`#include <worldpos_vertex>`,`#include <worldpos_vertex>
vConcretePos=(modelMatrix*vec4(transformed,1.0)).xyz;vConcreteNorm=normalize(mat3(modelMatrix)*objectNormal);`),e.fragmentShader=e.fragmentShader.replace(`#include <common>`,`#include <common>
uniform sampler2D uConcrete;varying vec3 vConcretePos;varying vec3 vConcreteNorm;`).replace(`#include <map_fragment>`,`vec3 weights=pow(abs(vConcreteNorm),vec3(6.0));weights/=max(.001,weights.x+weights.y+weights.z);
    vec3 col=texture2D(uConcrete,vConcretePos.yz/2.5).rgb*weights.x+texture2D(uConcrete,vConcretePos.xz/2.5).rgb*weights.y+texture2D(uConcrete,vConcretePos.xy/2.5).rgb*weights.z;
    diffuseColor.rgb*=mix(vec3(1.),col,0.62);`)};let h=0,g=Hl.buildings;for(let e of g){if(Od.has(e.id))continue;let t=dd(e.poly);if(t.length<3)continue;let r=t.reduce((e,t)=>e+t.x,0)/t.length,i=t.reduce((e,t)=>e+t.z,0)/t.length,o=`${Math.floor((r-Ju)/250)},${Math.floor((i-Xu)/250)}`,s=n.get(o);s||n.set(o,s={wall:sd(),store:sd(),roof:sd(),plinth:sd(),concrete:sd(),signs:[],glass:sd(),trim:sd(),reveals:sd(),furnishing:sd(),doors:sd()});let c=t.map(e=>G(e.x,e.z)),l=Math.min(...c)-.15,u=Math.max(.25,Math.max(...c)-l+.2),d=l+u,f=Wl(e.id);if(e.kind===`house`&&(e.levels||1)===1&&(e.id===`gen-0068`||Wl(e.id+`verandaType`)<.42)&&Ud(s,t,d,e.id)){e._veranda=!0,kd.push({id:e.id,name:e.name,kind:e.kind,x:r,z:i,base:l,top:d+4.5,src:e.src});continue}if(e.src===`GENERATED`&&e.kind===`house`&&(e.levels||1)===2&&(e.id===`gen-0003`||Wl(e.id+`balconyHome`)<.28)&&Hd(s,t,d,e.id)){e._veranda=!0,e._balconyHome=!0,kd.push({id:e.id,name:e.name,kind:e.kind,x:r,z:i,base:l,top:d+8.1,src:e.src});continue}if(e.id===`gen-0065`){let n=e.name||od[h%od.length];if(Wd(s,t,d,e.id,n)){e.name||h++,e._sign=n,kd.push({id:e.id,name:n,kind:e.kind,x:r,z:i,base:l,top:d+7.3,src:e.src});continue}}if(e.kind===`roof`||e.kind===`fuel`){Vd(s,t,d-u,e.kind===`fuel`?5.2:7.5,f),kd.push({id:e.id,name:e.name,kind:e.kind,x:r,z:i,base:l,top:l+7,src:e.src});continue}let p=Math.max(1,Math.min(4,e.levels||1)),m=d+p*3,g=Math.floor(f*6),_=.9+f*97%1*.12;for(let e=0;e<t.length;e++){let n=t[e],r=t[(e+1)%t.length];cd(s.plinth,[[n.x,l,n.z],[r.x,l,r.z],[r.x,d,r.z],[n.x,d,n.z]],[[0,0],[1,0],[1,1],[0,1]],[.9,.88,.84])}let v=-1,y=1e9;for(let e=0;e<t.length;e++){let n=t[e],r=t[(e+1)%t.length],i=au((n.x+r.x)/2,(n.z+r.z)/2);i&&i.dist<y&&(y=i.dist,v=e)}let b=e.kind===`shop`||!!e.shop||e.amenity===`bank`||e.amenity===`pharmacy`;for(let n=0;n<t.length;n++){let r=t[n],i=t[(n+1)%t.length],a=Math.hypot(i.x-r.x,i.z-r.z);if(a<.2)continue;let o=Math.max(1,Math.round(a/3)),c=a/o;for(let t=0;t<o;t++){let l=t/o,u=(t+1)/o,f=r.x+(i.x-r.x)*l,m=r.z+(i.z-r.z)*l,h=r.x+(i.x-r.x)*u,y=r.z+(i.z-r.z)*u;for(let l=0;l<p;l++){let u=d+l*3,p=u+3,x=Fd(e.id,g,_),S={x:f,z:m},C={x:h,z:y},w=(i.z-r.z)/a,T=-(i.x-r.x)/a,E=l===0&&n===v&&t===Math.floor(o/2),D=l===0&&n===v&&b;if(c>=1.8&&(E||D||Wl(e.id+n+`:`+t+`:`+l)<(n===v?.87:e.kind===`house`?.77:.57))){let 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e=1;e<p;e++)Id(s.trim,n,r,d+e*3-.085,d+e*3+.025,S,.032,a,o)}let C=0;if(v>=0&&y>2.5&&y<21&&p<=2&&Wl(e.id+`porch`)<.72){let n=t[v],r=t[(v+1)%t.length],i=Math.hypot(r.x-n.x,r.z-n.z);if(i>3.4){let t=(r.x-n.x)/i,a=(r.z-n.z)/i,o=a,c=-t,l=Math.max(1,Math.round(i/3)),u=(Math.floor(l/2)+.5)/l,f=b?Math.min(3.1,2*Math.min(i*u,i*(1-u))-.3):Math.min(3.1,i*.62),p=n.x+(r.x-n.x)*u,m=n.z+(r.z-n.z)*u,h=1.2;b&&(e._shopPorch={x:p,z:m,nx:o,nz:c,width:f,top:d+.035}),b||(e._entrance={x:p,z:m,nx:o,nz:c,width:f});let g=(e,n)=>[p+t*e+o*n,m+a*e+c*n],_=g(-f/2,.15),v=g(f/2,.15),y=g(f/2,h),x=g(-f/2,h);cd(b?s.concrete:s.plinth,[[_[0],d+.035,_[1]],[v[0],d+.035,v[1]],[y[0],d+.035,y[1]],[x[0],d+.035,x[1]]],[[0,0],[f/2,0],[f/2,h/2],[0,h/2]],b?[.69,.67,.6]:[.87,.85,.79]),Nu([_,v,y,x].map(e=>({x:e[0],z:e[1]})),d+.035,void 0,`porch`);let S=[_,v,y,x];for(let e=0;e<4;e++){let 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n=a[(t+r.length-1)%r.length],i=a[t],o=n.x*i.x+n.z*i.z,s=.18/Math.max(.35,1+o);return{x:e.x-(n.x+i.x)*s,z:e.z-(n.z+i.z)*s}}),s=r.reduce((e,t)=>e+t.x,0)/r.length,c=r.reduce((e,t)=>e+t.z,0)/r.length;for(let l=0;l<r.length;l++){let u=(l+1)%r.length,d=r[l],f=r[u],p=o[l],m=o[u],h=a[l],g=Math.hypot(f.x-d.x,f.z-d.z);ld(e,[[s,i+.12,c],[f.x,i+.12,f.z],[d.x,i+.12,d.z]],[[s/2,c/2],[f.x/2,f.z/2],[d.x/2,d.z/2]],[.73,.71,.65]),Id(t,d,f,i,i+.8,[.86,.85,.79],0,h.x,h.z),Id(t,m,p,i+.12,i+.8,[.73,.72,.67],0,-h.x,-h.z),cd(e,[[d.x,i+.8,d.z],[f.x,i+.8,f.z],[m.x,i+.8,m.z],[p.x,i+.8,p.z]],[[0,0],[g/2,0],[g/2,.09],[0,.09]],[.81,.79,.72]),Id(n,d,f,i+.755,i+.8,[.74,.73,.68],.008,h.x,h.z),Id(n,m,p,i+.755,i+.8,[.71,.7,.65],.008,-h.x,-h.z)}}function Vd(e,t,n,r,i){let a=fd(t),o=Math.cos(a.ang),s=Math.sin(a.ang),c=(e,t)=>({x:a.cx+e*o-t*s,z:a.cz+e*s+t*o}),l=Math.max(1,Math.round(a.hl*2/6));Math.max(1,Math.round(a.hw*2/8));for(let t=0;t<=l;t++)for(let i of[-a.hw,a.hw]){let 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t=h(e,0,1.17);Su(t[0],t[2],.34,n,n+1.3,`chair`)}Nu([h(S+.09,0,0),h(2*S-.09,0,0),h(2*S-.09,0,2.31),h(S+.09,0,2.31)].map(e=>({x:e[0],z:e[2]})),n+.24,void 0,`shop-floor`);let D=S+.2,O=2*S-.2,k=-.75,A=.2,j=[h(D,0,k),h(O,0,k),h(O,0,A),h(D,0,A)],ee=h(l/2,0,k),M=h(l/2,0,A),te=G(ee[0],ee[2])+.035,N=n+.24;return cd(e.plinth,[[j[0][0],te,j[0][2]],[j[1][0],te,j[1][2]],[j[2][0],N,j[2][2]],[j[3][0],N,j[3][2]]],[[0,0],[1,0],[1,1],[0,1]],[.75,.73,.68]),Nu(j.map(e=>({x:e[0],z:e[2]})),N,{ax:ee[0],az:ee[2],bx:M[0],bz:M[2],y0:te,y1:N},`shop-entry`),Nu(t,n+7.29,void 0,`roof`),!0}var 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t=e>>>0||1;return()=>(t^=t<<13,t^=t>>>17,t^=t<<5,(t>>>0)/4294967295)},Xd=[[.8,.6,.45],[.72,.52,.37],[.64,.45,.31],[.56,.39,.27],[.48,.33,.23],[.76,.57,.42]],Zd=[[.04,.035,.03],[.07,.05,.04],[.13,.09,.06],[.52,.51,.5],[.72,.71,.7]],Qd=[[.62,.24,.22],[.26,.36,.52],[.88,.86,.8],[.34,.46,.34],[.78,.68,.42],[.46,.36,.48],[.3,.3,.31],[.74,.5,.34],[.5,.64,.68],[.8,.6,.62],[.55,.47,.38],[.92,.9,.86],[.2,.24,.3]],$d=[[.2,.25,.36],[.28,.25,.22],[.12,.12,.13],[.46,.42,.34],[.33,.38,.46],[.5,.48,.44]],ef=`data:image/png;base64,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`,tf=`data:image/png;base64,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`,rf=qd.boneNames,af=null,of=null,sf=null,cf=null,lf=new Map,uf=new Map,df=new W({vertexColors:!0,roughness:.86}),ff=new W({color:3157806,roughness:.92}),pf=new Map,mf=new R,hf=196,gf=class e{static camera=null;lodFar=!1;lodFull;lodLow;lodFullGroups=[];lodLowGroups=[];neutral={};neutralInv={};relaxedHand={};fingerAxis={};data;obj;mesh;bones={};look;carryKind=`cooler`;phase=0;pose=`idle`;blend=new Map;speed=0;t=0;lean=0;dims;constructor(e){this.data=e.female?Jd:qd;let t=this.data;this.look=e;let n=Yd(e.seed*7919+13),r=e.height,i=e.build,a=r*.47,o=a,s=o+r*.3;r*.065;let c=r*.12*i;this.dims={H:r,leg:a,hipY:o,shoulderY:s,sw:c};let l=Xd[Math.floor(n()*Xd.length)];e.age===`elder`?Zd[3+Math.floor(n()*2)]:Zd[Math.floor(n()*3)];let u=e.shirt||Qd[Math.floor(n()*Qd.length)],d=e.pants||$d[Math.floor(n()*$d.length)];!e.skirt&&(n(),e.age);let f=`${e.female}:${r}:${i}:${e.age}`,p=t.joints.neck[1],m=t.joints.neck[2],h=e.age===`child`?1.42:e.age===`elder`?.97:1,g=Math.max(0,i-1)*(e.female?.5:.9)+(e.age===`elder`?.012:0),_=(t,n,r)=>{if(h!==1&&n>p){let e=Math.min(1,(n-p)/.03),i=1+(h-1)*e;n=p+(n-p)*i,t*=1+(h-1)*e,r=m+(r-m)*(1+(h-1)*e)}if(g>0){let e=Math.exp(-(((n-.575)/.055)**2));r>0&&(r+=g*e*Math.min(1,r/.04)*.5)}if(e.age===`elder`&&n>.55&&(r+=(n-.55)*.12),n>p){let e=Math.min(1,(n-p)/.025),a=1+(1/i-1)*e;t*=a,r=m+(r-m)*a}if(e.age===`child`&&n>.48&&n<p){let e=Math.sin(Math.PI*(n-.48)/(p-.48));t*=1-.14*e}return[t,n,r]},v=lf.get(f),y=Gd[+!!e.female],b=[],x=[],S=[],C=[],w=[];if(!v)for(let e of y)for(let[n,a,o,s]of[[3,e.radius,e.radius,0],[4,e.radius*.4,e.radius*.1,e.radius*.94],[5,e.radius*.19,e.radius*.05,e.radius*1.03]]){let c=new Vc(1,12,8);c.scale(a,a,o);let l=c.getAttribute(`position`),u=t.positions.length/3+b.length/3;for(let t=0;t<l.count;t++){{let[n,a,o]=_(l.getX(t)*h+e.center[0],l.getY(t)*h+e.center[1],l.getZ(t)*h+e.center[2]+s*h);b.push(n*r*i,a*r,o*r*i)}S.push(rf.indexOf(`head`),0,0,0),C.push(1,0,0,0),w.push(n)}for(let e of c.index.array)x.push(u+e);c.dispose()}let T=new mr;if(v){T.setIndex(v.index);for(let[e,t]of Object.entries(v.attributes))T.setAttribute(e,t);for(let e of v.groups)T.addGroup(e.start,e.count,e.materialIndex)}else T.setAttribute(`position`,new z((()=>{let e=[];for(let n=0;n<t.positions.length;n+=3){let[a,o,s]=_(t.positions[n],t.positions[n+1],t.positions[n+2]);e.push(a*r*i,o*r,s*r*i)}return e})().concat(b),3)),T.setAttribute(`uv`,new z(t.uv.concat(Array(w.length*2).fill(0)),2)),T.setAttribute(`skinIndex`,new ar(t.skinIndex.concat(S),4)),T.setAttribute(`skinWeight`,new z(t.skinWeight.concat(C),4)),T.setIndex(t.indices.concat(x)),T.computeVertexNormals();let E={root:null,hips:`root`,spine:`hips`,chest:`spine`,neck:`chest`,head:`neck`,lUA:`chest`,lFA:`lUA`,lHand:`lFA`,rUA:`chest`,rFA:`rUA`,rHand:`rFA`,lTh:`hips`,lSh:`lTh`,lFt:`lSh`,rTh:`hips`,rSh:`rTh`,rFt:`rSh`};Object.assign(E,t.fingerParents);let D=e=>{if(this.bones[e])return this.bones[e];let n=new Qo;n.name=e,this.bones[e]=n;let a=t.joints[e],o=_(a[0],a[1],a[2]);n.position.set(o[0]*r*i,o[1]*r,o[2]*r*i);let s=E[e];if(s){let 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e=0;for(let n=0;n<t.indices.length;n+=3)n>0&&t.kind[t.indices[n]]!==t.kind[t.indices[n-3]]&&(T.addGroup(e,n-e,t.kind[t.indices[n-3]]),e=n);T.addGroup(e,t.indices.length-e,t.kind[t.indices[t.indices.length-1]]),T.addGroup(t.indices.length,x.length,0);let n=new mr;n.setIndex(T.index);for(let[e,t]of Object.entries(T.attributes))e!==`color`&&n.setAttribute(e,t);for(let e of T.groups)n.addGroup(e.start,e.count,e.materialIndex);n.userData.eyeKinds=w,lf.size>=32&&lf.delete(lf.keys().next().value),lf.set(f,n)}this.mesh=new Zo(T,[k,A,j]);{let n=e.female?`f`:`m`,r=Kd[n];this.lodFull=T.index,this.lodFullGroups=T.groups.map(e=>({...e}));let i=pf.get(n+`:`+this.lodFull.array.length);if(!i){let e=Array.from(this.lodFull.array.slice(t.indices.length));i=new ir(new 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z(ee,3)),re.setAttribute(`skinIndex`,new ar(te,4)),re.setAttribute(`skinWeight`,new z(N,4)),re.setIndex(M),re.computeVertexNormals(),uf.size>=32&&uf.delete(uf.keys().next().value),uf.set(f,re)}let ie=new Zo(re,ff);ie.bind(this.mesh.skeleton,this.mesh.bindMatrix),ie.frustumCulled=!1,this.obj.add(ie);let ae=this.neutral,oe=(e,t,n)=>new Dt().setFromUnitVectors(new R(t[0]-e[0],t[1]-e[1],t[2]-e[2]).normalize(),n);for(let e of[`l`,`r`]){for(let[n,r]of[[`UA`,`FA`],[`FA`,`Hand`],[`Th`,`Sh`],[`Sh`,`Ft`]])ae[e+n]=oe(t.joints[e+n],t.joints[e+r],new R(0,-1,0));let n=t.joints[e+`Hand`],r=t.joints[e+`Finger3_1`],i=new R(r[0]-n[0],r[1]-n[1],r[2]-n[2]).normalize();ae[e+`Hand`]=new Dt().setFromUnitVectors(i,new R(0,-1,0)),ae[e+`Ft`]=new Dt}for(let[e,t]of Object.entries(ae))this.neutralInv[e]=t.clone().invert();for(let e of[`l`,`r`])this.relaxedHand[e]=ae[e+`Hand`].clone().premultiply(new Dt().setFromAxisAngle(new R(0,1,0),e===`l`?this.look.female?.8:.25:-(this.look.female?.8:.25)));for(let[e,n]of Object.entries(t.fingerAxes))this.fingerAxis[e]=new R(...n);for(let e of rf)this.blend.set(e,new mn)}handWorld(e,t=new R){return this.bones[e+`Finger3_1`].getWorldPosition(t)}update(t,n){let r=this.data;if(this.t+=t,e.camera&&this.lodLow){let t=e.camera.position.distanceToSquared(this.obj.getWorldPosition(mf))>hf;if(t!==this.lodFar){this.lodFar=t;let e=this.mesh.geometry;e.setIndex(t?this.lodLow:this.lodFull),e.clearGroups();for(let n of t?this.lodLowGroups:this.lodFullGroups)e.addGroup(n.start,n.count,n.materialIndex)}}this.speed=n;let i=this.dims.H,a=i*(n>3?1.25:.78);this.phase+=n/Math.max(.3,a)*Math.PI*t*(n>3?1:2);let o={},s=(e,t=0,n=0,r=0)=>{o[e]=[t,n,r]},c=0,l=0,u=this.pose,d=this.phase,f=Math.sin(this.t*1.7)*.02;if(s(`chest`,f,0,0),s(`neck`,0),s(`head`,0),s(`lUA`,-.07,0,-.1),s(`rUA`,-.07,0,.1),s(`lFA`,-.06),s(`rFA`,-.06),u===`walk`||(u===`carry`||u===`idle`||u===`hail`)&&n>.15){let e=Math.min(1,n/1.4)*(n>3?.75:.45),t=Math.sin(d),r=Math.cos(d);s(`lTh`,-t*e,0,0),s(`rTh`,t*e,0,0),s(`lSh`,Math.max(0,r)*e*1.6+.05,0,0),s(`rSh`,Math.max(0,-r)*e*1.6+.05,0,0),s(`lFt`,t*e*.3),s(`rFt`,-t*e*.3),u!==`carry`&&(s(`lUA`,t*e*.9,0,-.1),s(`rUA`,-t*e*.9,0,.1),s(`lFA`,-.3-Math.max(0,t)*.4),s(`rFA`,-.3-Math.max(0,-t)*.4)),l=-Math.abs(Math.cos(d))*.03*e*2+.015,s(`chest`,.06*e+f,0,Math.sin(d)*.04),n>3&&s(`spine`,.18)}else if(u===`sit`||u===`sitSide`){let e=u===`sitSide`,t=-1.8+(this.look.age===`child`?0:Math.max(0,1.65-i)*.8);s(`lTh`,e?t:-1.45,0,.05),s(`rTh`,e?t:-1.45,0,-.05),s(`lSh`,e?1.95:1.45),s(`rSh`,e?1.95:1.45),c=r.joints.hips[1]*i-i/1.65*.45,s(`lUA`,-.35,0,.1),s(`rUA`,-.35,0,-.1),s(`lFA`,-.8),s(`rFA`,-.8)}else if(u===`ride`||u===`drive`){{let e=u===`ride`;s(`lTh`,e?-1:-1.25,0,e?.6:.25),s(`rTh`,e?-1:-1.25,0,e?-.6:-.25),s(`lSh`,1.1),s(`rSh`,1.1)}c=r.joints.hips[1]*i-.2,s(`lUA`,-.9,0,.15),s(`rUA`,-.9,0,-.15),s(`lFA`,-.3),s(`rFA`,-.3),s(`spine`,.2)}else if(u===`fallen`)s(`spine`,0),s(`lTh`,-.2),s(`rTh`,.1),s(`lUA`,-2.6,0,.3),s(`rUA`,-1.2,0,-.5);else if(u===`swim`){let e=this.t*3.2;s(`lUA`,-1.6+Math.sin(e)*1.5,0,.2),s(`rUA`,-1.6-Math.sin(e)*1.5,0,-.2),s(`lFA`,-.2),s(`rFA`,-.2),s(`lTh`,Math.sin(this.t*9)*.25),s(`rTh`,-Math.sin(this.t*9)*.25),s(`lSh`,.1),s(`rSh`,.1),s(`head`,-.9),s(`neck`,-.3)}else 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balls`,tl:`Fishball`,price:1},{id:`kwek`,name:`Kwek-kwek (battered quail eggs)`,tl:`Kwek-kwek`,price:5},{id:`bananacue`,name:`Banana cue`,tl:`Banana cue`,price:15},{id:`bbq`,name:`Pork barbecue stick`,tl:`Barbecue`,price:20}],Np=class{ctx;A={state:`offer`,runs:0,dropped:null};B={state:`offer`,runs:0,want:{},have:{},basket:{},prepT:0};lizaHome=!1;droppedObj=null;active=null;constructor(e){this.ctx=e}wantText(){return Object.entries(this.B.want).map(([e,t])=>`${t}\u00d7 ${Mp.find(t=>t.id===e).tl}`).join(`, `)}newOrder(){let e=this.B.runs,t=[{bananacue:2,kwek:1},{fishball:10,bbq:2},{kwek:2,bananacue:1,bbq:1}];this.B.want={...t[e%t.length]}}track(e){this.active=e,this.refreshGuide()}refreshGuide(){let e=this.ctx.guide,t=this.active;t===`A`?e.set(this.A.state===`toFisher`?Y.fisherman:this.A.state===`carrying`?this.A.dropped||Y.fishStall:null):t===`B`?e.set(this.B.state===`toVendor`||this.B.state===`preparing`?Y.foodCart:this.B.state===`carrying`?Y.aptEntrance:null):t!==`C`&&e.set(null)}interactables(){let e=[],t=this.ctx;e.push({id:`cora`,label:`Talk to Aling Cora (fish stall)`,pos:Y.fishStall,radius:2.6,onFootOnly:!0,act:()=>this.talkCora()}),e.push({id:`ben`,label:`Talk to Mang Ben (fisherman)`,pos:Y.fisherman,radius:3,onFootOnly:!0,act:()=>this.talkBen()});for(let e=1;e<6;e++)Y.fishStall.clone();this.A.dropped&&this.droppedObj&&e.push({id:`pickup`,label:`Pick up the cooler`,pos:this.A.dropped,radius:1.8,onFootOnly:!0,act:()=>this.pickDropped()});let n=t.npc(`liza`);return e.push({id:`liza`,label:this.lizaHome?`Knock on unit 2B`:`Talk to 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`,Gp={value:0};function Kp(e,t){return e.onBeforeCompile=e=>{e.uniforms.uWind=Gp,e.vertexShader=e.vertexShader.replace(`#include <common>`,`#include <common>
uniform float uWind;`).replace(`#include <begin_vertex>`,`#include <begin_vertex>
      #ifdef USE_INSTANCING
      vec3 ip = vec3(instanceMatrix[3][0], instanceMatrix[3][1], instanceMatrix[3][2]);
      #else
      vec3 ip = vec3(0.0);
      #endif
      float sway = sin(uWind * 1.3 + ip.x * 0.11 + ip.z * 0.07) * 0.5 + sin(uWind * 2.7 + ip.x * 0.3) * 0.25;
      float hk = max(0.0, position.y - 2.0) / 10.0;
      transformed.x += sway * ${t.toFixed(3)} * hk * hk; transformed.z += sway * ${(t*.6).toFixed(3)} * hk * hk;`)},e}function qp(e){let t=[],n=[],r=10+e*2.5,i=.8+e*.9;for(let e=0;e<7;e++){let n=e/7,a=(e+1)/7,o=i*n*n,s=i*a*a,c=r/7,l=s-o,u=new U(.2-a*.05,.2-n*.05,Math.hypot(c,l)+.012,7,1,!0);u.rotateZ(-Math.atan2(l,c)),u.translate((o+s)/2,(n+a)*r/2,0),t.push(u)}let a=new R(i,r,0),o=new Vc(.45,7,5);o.translate(a.x,a.y-.35,a.z),t.push(o);for(let t=0;t<13;t++){let r=4.2+Ul(t*13+e)*1.2,i=t/13*Math.PI*2+Ul(t+e*7)*.4,o=t<4?.5:t<9?.05:-.45,s=new Xr(r,1.2,6,1);s.translate(r/2,0,0);let c=s.getAttribute(`position`);for(let e=0;e<c.count;e++){let t=c.getX(e),n=t/r;c.setY(e,c.getY(e)*(1-n*.6)*.9+(o*t-.1*t*t)),c.setZ(e,c.getY(e)*0+(Math.abs(c.getY(e)),0))}for(let e=0;e<c.count;e++){let t=c.getY(e),n=c.getX(e),r=s.getAttribute(`uv`).getY(e)-.5;c.setZ(e,r*1),c.setY(e,t-Math.abs(r)*.35+(o*n-.1*n*n)*0)}s.rotateY(i),s.translate(a.x,a.y,a.z),n.push(s)}return{trunk:qf(t),leaf:qf(n)}}function Jp(e){let 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      transformed.z += sway * 0.34 * hk; transformed.y += sway * 0.06 * hk;`)};let o=(()=>{let e=[],t=new U(.045,.06,7.4,10);t.translate(0,3.7,0),e.push(t);let n=new Vc(.075,10,8);return n.translate(0,7.45,0),e.push(n),qf(e)})(),s=Z(.55,.75,.55);s.translate(0,.375,0);let c=G(66,230);r(`flag-pole`,o,X(15263972,.4,.6)).push({x:66,y:c,z:230,ry:0,s:1}),r(`flag-pedestal`,s,Zp[3]).push({x:66,y:c,z:230,ry:0,s:1}),r(`school-flag`,i,a).push({x:66,y:c+6.55,z:230,ry:0,s:1}),Su(66,230,.3,c-.5,c+7.5,`flag-pole`)}let Oe=(t,n,r,i)=>{let a=new Map;for(let e of i){let t=`${Math.floor((e.x-Ju)/250)},${Math.floor((e.z-Xu)/250)}`,n=a.get(t);n||a.set(t,n=[]),n.push(e)}for(let[i,o]of a){let a=Qp.get(i);a||(a=new H,a.name=`detail-`+i,Qp.set(i,a),e.add(a));let s=new ds(n,r,o.length);s.name=t;let c=new jn,l=new Xn;o.forEach((e,t)=>{c.position.set(e.x,e.y,e.z),c.rotation.set(0,e.ry,e.rz||0),c.scale.set(e.sx??1,1,1),c.updateMatrix(),s.setMatrixAt(t,c.matrix),e.c&&s.setColorAt(t,l.setRGB(e.c[0],e.c[1],e.c[2]))}),s.castShadow=!0,s.receiveShadow=!0,s.computeBoundingSphere(),a.add(s)}};oe.length&&Oe(`laundry-line`,k,M,oe);for(let e=0;e<3;e++){let t=ae.filter(t=>t.v===e);t.length&&Oe(`laundry-cloth-`+e,j[e],ee,t)}for(let t of n)t.arr.length&&em(e,t.key,t.g,t.m,t.arr);return[...Qp.entries()].map(([e,t])=>{let[n,r]=e.split(`,`).map(Number);return{obj:t,cx:Ju+(n+.5)*250,cz:Xu+(r+.5)*250}})}function nm(e,t,n=12.864,r=121.456,i=8){let a=2*Math.PI/365*(e-1+(t-12)/24),o=229.18*(75e-6+.001868*Math.cos(a)-.032077*Math.sin(a)-.014615*Math.cos(2*a)-.040849*Math.sin(2*a)),s=.006918-.399912*Math.cos(a)+.070257*Math.sin(a)-.006758*Math.cos(2*a)+907e-6*Math.sin(2*a)-.002697*Math.cos(3*a)+.00148*Math.sin(3*a),c=((t*60+o+4*r-60*i)/4-180)*Math.PI/180,l=n*Math.PI/180,u=Math.sin(l)*Math.sin(s)+Math.cos(l)*Math.cos(s)*Math.cos(c),d=Math.acos(Math.max(-1,Math.min(1,u))),f=Math.acos(Math.max(-1,Math.min(1,(Math.sin(l)*Math.cos(d)-Math.sin(s))/(Math.cos(l)*Math.sin(d)))))*180/Math.PI;return f=c>0?360-f:f,f=c>0?(f+360)%360:(360-(360-f))%360,c<=0&&(f=f),{az:c>0?360-Math.acos(Math.max(-1,Math.min(1,(Math.sin(l)*Math.cos(d)-Math.sin(s))/(Math.cos(l)*Math.sin(d)))))*180/Math.PI:Math.acos(Math.max(-1,Math.min(1,(Math.sin(l)*Math.cos(d)-Math.sin(s))/(Math.cos(l)*Math.sin(d)))))*180/Math.PI,el:90-d*180/Math.PI}}function rm(e,t){let n={top:{value:new Xn(4030407)},horizon:{value:new Xn(13624304)},sunDir:{value:new R(0,1,0)},sunCol:{value:new Xn(16773848)}},r=new B(new Vc(4e4,32,16),new jr({side:1,depthWrite:!1,fog:!1,uniforms:n,vertexShader:`varying vec3 vDir; void main(){ vDir = normalize(position); gl_Position = projectionMatrix * modelViewMatrix * vec4(position,1.0); gl_Position.z = gl_Position.w; }`,fragmentShader:`uniform vec3 top; uniform vec3 horizon; uniform vec3 sunDir; uniform vec3 sunCol; varying vec3 vDir;
      float h(vec2 p){ return fract(sin(dot(p, vec2(12.9898,78.233))) * 43758.5453); }
      float n(vec2 p){ vec2 i=floor(p), f=fract(p); f=f*f*(3.0-2.0*f); return mix(mix(h(i),h(i+vec2(1,0)),f.x),mix(h(i+vec2(0,1)),h(i+vec2(1,1)),f.x),f.y); }
      void main(){ float y = max(vDir.y, -0.1); vec3 c = mix(horizon, top, pow(max(y,0.0), 0.55));
        float s = max(dot(normalize(vDir), normalize(sunDir)), 0.0); c += sunCol * (pow(s, 900.0) * 6.0 + pow(s, 12.0) * 0.25);
        // soft cumulus band (typical tropical fair-weather clouds)
        if (vDir.y > 0.02) { vec2 uv = vDir.xz / (vDir.y + 0.12) * 1.6; float cl = n(uv*1.2)*0.6 + n(uv*2.9)*0.3 + n(uv*6.1)*0.1; cl = smoothstep(0.55, 0.8, cl) * smoothstep(0.02, 0.2, vDir.y); c = mix(c, vec3(0.97,0.97,0.98) * (0.85 + 0.15*s), cl*0.85); }
        gl_FragColor = vec4(c, 1.0); }`}));r.name=`sky`,r.renderOrder=-10,e.add(r);let i=new ml(14084607,8022596,.9);e.add(i);let a=new Dl(16773596,2.6);if(a.castShadow=t>0,t>0){a.shadow.mapSize.set(t,t);let e=a.shadow.camera;e.left=-70,e.right=70,e.top=70,e.bottom=-70,e.near=1,e.far=600,a.shadow.bias=-4e-4,a.shadow.normalBias=.04}e.add(a),e.add(a.target),e.fog=new Bo(13229030,350,4200);let o=new R,s=t=>{let r=nm(265,t),s=r.az*Math.PI/180,l=Math.max(3,r.el)*Math.PI/180;o.set(Math.sin(s)*Math.cos(l),Math.sin(l),-Math.cos(s)*Math.cos(l)),n.sunDir.value.copy(o);let u=Math.max(0,1-r.el/35);a.color.setRGB(1,.95-u*.18,.86-u*.32),a.intensity=1.2+Math.min(1,r.el/40)*1.8,n.horizon.value.setRGB(.81+u*.1,.89-u*.05,.94-u*.15),e.fog.color.copy(n.horizon.value).multiplyScalar(.97),i.intensity=.6+Math.min(1,r.el/40)*.5;let d=Math.max(0,Math.min(1,1-Math.abs(r.el-3)/11));d>0?(a.color.lerp(new Xn(1,.6,.3),d*.8),n.horizon.value.lerp(new Xn(1,.66,.42),d*.75),n.sunCol.value.setRGB(1,.95-d*.25,.85-d*.45),e.fog.color.copy(n.horizon.value).multiplyScalar(.95)):n.sunCol.value.setRGB(1,.95,.85),i.color.setHex(14084607).lerp(new Xn(1,.8,.62),d*.4);let f=Math.min(1,Math.max(0,(2-r.el)/10));if(f>0){let t=1-f;a.intensity=a.intensity*t+.35*f,a.color.lerp(new Xn(9414360),f),i.intensity=i.intensity*t+.16*f,n.horizon.value.lerp(new Xn(1778742),f),n.top.value.setRGB(.24*t+.02*f,.5*t+.04*f,.78*t+.1*f),n.sunCol.value.setRGB(1*t+.15*f,.95*t+.17*f,.85*t+.22*f),e.fog.color.copy(n.horizon.value),r.el<0&&o.set(-o.x,Math.max(.35,-Math.sin(r.el*Math.PI/180)+.3),-o.z).normalize(),n.sunDir.value.copy(o)}else n.top.value.setRGB(.24+d*.08,.5-d*.04,.78-d*.08);c.night=f},c={night:0};return s(9),Object.assign(c,{sun:a,hemi:i,sky:r,setTime:s,update:e=>{r.position.copy(e),a.position.copy(e).addScaledVector(o,300),a.target.position.copy(e)},sunDir:o})}var im={uTime:{value:0}};function am(e){let t=Ku.water();t.repeat.set(60,60);let n=new W({color:2060166,roughness:.1,metalness:.1,transparent:!0,opacity:.86,normalMap:t,normalScale:new L(.35,.35)});n.onBeforeCompile=e=>{e.uniforms.uTime=im.uTime,e.vertexShader=e.vertexShader.replace(`#include <common>`,`#include <common>
varying vec3 vW; uniform float uTime;`).replace(`#include <worldpos_vertex>`,`#include <worldpos_vertex>
vW = (modelMatrix*vec4(transformed,1.0)).xyz;`),e.fragmentShader=e.fragmentShader.replace(`#include <common>`,`#include <common>
varying vec3 vW; uniform float uTime;`).replace(`#include <normal_fragment_maps>`,`vec3 mapN = texture2D( normalMap, vNormalMapUv + vec2(uTime*0.004, uTime*0.0025) ).xyz * 2.0 - 1.0; vec3 mapN2 = texture2D( normalMap, vNormalMapUv*0.37 - vec2(uTime*0.002, -uTime*0.003) ).xyz * 2.0 - 1.0; mapN = normalize(mapN + mapN2); mapN.xy *= normalScale; normal = normalize( tbn * mapN );`).replace(`#include <color_fragment>`,`#include <color_fragment>
        // shallow-depth cue near the shore (x ~ 3650-3850): lighter, greener water
        float shore = smoothstep(3990.0, 3700.0, vW.x);
        diffuseColor.rgb = mix(diffuseColor.rgb, vec3(0.30,0.55,0.52), shore*0.55);
        diffuseColor.a = mix(diffuseColor.a, 0.55, shore*0.6);
        vec2 uv = vW.xz;
        float wave = sin(uv.x*0.45 + uv.y*0.7 + uTime*0.9) * sin(uv.x*0.16 - uv.y*0.35 - uTime*0.55);
        float glint = smoothstep(0.90, 0.995, wave);
        diffuseColor.rgb *= 0.92 + 0.08*sin(uv.x*0.32 + uv.y*0.28 + uTime*0.45);
        diffuseColor.rgb += vec3(0.20,0.23,0.21)*glint*0.2;`)};let r=new B(new Xr(4e4,4e4,1,1),n);r.rotation.x=-Math.PI/2,r.position.set(15e3,0,0),r.name=`sea`,e.add(r);let i=[],a=[],o=[];for(let e of Hl.coast)for(let t=0;t+1<e.length;t++){let n=e[t],r=e[t+1],s=r[0]-n[0],c=-(r[1]-n[1]),l=Math.hypot(s,c);if(l<.3)continue;let u=-c/l,d=s/l,f=Xl((n[0]+r[0])/2+u*3,-(n[1]+r[1])/2+d*3)<0?1:-1,p=Math.ceil(l/4),m=-1;for(let e=0;e<=p;e++){let r=e/p,h=n[0]+s*r,g=-n[1]+c*r;if(h<2940||h>3940||g<-1550||g>1500){m=-1;continue}let _=i.length/3;for(let e of[.55,1.7,3.1]){let o=e+.22*Math.sin(r*l*1.9+n[0]*.3+t*3);i.push(h+f*u*o,.03,g+f*d*o),a.push(r*l,e)}if(m>=0)for(let e=0;e<2;e++)o.push(m+e,m+e+1,_+e,m+e+1,_+e+1,_+e);m=_}}let s=new mr;s.setAttribute(`position`,new z(i,3)),s.setAttribute(`uv`,new z(a,2)),s.setIndex(o),s.computeVertexNormals();let c=new B(s,new jr({transparent:!0,depthWrite:!1,side:2,uniforms:{uTime:im.uTime},vertexShader:`varying vec2 vUv; void main(){vUv=uv;gl_Position=projectionMatrix*modelViewMatrix*vec4(position,1.);}`,fragmentShader:`uniform float uTime;varying vec2 vUv;void main(){float crest=sin(vUv.x*.85+uTime*.68+sin(vUv.x*.17)*1.7);float broken=sin(vUv.x*1.6-uTime*.39)*sin(vUv.x*.44+uTime*.25);float alpha=(.15+.24*smoothstep(.26,.89,crest+broken*.4))*(1.-smoothstep(.8,3.1,vUv.y));gl_FragColor=vec4(.79,.87,.82,alpha);}`}));c.name=`mapped-shore-swash`,c.renderOrder=1,e.add(c);let l=new B(new Xr(3e4,3e4),new W({color:4151850,roughness:1}));l.rotation.x=-Math.PI/2,l.position.set(-11700,.25,0),e.add(l);let u=(e,n)=>{let r=new W({color:e,roughness:.28,metalness:.05,transparent:!0,opacity:n,normalMap:t,normalScale:new L(.55,.55),side:2});return r.onBeforeCompile=e=>{e.uniforms.uTime=im.uTime,e.vertexShader=e.vertexShader.replace(`#include <common>`,`#include <common>
varying vec3 vWaterPos;`).replace(`#include <worldpos_vertex>`,`#include <worldpos_vertex>
vWaterPos = (modelMatrix*vec4(transformed,1.0)).xyz;`),e.fragmentShader=e.fragmentShader.replace(`#include <common>`,`#include <common>
varying vec3 vWaterPos; uniform float uTime;`).replace(`#include <color_fragment>`,`#include <color_fragment>
          vec2 w = vWaterPos.xz;
          float a = sin(w.x * 0.85 + w.y * 0.32 + uTime * 1.15);
          float b = sin(w.x * -0.43 + w.y * 1.55 - uTime * 0.9);
          float fleck = smoothstep(0.88, 0.995, a * b);
          diffuseColor.rgb *= 0.88 + 0.11 * a + 0.09 * b;
          diffuseColor.rgb += vec3(0.14, 0.19, 0.18) * fleck * 0.18;`)},r},d=u(4939594,.95),f=[],p=[],m=[];for(let e of Hl.water){if(e.w<1.5)continue;let t=e.pts.map(e=>({x:e[0],z:-e[1]})),n=f.length/3;for(let n=0;n<t.length;n++){let r=t[Math.max(0,n-1)],i=t[Math.min(t.length-1,n+1)],a=i.x-r.x,o=i.z-r.z,s=Math.hypot(a,o)||1;a/=s,o/=s;let c=e.w/2+.6,l=tu(t[n].x,t[n].z)-(e.w>8?.7:.45);f.push(t[n].x-o*c,l,t[n].z+a*c,t[n].x+o*c,l,t[n].z-a*c),m.push(0,n,1,n)}for(let e=0;e<t.length-1;e++){let t=n+e*2;p.push(t,t+1,t+2,t+1,t+3,t+2)}}let h=new mr;h.setAttribute(`position`,new z(f,3)),h.setAttribute(`uv`,new z(m,2)),h.setIndex(p),h.computeVertexNormals();let g=new B(h,d);g.name=`creeks`,e.add(g);for(let t of Hl.areas.filter(e=>e.kind===`natural:water`)){let n=dd(t.poly),r=new Bc(new oc(n.map(e=>new L(e.x,-e.z))));r.rotateX(-Math.PI/2);let i=n.reduce((e,t)=>e+t.x,0)/n.length,a=n.reduce((e,t)=>e+t.z,0)/n.length,o=new B(r,u(3896436,.98));o.position.y=tu(i,a)-.35,o.name=`lake-`+t.id,e.add(o);let s=[],c=[],l=[],d=0;for(let e=0;e<n.length;e++){let t=n[e],r=n[(e+1)%n.length],i=Math.hypot(r.x-t.x,r.z-t.z),a=Math.max(1,Math.ceil(i/2));for(let e=0;e<a;e++){let n=e/a,u=(e+1)/a,f=t.x+(r.x-t.x)*n,p=t.z+(r.z-t.z)*n,m=t.x+(r.x-t.x)*u,h=t.z+(r.z-t.z)*u,g=s.length/3;s.push(f,tu(f,p),p,f,o.position.y-.25,p,m,tu(m,h),h,m,o.position.y-.25,h),l.push(d/2,1,d/2,0,(d+i/a)/2,1,(d+i/a)/2,0),c.push(g,g+1,g+2,g+1,g+3,g+2),d+=i/a}}let f=new mr;f.setAttribute(`position`,new z(s,3)),f.setAttribute(`uv`,new z(l,2)),f.setIndex(c),f.computeVertexNormals();let p=new B(f,new W({color:8882043,map:Ku.plaster(),roughness:.95,side:2}));p.receiveShadow=!0,p.name=`pond-bank-`+t.id,e.add(p)}return{sea:r}}var om=new Map;function sm(e,t){let n=document.createElement(`canvas`);return n.width=e,n.height=t,[n,n.getContext(`2d`)]}function cm(e,n=!0){let r=new Es(e);return r.colorSpace=Pe,n&&(r.wrapS=r.wrapT=t),r.anisotropy=4,r}function lm(e,t,n,r,i,a){let o=Gl(a);for(let a=0;a<r;a++){let r=Math.floor(o()*255);e.fillStyle=`rgba(${r},${r},${r},${i})`,e.fillRect(o()*t,o()*n,1+o()*2,1+o()*2)}}var um=(e,t)=>{let n=om.get(e);return n||om.set(e,n=t()),n},dm={stucco:()=>um(`r8fine-stucco`,()=>{let[e,t]=sm(256,256);t.fillStyle=`#f3f1ec`,t.fillRect(0,0,256,256),lm(t,256,256,11e3,.013,3);let n=Gl(5);for(let e=0;e<65;e++)t.fillStyle=`rgba(159,151,136,${.004+n()*.009})`,t.beginPath(),t.arc(n()*256,n()*256,3+n()*17,0,Math.PI*2),t.fill();return cm(e)}),stone:()=>um(`stone`,()=>{let[e,t]=sm(256,128);t.fillStyle=`#5c5750`,t.fillRect(0,0,256,128);let n=Gl(11),r=0;for(;r<128;){let e=14+n()*16,i=-n()*30;for(;i<256;){let a=22+n()*40,o=110+n()*70,s=n();t.fillStyle=`rgb(${o+s*20},${o+s*8},${o-10})`,t.fillRect(i+1.5,r+1.5,a-3,e-3),i+=a}r+=e}return lm(t,256,128,5e3,.12,12),cm(e)}),wood:()=>um(`wood`,()=>{let[e,t]=sm(128,256);t.fillStyle=`#9a6a3f`,t.fillRect(0,0,128,256);let n=Gl(21);for(let e=0;e<90;e++){t.strokeStyle=`rgba(${60+n()*40},${35+n()*20},15,${.15+n()*.25})`,t.lineWidth=1+n()*2,t.beginPath();let e=n()*128;t.moveTo(e,0),t.bezierCurveTo(e+n()*6-3,80,e+n()*6-3,170,e+n()*4-2,256),t.stroke()}return cm(e)}),deck:()=>um(`deck`,()=>{let[e,t]=sm(256,256);t.fillStyle=`#8a6242`,t.fillRect(0,0,256,256);let n=Gl(31);for(let e=0;e<16;e++){let r=.85+n()*.3;t.fillStyle=`rgb(${138*r},${98*r},${66*r})`,t.fillRect(0,e*16+1,256,14)}return lm(t,256,256,4e3,.08,32),cm(e)}),tile:()=>um(`tile`,()=>{let[e,t]=sm(256,256);t.fillStyle=`#e4e1da`,t.fillRect(0,0,256,256);let n=Gl(41);for(let e=0;e<4;e++)for(let r=0;r<4;r++){let i=222+n()*16;t.fillStyle=`rgb(${i},${i-2},${i-6})`,t.fillRect(e*64+1,r*64+1,62,62)}return lm(t,256,256,3e3,.04,42),cm(e)}),chevronDoor:()=>um(`chev`,()=>{let[e,t]=sm(256,512);t.fillStyle=`#121212`,t.fillRect(0,0,256,512),t.strokeStyle=`#b86b3a`,t.lineWidth=5,t.lineJoin=`miter`;for(let e of[0,128])for(let n=-2;n<18;n++){let r=n*34;t.beginPath(),t.moveTo(e+14,r+40),t.lineTo(e+64,r),t.lineTo(e+114,r+40),t.stroke()}return t.fillStyle=`#121212`,t.fillRect(0,0,256,18),t.fillRect(0,494,256,18),t.fillRect(0,0,12,512),t.fillRect(244,0,12,512),t.fillRect(116,0,24,512),t.fillStyle=`#c9a060`,t.fillRect(108,230,6,70),t.fillRect(142,230,6,70),cm(e,!1)}),rollDoor:()=>um(`roll`,()=>{let[e,t]=sm(64,256);t.fillStyle=`#1b1b1c`,t.fillRect(0,0,64,256);for(let e=0;e<32;e++)t.fillStyle=`#2c2c2e`,t.fillRect(0,e*8,64,2),t.fillStyle=`#0c0c0c`,t.fillRect(0,e*8+6,64,2);return cm(e)}),sign:()=>um(`vsign`,()=>{let[e,t]=sm(512,128);return t.fillStyle=`#1a1a1a`,t.fillRect(0,0,512,128),t.fillStyle=`#c9a060`,t.font=`bold 64px Georgia, serif`,t.textAlign=`center`,t.textBaseline=`middle`,t.fillText(`VILLA BC`,256,68),cm(e,!1)})},fm={},pm=.2;function mm(e,t,n){let 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l=r*(o.maxSteer*(1/(1+Math.abs(this.speed)*.09)));this.steer+=(l-this.steer)*(1-Math.exp(-e*6));let u=this.speed/o.wheelbase*Math.tan(this.steer),d=Math.abs(u*this.speed),f=this.type===`moto`?7:this.type===`trike`?4.2:6.5;d>f&&(u*=f/d),this.type===`trike`&&Math.abs(this.speed)>.5&&(u+=(t-n)*-.03*Math.sign(this.speed)),this.yaw-=u*e;let p=this.pos.x+Math.sin(this.yaw)*this.speed*e,m=this.pos.z+Math.cos(this.yaw)*this.speed*e,h=Math.max(2,Math.ceil(o.len/o.wid)),g=o.wid/2*.95,_=!1;for(let e=0;e<h;e++){let t=-o.len/2+g+(o.len-2*g)*(e/(h-1)),n=p+Math.sin(this.yaw)*t,r=m+Math.cos(this.yaw)*t,i=Eu(n,r,g,this.pos.y+.2,o.height,.3,this);i.hit&&(p+=i.x-n,m+=i.z-r,_=!0)}if((pu(p,m)||p>3200&&Xl(p,m)<-3)&&(p=this.pos.x,m=this.pos.z,_=!0),_){let e=Math.abs(this.speed);e>2&&(this.lastHit=e),this.speed*=.35}this.pos.x=p,this.pos.z=m;let v=Math.cos(this.yaw),y=Math.sin(this.yaw),b=0,x=[];for(let[e,t]of this.contacts){let n=p+e*v+t*y,r=m-e*y+t*v,i=this.groundAt(n,r);x.push(i),b+=i}let S=x.length,C=this.contacts.reduce((e,t)=>e+t[0],0)/S,w=this.contacts.reduce((e,t)=>e+t[1],0)/S,T=b/S,E=0,D=0,O=0,k=0,A=0;this.contacts.forEach(([e,t],n)=>{e-=C,t-=w;let r=x[n]-T;E+=e*e,D+=t*t,O+=e*t,k+=e*r,A+=t*r});let j=E*D-O*O,ee=j>1e-8?(k*D-A*O)/j:0,M=j>1e-8?(A*E-k*O)/j:D>1e-8?A/D:0,te=T-ee*C-M*w;this.pos.y+=(te-this.pos.y)*Math.min(1,e*(o.ride?.y??15));let N=Math.atan(M)-Math.max(-6,Math.min(6,c))*.004*(this.type===`moto`?.3:o.ride?.apitch??1);if(this.pitch+=(N-this.pitch)*Math.min(1,e*(o.ride?.pitch??8)),this.type===`moto`){let t=Math.max(-.6,Math.min(.6,-u*this.speed*.09))*Math.min(1,Math.abs(this.speed)/2);this.lean+=(t-this.lean)*Math.min(1,e*5),this.roll=this.lean}else{let t=Math.max(-.08,Math.min(.08,u*this.speed*(o.ride?.corner??(this.type===`trike`?.006:.012)))),n=Math.atan(ee)+t;this.roll+=(n-this.roll)*Math.min(1,e*(o.ride?.roll??6))}this.spin+=this.speed*e/o.wheelR,this.syncVisual()}syncVisual(){this.obj.position.copy(this.pos),this.obj.rotation.set(0,this.yaw,0),this.body.rotation.set(-this.pitch,0,this.roll);for(let e of this.wheels)e.rotation.x=this.spin;for(let e of this.steerWheels)e.rotation.y=this.steer*-1;this.dyn.x=this.pos.x,this.dyn.z=this.pos.z,this.dyn.rot=this.yaw,this.dyn.y0=this.pos.y-.5,this.dyn.y1=this.pos.y+this.spec.height}place(e,t,n){this.pos.set(e,G(e,t)+2.5,t),this.pos.y=this.type===`boat`?-.02:this.groundAt(e,t),this.yaw=n,this.speed=0,this.syncVisual()}},Nm=class{s={moveX:0,moveY:0,lookDX:0,lookDY:0,sprint:!1,runLocked:!1,gas:0,brake:0,steer:0,horn:!1,up:0,down:0,back:0,pressed:new Set};keys=new Set;joy={id:-1,cx:0,cy:0,x:0,y:0};look={id:-1,x:0,y:0};held=new Map;btnHeld=new Set;sensitivity=1;leftHanded=!1;pointerLocked=!1;mouseDrag=!1;root;ui;joyEl;knobEl;constructor(e,t){this.root=e,this.ui=t;let n=e;n.addEventListener(`pointerdown`,e=>this.down(e),{passive:!1}),window.addEventListener(`pointermove`,e=>this.move(e),{passive:!1}),window.addEventListener(`pointerup`,e=>this.up(e)),window.addEventListener(`pointercancel`,e=>this.up(e)),window.addEventListener(`keydown`,e=>{e.target?.closest(`input,textarea,select,[contenteditable=true]`)||(this.keys.add(e.code),this.s.pressed.add(`key:`+e.code),[`Space`,`ArrowUp`,`ArrowDown`,`Tab`].includes(e.code)&&e.preventDefault())}),window.addEventListener(`keyup`,e=>this.keys.delete(e.code)),window.addEventListener(`blur`,()=>this.releaseAll()),document.addEventListener(`visibilitychange`,()=>{document.hidden&&this.releaseAll()}),document.addEventListener(`pointerlockchange`,()=>{this.pointerLocked=document.pointerLockElement===n}),n.addEventListener(`contextmenu`,e=>e.preventDefault()),n.addEventListener(`touchmove`,e=>e.preventDefault(),{passive:!1});for(let e of[`gesturestart`,`gesturechange`,`gestureend`])document.addEventListener(e,e=>e.preventDefault(),{passive:!1});n.addEventListener(`touchstart`,e=>{e.target.closest(`.bz-panel,.bz-mapwrap,.bz-dialog,.bz-ui-block,button,input,select,textarea,a,label`)||e.preventDefault()},{passive:!1}),this.joyEl=document.createElement(`div`),this.joyEl.className=`bz-joy`,this.knobEl=document.createElement(`div`),this.knobEl.className=`bz-knob`,this.joyEl.appendChild(this.knobEl),t.appendChild(this.joyEl)}releaseAll(){this.keys.clear(),this.joy.id=-1,this.joy.x=this.joy.y=0,this.look.id=-1,this.held.clear(),this.btnHeld.clear(),this.s.moveX=this.s.moveY=0,this.s.gas=this.s.brake=this.s.steer=0,this.s.horn=!1,this.s.sprint=!1,this.s.up=this.s.down=this.s.back=0,this.s.lookDX=this.s.lookDY=0,this.s.pressed.clear(),this.joyEl.style.opacity=`0`,this.mouseDrag=!1}bindButton(e,t,n=!1){e.addEventListener(`pointerdown`,r=>{r.preventDefault(),r.stopPropagation();try{e.setPointerCapture(r.pointerId)}catch{}e.classList.add(`on`),n?(this.held.set(r.pointerId,t),this.btnHeld.add(t)):t===`sprint`?(this.s.runLocked=!this.s.runLocked,e.classList.toggle(`on`,this.s.runLocked),e.textContent=this.s.runLocked?`Run ON`:`Run`):this.s.pressed.add(t)});let r=r=>{t!==`sprint`&&e.classList.remove(`on`),n&&(this.held.delete(r.pointerId),[...this.held.values()].includes(t)||this.btnHeld.delete(t))};e.addEventListener(`pointerup`,r),e.addEventListener(`pointercancel`,r),e.addEventListener(`lostpointercapture`,r)}down(e){if(e.target.closest(`.bz-ui-block`))return;e.preventDefault();let t=window.innerWidth,n=this.leftHanded?e.clientX>t*.5:e.clientX<t*.42;e.pointerType===`mouse`?e.button===0&&!this.pointerLocked&&e.shiftKey!==!0&&(this.mouseDrag=!0,this.look.x=e.clientX,this.look.y=e.clientY):n&&this.joy.id<0?(this.joy={id:e.pointerId,cx:e.clientX,cy:e.clientY,x:0,y:0},this.joyEl.style.left=e.clientX-60+`px`,this.joyEl.style.top=e.clientY-60+`px`,this.joyEl.style.opacity=`1`,this.knobEl.style.transform=`translate(0px,0px)`):(this.look.id<0&&!n||this.look.id<0&&this.joy.id>=0&&!this.leftHanded&&e.clientX>=t*.3)&&(this.look={id:e.pointerId,x:e.clientX,y:e.clientY})}move(e){if(e.pointerType===`mouse`)this.pointerLocked?(this.s.lookDX+=e.movementX*.0022*this.sensitivity,this.s.lookDY+=e.movementY*.0022*this.sensitivity):this.mouseDrag&&(this.s.lookDX+=(e.clientX-this.look.x)*.005*this.sensitivity,this.s.lookDY+=(e.clientY-this.look.y)*.005*this.sensitivity,this.look.x=e.clientX,this.look.y=e.clientY);else if(e.pointerId===this.joy.id){let t=e.clientX-this.joy.cx,n=e.clientY-this.joy.cy,r=Math.hypot(t,n);if(r>55){let i=(r-55)/r;this.joy.cx+=t*i,this.joy.cy+=n*i,this.joyEl.style.left=this.joy.cx-60+`px`,this.joyEl.style.top=this.joy.cy-60+`px`,t=e.clientX-this.joy.cx,n=e.clientY-this.joy.cy}this.joy.x=t/55,this.joy.y=n/55,this.knobEl.style.transform=`translate(${t}px,${n}px)`}else e.pointerId===this.look.id&&(this.s.lookDX+=(e.clientX-this.look.x)*.006*this.sensitivity,this.s.lookDY+=(e.clientY-this.look.y)*.006*this.sensitivity,this.look.x=e.clientX,this.look.y=e.clientY)}up(e){if(e.pointerType===`mouse`)this.mouseDrag=!1;else if(e.pointerId===this.joy.id&&(this.joy.id=-1,this.joy.x=this.joy.y=0,this.joyEl.style.opacity=`0`),e.pointerId===this.look.id&&(this.look.id=-1),this.held.has(e.pointerId)){let t=this.held.get(e.pointerId);this.held.delete(e.pointerId),[...this.held.values()].includes(t)||this.btnHeld.delete(t)}}poll(){let e=this.keys,t=this.s,n=this.joy.x,r=this.joy.y;if((e.has(`KeyW`)||e.has(`ArrowUp`))&&--r,(e.has(`KeyS`)||e.has(`ArrowDown`))&&(r+=1),(e.has(`KeyA`)||e.has(`ArrowLeft`))&&--n,(e.has(`KeyD`)||e.has(`ArrowRight`))&&(n+=1),this.joy.id>=0&&!e.size){let e=Math.hypot(this.joy.x,this.joy.y);if(e<.1)n=0,r=0;else{let t=(e-.1)/.9/e;n=this.joy.x*t,r=this.joy.y*t}}let i=Math.hypot(n,r);i>1&&(n/=i,r/=i),t.moveX=n,t.moveY=r,t.sprint=t.runLocked||e.has(`ShiftLeft`)||e.has(`ShiftRight`)||this.btnHeld.has(`sprint`)||this.joy.id>=0&&Math.hypot(this.joy.x,this.joy.y)>.97&&this.btnHeld.has(`sprint`),t.gas=Math.max(e.has(`KeyW`)||e.has(`ArrowUp`)?1:0,+!!this.btnHeld.has(`gas`)),t.brake=Math.max(e.has(`KeyS`)||e.has(`ArrowDown`)||e.has(`Space`)?1:0,+!!this.btnHeld.has(`brake`));let a=this.joy.id>=0?this.joy.x:0,o=Math.abs(a)<.06?0:Math.sign(a)*Math.min(1,(Math.abs(a)-.06)*1.9);t.steer=(e.has(`KeyA`)||e.has(`ArrowLeft`)||this.btnHeld.has(`left`)?-1:0)+(e.has(`KeyD`)||e.has(`ArrowRight`)||this.btnHeld.has(`right`)?1:0)+o,t.steer=Math.max(-1,Math.min(1,t.steer)),this.joy.id>=0&&!this.btnHeld.has(`gas`)&&!this.btnHeld.has(`brake`)&&(this.joy.y<-.25&&(t.gas=Math.max(t.gas,Math.min(1,-this.joy.y*1.2))),this.joy.y>.25&&(t.brake=Math.max(t.brake,Math.min(1,this.joy.y*1.2)))),t.horn=e.has(`KeyH`)||this.btnHeld.has(`horn`),t.up=e.has(`Space`)||this.btnHeld.has(`up`)?1:0,t.down=e.has(`ShiftLeft`)||e.has(`ShiftRight`)||this.btnHeld.has(`down`)?1:0,t.back=Math.max(e.has(`KeyS`)||e.has(`ArrowDown`)||this.btnHeld.has(`brake`)?1:0,this.joy.id>=0&&this.joy.y>.25?Math.min(1,this.joy.y*1.2):0);let s=(e,n)=>{t.pressed.has(`key:`+e)&&t.pressed.add(n)};s(`Space`,`jump`),s(`KeyE`,`interact`),s(`KeyF`,`interact`),s(`KeyV`,`camera`),s(`KeyC`,`camera`),s(`KeyM`,`map`),s(`KeyJ`,`journal`),s(`Escape`,`pause`),s(`KeyP`,`pause`),s(`KeyR`,`recover`),s(`KeyQ`,`exit`),s(`KeyL`,`light`),s(`KeyT`,`teleport`),s(`Tab`,`map`),s(`Digit1`,`opt1`),s(`Digit2`,`opt2`),s(`Digit3`,`opt3`),s(`Digit4`,`opt4`)}consumeLook(){let e=[this.s.lookDX,this.s.lookDY];return this.s.lookDX=0,this.s.lookDY=0,e}endFrame(){this.s.pressed.clear()}requestLock(){if(matchMedia(`(pointer: fine)`).matches&&this.root.requestPointerLock)try{this.root.requestPointerLock()?.catch?.(()=>{})}catch{}}},Pm=class e{pos=new R;vel=new R;yaw=0;pitch=0;grounded=!0;vy=0;radius=.32;height=1.7;body;speed=0;knock=0;knockImmune=0;lastSafe=new R;carrying=null;bobT=0;constructor(e){this.body=e}groundAt(e,t,n){let r=G(e,t);ou(e,t,.2)&&(r=Math.max(r,mu(e,t)+.02));let i=Fu(e,t,n+.4);i!==null&&(r=Math.max(r,i));let a=Qf(e,t);return a!==null&&(r=Math.max(r,a)),r}seaDepth(e,t){return e<2900||Xl(e,t)>2?0:Math.max(0,0-G(e,t))}swimming=!1;jumpCd=0;static SWIM_DEPTH=1.25;static FLOAT=1.15;walkable(e,t){return pu(e,t)||e>2900&&Xl(e,t)<-700?!1:uu(e,-t,du)||!0}seat=null;settleAt(e,t,n){this.seat=null,this.knock=0,this.vel.set(0,0,0),this.vy=0,this.speed=0,this.swimming=!1;let r=(e,t,n)=>this.walkable(e,t)&&!pu(e,t)&&!Eu(e,t,this.radius+.05,n,this.height,.36,this).hit;for(let i=0;i<=14;i+=.75){let a=i===0?1:Math.max(8,Math.round(i*5));for(let o=0;o<a;o++){let s=o/a*Math.PI*2,c=e+Math.sin(s)*i,l=t+Math.cos(s)*i,u=n??G(c,l);if(r(c,l,u)){this.pos.set(c,u,l),this.lastSafe.copy(this.pos);return}}}this.pos.set(e,n??G(e,t),t)}step(t,n,r,i,a=!1){let o=this.pos.x,s=this.pos.z;if(this.seat){if(Math.hypot(n,r)>.35){let e=this.seat.stand;this.pos.set(e.x,this.seat.y-.5,e.z),this.seat=null,this.vel.set(0,0,0)}else{this.pos.set(this.seat.x,this.seat.y,this.seat.z),this.vel.set(0,0,0),this.speed=0,this.vy=0,this.grounded=!0;return}}this.knock>0&&(this.knock-=t,this.vel.multiplyScalar(Math.exp(-t*6))),this.knockImmune=Math.max(0,this.knockImmune-t);let c=this.seaDepth(this.pos.x,this.pos.z);this.swimming=c>e.SWIM_DEPTH&&this.pos.y<0-e.FLOAT+.35;let l=this.knock>0?0:this.swimming?i?2.6:1.5:i?5.8:2.7;this.jumpCd=Math.max(0,this.jumpCd-t),a&&this.grounded&&!this.swimming&&this.knock<=0&&this.jumpCd<=0&&(this.vy=4.6,this.grounded=!1,this.pos.y+=.02,this.jumpCd=.35);let u=Math.sin(this.yaw),d=Math.cos(this.yaw);-u*-r+-d*0+Math.cos(this.yaw)*n,-d*-r+Math.sin(-this.yaw)*n;let f=-Math.sin(this.yaw)*-r+Math.cos(this.yaw)*n,p=-Math.cos(this.yaw)*-r-Math.sin(this.yaw)*n,m=Math.min(1,Math.hypot(n,r)),h=f*l,g=p*l,_=1-Math.exp(-(m>.05?9:12)*t);this.vel.x+=(h-this.vel.x)*_,this.vel.z+=(g-this.vel.z)*_;let v=Eu(this.pos.x+this.vel.x*t,this.pos.z+this.vel.z*t,this.radius,this.pos.y,this.height,.36,this),y=v.x,b=v.z;if(!this.walkable(y,b)&&this.walkable(this.pos.x,this.pos.z)&&(y=this.pos.x,b=this.pos.z,this.vel.x*=.2,this.vel.z*=.2),this.groundAt(y,b,this.pos.y)-this.pos.y>.4){let e=this.groundAt(y,this.pos.z,this.pos.y),t=this.groundAt(this.pos.x,b,this.pos.y);e-this.pos.y<=.4?(b=this.pos.z,this.vel.z=0):t-this.pos.y<=.4?(y=this.pos.x,this.vel.x=0):(y=this.pos.x,b=this.pos.z,this.vel.x=0,this.vel.z=0)}this.pos.x=y,this.pos.z=b;let x=this.groundAt(y,b,this.pos.y),S=this.seaDepth(y,b),C=0-e.FLOAT;if(S>e.SWIM_DEPTH&&this.pos.y<=C+.3&&x<C){this.bobT+=t;let e=C+Math.sin(this.bobT*2.2)*.05;this.pos.y+=(e-this.pos.y)*Math.min(1,t*4),this.vy=0,this.grounded=!1,this.swimming=!0}else this.pos.y>x+.05||this.vy>0?(this.vy-=9.81*t,this.pos.y+=this.vy*t,S>e.SWIM_DEPTH&&this.pos.y<C&&x<C&&(this.pos.y=C,this.vy=0,this.swimming=!0),this.pos.y<=x&&(this.pos.y=x,this.vy=0),this.grounded=this.pos.y<=x+.05):(this.pos.y+=(x-this.pos.y)*Math.min(1,t*18),this.vy=0,this.grounded=!0,this.swimming=!1);let w=Math.hypot(this.vel.x,this.vel.z),T=t>0?Math.hypot(y-o,b-s)/t:0;this.speed=Math.min(w,T),(this.grounded||this.swimming)&&this.knock<=0&&this.lastSafe.copy(this.pos)}syncBody(e){if(this.seat)this.body.obj.position.set(this.pos.x,this.pos.y-.47,this.pos.z),this.body.obj.rotation.y=this.seat.bodyYaw,this.body.pose=`sit`,this.body.update(e,0);else{if(this.body.obj.position.copy(this.pos),this.speed>.2){let t=Math.atan2(this.vel.x,this.vel.z)-this.body.obj.rotation.y;for(;t>Math.PI;)t-=Math.PI*2;for(;t<-Math.PI;)t+=Math.PI*2;this.body.obj.rotation.y+=t*Math.min(1,e*10)}this.knock>0?this.body.pose=this.knock>1?`fallen`:`getup`:this.body.pose=this.swimming?`swim`:this.carrying?`carry`:`walk`,this.body.update(e,this.speed)}}},Fm={trunk:12.5,tertiary:11,unclassified:8,residential:6.5,service:4.5,track:4,living_street:4},Im=new Map;function Lm(){for(let e of Hl.edges){if(!e.drive||e.cls===`track`||e.noTraffic)continue;let t=e.pts.map(e=>new R(e[0],0,-e[1])),n=0;for(let e=1;e<t.length;e++)n+=t[e].distanceTo(t[e-1]);let r={e,fwd:!0,len:n,pts:t,from:e.a,to:e.b},i={e,fwd:!1,len:n,pts:[...t].reverse(),from:e.b,to:e.a};(Im.get(e.a)||Im.set(e.a,[]).get(e.a)).push(r),e.oneway||(Im.get(e.b)||Im.set(e.b,[]).get(e.b)).push(i)}}var Rm=new Map;function zm(e,t){let n=`${t.x.toFixed(1)},${t.z.toFixed(1)}`,r=Rm.get(n);if(!r){r=new Map;let e=new Map;for(let[e,n]of Im){let n=Hl.nodes[String(e)];n&&r.set(e,Math.hypot(n[0]-t.x,-n[1]-t.z))}for(let[t,n]of Im)for(let r of n){let n=e.get(r.to);n||e.set(r.to,n=[]),n.push({to:t,len:r.len})}let i=[...Im.keys()],a,o=1/0;for(let e of i){let t=r.get(e)??1/0;t<o&&(o=t,a=e)}if(r.clear(),a!==void 0){let t=new Set([a]);for(r.set(a,o);t.size;){let n,i=1/0;for(let e of t){let t=r.get(e);t<i&&(i=t,n=e)}if(n===void 0)break;t.delete(n);for(let a of e.get(n)||[]){let e=i+a.len;e<(r.get(a.to)??1/0)&&(r.set(a.to,e),t.add(a.to))}}}Rm.set(n,r),Rm.size>8&&Rm.delete(Rm.keys().next().value)}return r.get(e)??1/0}var Bm=class{agents=[];scene;res=new Map;r=Gl(12345);counter=0;target=16;tour=null;onHonk=()=>{};onHitPlayer=()=>{};constructor(e){this.scene=e,Im.size||Lm()}randomType(e){let t=this.r();return e===`trunk`&&t<.08?`bus`:t<.32?`moto`:t<.68?`trike`:t<.78?`car`:t<.86?`van`:t<.91?`jeep`:`truck`}pointAt(e,t,n){let r=0,i=e.pts;for(let e=1;e<i.length;e++){let a=i[e].distanceTo(i[e-1]);if(r+a>=t||e===i.length-1){let o=Math.min(1,Math.max(0,(t-r)/(a||1))),s=i[e-1].x+(i[e].x-i[e-1].x)*o,c=i[e-1].z+(i[e].z-i[e-1].z)*o,l=(i[e].x-i[e-1].x)/(a||1),u=(i[e].z-i[e-1].z)/(a||1);return{x:s-u*n*-1*-1+0*l,z:c+l*n*-1*-1*-1,dx:l,dz:u,rx:-u,rz:l}}r+=a}let a=i[i.length-1];return{x:a.x,z:a.z,dx:0,dz:1,rx:-1,rz:0}}lanePoint(e,t){let n=this.pointAt(e,t,0),r=e.e.oneway?0:e.e.w/4+.2,i=-n.dz,a=n.dx;return{x:n.x+i*r,z:n.z+a*r,dx:n.dx,dz:n.dz}}spawn(e,t){let n=[];for(let e of Im.values())for(let t of e)n.push(t);for(let r=0;r<30;r++){let r=n[Math.floor(this.r()*n.length)],i=this.r()*r.len,a=this.lanePoint(r,i),o=Math.hypot(a.x-e.x,a.z-e.z);if(o<110||o>420)continue;let s=(a.x-e.x)/o,c=(a.z-e.z)/o;if(s*t.x+c*t.z>.35&&o<260||this.agents.some(e=>e.v.pos.distanceTo(new R(a.x,e.v.pos.y,a.z))<22))continue;let l=this.randomType(r.e.cls);if(l===`bus`&&r.e.cls!==`trunk`)continue;let u=[14211288,2829099,11737883,2051738,15921903,7174786,3112251,14721562,9051228],d=new Mm(`traffic-`+this.counter++,l,u[Math.floor(this.r()*u.length)]);d.aiControlled=!0,d.parked=!1,d.available=!1,d.place(a.x,a.z,Math.atan2(a.dx,a.dz)),d.speed=(Fm[r.e.cls]||6)*.6;let f=new gf(_f(this.counter*31+5));f.pose=d.driverSeat.pose,(l===`boat`||l===`heli`?d.obj:d.body).add(f.obj),f.obj.position.copy(d.driverSeat.local).setY(d.driverSeat.local.y+.04-.2);let p=l===`trike`?this.r():1,m=this.agents.some(e=>e.v.type===`trike`&&!e.v.ambientRider);if(l===`trike`&&m&&p<.58){let e=d.seats.find(e=>!!e.door);if(e){let t=new gf(_f(this.counter*47+19));t.pose=e.pose,d.body.add(t.obj),t.obj.position.copy(e.local).setY(e.local.y+.04-.45),d.ambientRider=t}}this.scene.add(d.obj),this.agents.push({v:d,driver:f,link:r,s:i,wait:0,state:`drive`,honkCd:0,stuck:0,id:d.id});return}}remove(e){if(e===this.tour)return;this.scene.remove(e.v.obj);let t=this.agents.indexOf(e);t>=0&&this.agents.splice(t,1),wu.delete(e.v.dyn)}update(e,t,n,r,i){this.agents.length<this.target&&this.r()<.2&&this.spawn(t.pos,r);let a=performance.now()/1e3;for(let o of[...this.agents]){let s=o.v,c=s.pos.distanceTo(t.pos);if(c>520&&o!==this.tour){let e=s.pos.x-t.pos.x,n=s.pos.z-t.pos.z;if((e*r.x+n*r.z)/c<.2||c>700){this.remove(o);continue}}let l=Fm[o.link.e.cls]||6,u=Math.min(l,s.spec.maxSpeed),d=Math.max(5,Math.abs(s.speed)*1.2+4),f=o.s+d,p=o.link;if(o.s+=Math.max(0,s.speed)*e,o.s>p.len-.5){let e=(Im.get(p.to)||[]).filter(e=>e.e!==p.e||(Im.get(p.to)||[]).length===1),t=o.rideDestination?.pos,n=e.length?t?e.map(e=>({l:e,score:zm(e.to,t)+e.len})).sort((e,t)=>e.score-t.score)[0].l:e[Math.floor(Ul(this.counter+Math.floor(a))*e.length)]:null;n?(o.s-=p.len,o.link=n,p=n,this.res.delete(p.from)):o.s=p.len-.5,f=o.s+d}let m=p,h=f;if(h>m.len){let e=(Im.get(m.to)||[])[0];e?(h-=m.len,m=e):h=m.len}let g=this.lanePoint(m,h),_=g.x-s.pos.x,v=g.z-s.pos.z,y=Math.sin(s.yaw),b=Math.cos(s.yaw),x=y*v-b*_,S=y*_+b*v,C=Math.atan2(x,S),w=Math.max(-1,Math.min(1,C*2)),T=u*(1-Math.min(.6,Math.abs(C)*1.2)),E=p.len-o.s,D=p.to;if((Im.get(D)||[]).length>2&&E<18){T=Math.min(T,4.5);let e=this.res.get(D);!e||e.id===o.id||a-e.t>6?(this.res.set(D,{id:o.id,t:a}),o.state=`drive`):E<10&&(T=0,o.state=`yield`)}if(o.offerCd=(o.offerCd||0)-e,this.tour===o&&o.rideDestination&&Math.hypot(s.pos.x-o.rideDestination.pos.x,s.pos.z-o.rideDestination.pos.z)<17&&(o.stopReq=!0),s.type===`trike`&&!s.ambientRider&&!this.tour&&!t.inVehicle&&o.offerCd<=0&&!o.offerT&&c<14&&c>2.5){let e=t.pos.x-s.pos.x,n=t.pos.z-s.pos.z;e*y+n*b>-1&&(o.offerT=12)}if(o.offerT&&o.offerT>0){let n=t.pos.x-s.pos.x,r=t.pos.z-s.pos.z,i=n*y+r*b,a=i>.8&&!t.inVehicle?Math.min(3,Math.sqrt(5*i)):0;T=Math.min(T,a),(a===0||Math.abs(s.speed)<.6)&&(o.offerT-=e),(o.offerT<=0||this.tour&&this.tour!==o)&&(o.offerT=0,o.offerCd=45)}s.type===`trike`&&!this.tour&&!o.offerT&&o.offerCd<=0&&n.some(e=>e.distanceTo(s.pos)<9)&&!s.ambientRider&&(o.hold=2,o.offerCd=70),o.hold&&o.hold>0&&(o.hold-=e,T=0),this.tour===o&&o.stopReq&&(T=0);let O=s.speed*s.speed/(2*s.spec.brake*.7)+s.spec.len/2+3.5,k=(e,t,n,r)=>{let i=e-s.pos.x,c=t-s.pos.z,l=i*y+c*b,u=Math.abs(i*b-c*y);if(l>0&&l<O+12&&u<s.spec.wid/2+n+.6){let e=l-s.spec.len/2-n,t=Math.max(0,Math.sqrt(Math.max(0,2*s.spec.brake*.8*Math.max(0,e-2.5))));T=Math.min(T,t),r&&l<22&&s.speed>2&&o.honkCd<=0&&(o.honkCd=3+Ul(o.v.id.length+a)*3,s.honk=.6,this.onHonk(s))}};for(let e of this.agents)e!==o&&e.v.pos.distanceTo(s.pos)<40&&k(e.v.pos.x,e.v.pos.z,e.v.spec.wid/2,!1);for(let e of i)e.pos.distanceTo(s.pos)<40&&k(e.pos.x,e.pos.z,e.spec.wid/2,!!t.inVehicle&&e===t.inVehicle);t.inVehicle||k(t.pos.x,t.pos.z,.4,!0),t.knock>0&&c<25&&(T=0);for(let e of n)Math.abs(e.x-s.pos.x)<30&&Math.abs(e.z-s.pos.z)<30&&k(e.x,e.z,.35,!1);o.honkCd-=e;let A=T-s.speed,j=A>.3?Math.min(1,A/3):0,ee=A<-.3?Math.min(1,-A/3):T<.2&&s.speed<.5?.3:0;if(s.reverseTimer=0,s.step(e,j,ee,w),s.speed<0&&(s.speed=0),!t.inVehicle&&t.knockImmune<=0&&c<s.spec.len/2+1){let e=Math.cos(s.yaw),n=Math.sin(s.yaw),r=t.pos.x-s.pos.x,i=t.pos.z-s.pos.z,a=r*e-i*n,o=r*n+i*e;Math.abs(a)<s.spec.wid/2+.35&&Math.abs(o)<s.spec.len/2+.35&&Math.abs(s.speed)>1.2&&(this.onHitPlayer(s,Math.abs(s.speed)),s.speed*=.3)}let M=Math.hypot(g.x-s.pos.x,g.z-s.pos.z);if(this.tour===o&&o.rideDestination&&s.speed<.35&&!o.stopReq&&!(o.hold&&o.hold>0)||s.speed<.3?o.stuck+=e:o.stuck=Math.max(0,o.stuck-e),(o.stuck>8||M>25)&&(c>90||this.tour===o&&o.rideDestination)){let e=p,t=Math.min(p.len-1,Math.max(o.s+10,1)),n=this.lanePoint(p,t);if(this.tour===o&&o.rideDestination&&t>=p.len-2){let r=(Im.get(p.to)||[]).filter(e=>e.e!==p.e||(Im.get(p.to)||[]).length===1),i=o.rideDestination.pos,a=r.map(e=>({l:e,score:zm(e.to,i)+e.len})).sort((e,t)=>e.score-t.score)[0]?.l;a&&(e=a,t=Math.min(9,a.len-1),n=this.lanePoint(a,t))}if(this.tour===o&&o.rideDestination)for(let r=0;r<6&&(this.agents.some(e=>e!==o&&Math.hypot(e.v.pos.x-n.x,e.v.pos.z-n.z)<6)||i.some(e=>Math.hypot(e.pos.x-n.x,e.pos.z-n.z)<6));r++)t=Math.min(e.len-1,t+7),n=this.lanePoint(e,t);this.agents.some(e=>e!==o&&Math.hypot(e.v.pos.x-n.x,e.v.pos.z-n.z)<4)||(s.place(n.x,n.z,Math.atan2(n.dx,n.dz)),o.link=e,o.s=t),o.stuck=0}else o.stuck>12&&(this.res.delete(p.to),o.stuck=0);s.honk=Math.max(0,s.honk-e),o.driver.update(e,0)}}},Vm=class{peds=[];scene;r=Gl(777);target=26;counter=0;statics=[];carried=[];rods=[];walkEdges;spawnCells=new Map;cell=160;constructor(e){this.scene=e,this.walkEdges=Hl.edges.filter(e=>e.cls!==`track`);for(let e of this.walkEdges)for(let t=0;t<e.pts.length-1;t++){let n=e.pts[t],r=e.pts[t+1],i=Math.hypot(r[0]-n[0],r[1]-n[1]);for(let a=0,o=Math.max(1,Math.ceil(i/30));a<o;a++){let i=(a+.5)/o,s=n[0]+(r[0]-n[0])*i,c=-(n[1]+(r[1]-n[1])*i),l=`${Math.floor(s/this.cell)},${Math.floor(c/this.cell)}`,u=this.spawnCells.get(l);u||this.spawnCells.set(l,u=[]),u.push({e,i:t,t:i,x:s,z:c})}}}get positions(){return this.peds.map(e=>e.pos)}addStatic(e,t,n,r,i,a,o){let s=new gf(_f(a,o));return s.obj.position.set(e,t,n),s.obj.rotation.y=r,s.pose=i,this.scene.add(s.obj),this.statics.push(s),s}addShoppingBasket(e){let t=new H;t.name=`resident-shopping-basket`;let n=new W({color:10188625,roughness:.94}),r=new W({color:6967864,roughness:.91}),i=new W({color:6719299,roughness:.97}),a=new W({color:10593104,roughness:.85}),o=(e,n,r,i,a,o,s)=>{let c=new B(new V(e,n,r),s);c.position.set(i,a,o),t.add(c)};o(.42,.025,.29,0,.013,0,n);for(let e of[-1,1]){for(let t=0;t<9;t++)o(.019,.2,.016,-.2+t*.05,.115,e*.14,n);for(let t=0;t<6;t++)o(.016,.2,.019,e*.2,.115,-.125+t*.05,n);for(let t=0;t<4;t++)o(.43,.012,.019,0,.045+t*.047,e*.14,r),o(.019,.012,.3,e*.2,.045+t*.047,0,r)}for(let e of[-1,1]){o(.44,.025,.025,0,.223,e*.145,r),o(.025,.025,.31,e*.205,.223,0,r);let n=new B(new Uc(.065,.01,5,16,Math.PI),r);n.rotation.y=Math.PI/2,n.position.set(e*.21,.223,0),t.add(n)}for(let e=0;e<4;e++){let n=new B(new Vc(.043,9,6),a);n.position.set(-.12+e*.075,.18,(e%2?1:-1)*.045),t.add(n)}for(let e=0;e<3;e++){let n=new B(new Vc(.055,9,6),i);n.scale.set(.65,.65,1.6),n.rotation.z=(e-1)*.2,n.position.set(.08-e*.05,.2,-.035),t.add(n)}let s=new Map;t.updateMatrixWorld(!0);for(let e of[...t.children]){let n=e.geometry.clone().applyMatrix4(e.matrix),r=e.material,i=s.get(r);i||s.set(r,i=[]),i.push(n),t.remove(e),e.geometry.dispose()}for(let[e,n]of s){let r=new B(qf(n),e);r.castShadow=!0,r.receiveShadow=!0,t.add(r),n.forEach(e=>e.dispose())}return e.obj.add(t),e.carryKind=`bag`,this.carried.push({h:e,obj:t}),t}addFishingRod(e,t=3.85){let n=new H;n.name=e.obj.name+`-rod`;let r=new W({color:5916210,roughness:.82}),i=new W({color:3027252,roughness:.45,metalness:.55}),a=new W({color:14673120,roughness:.6}),o=new W({color:12729134,roughness:.55}),s=new H;s.rotation.x=Math.PI/2-.45;let c=new B(new U(.004,.016,2.3,6),r);c.position.y=1.15,s.add(c);let l=new B(new U(.035,.035,.055,8),i);l.rotation.z=Math.PI/2,l.position.set(.035,.3,0),s.add(l);let u=new B(new U(.02,.022,.34,6),i);u.position.y=.05,s.add(u),n.add(s);let d=2.3*Math.sin(.45),f=2.3*Math.cos(.45),p=new B(new U(.0018,.0018,t,4),a);p.position.set(0,d-t/2,f),n.add(p);let m=new B(new Vc(.03,8,6),o);return m.position.set(0,d-t,f),n.add(m),n.traverse(e=>{e.castShadow=!0}),e.obj.add(n),this.rods.push({h:e,obj:n}),n}addPalayRake(e){let t=new H;t.name=e.obj.name+`-rake`;let n=new W({color:9072461,roughness:.9}),r=new H;r.rotation.x=Math.PI/2+.62;let i=new B(new U(.014,.018,1.55,6),n);i.position.y=.72,r.add(i);let a=new B(new V(.5,.045,.07),n);a.position.set(0,1.5,0),r.add(a);for(let e=0;e<6;e++){let t=new B(new V(.03,.09,.02),n);t.position.set(-.2+e*.08,1.44,.045),r.add(t)}return t.add(r),t.traverse(e=>{e.castShadow=!0}),e.obj.add(t),this.rods.push({h:e,obj:t}),t}addSalakot(e){let t=new H;t.name=e.obj.name+`-salakot`;let n=new W({color:13351031,roughness:.95}),r=new B(new Qs(.16,.15,10),n);r.position.y=.075,t.add(r);let i=new B(new U(.29,.29,.015,12),n);return i.position.y=.005,t.add(i),t.traverse(e=>{e.castShadow=!0}),e.bones.head.add(t),t}addBilao(e){let t=new H;t.name=e.obj.name+`-bilao`;let n=new W({color:12160341,roughness:.95}),r=new W({color:9071170,roughness:.9}),i=new W({color:14727484,roughness:.7}),a=new W({color:5077557,roughness:.95}),o=new B(new U(.3,.24,.035,14),n);o.position.y=.035,t.add(o);let s=new B(new Uc(.295,.014,6,18),r);s.rotation.x=Math.PI/2,s.position.y=.055,t.add(s);for(let e=0;e<3;e++){let n=new H;for(let e=0;e<5;e++){let t=new B(new Xs(.018,.07,3,6),i);t.rotation.z=(e-2)*.35,t.rotation.y=e*.5,t.position.set((e-2)*.028,.045+Math.abs(e-2)*-.008,0),n.add(t)}let r=e*2.1+.4;n.position.set(Math.cos(r)*.14,.06,Math.sin(r)*.14),n.rotation.y=-r,t.add(n)}for(let e=0;e<2;e++){let n=new B(new Vc(.075,9,7),a);n.scale.set(1.5,.45,.9);let r=e*2.6+2.2;n.position.set(Math.cos(r)*.12,.075,Math.sin(r)*.12),n.rotation.y=-r,t.add(n)}return t.position.y=.115,t.traverse(e=>{e.castShadow=!0}),e.bones.head.add(t),t}addPingga(e){let t=new H;t.name=e.obj.name+`-pingga`;let n=e.dims.H,r=new W({color:13215850,roughness:.85}),i=new W({color:9075292,roughness:1}),a=new W({color:12160341,roughness:.95}),o=new W({color:9071170,roughness:.9}),s=new W({color:5077557,roughness:.95}),c=new W({color:14256683,roughness:.8}),l=new B(new U(.016,.016,.55,7),r);l.rotation.x=Math.PI/2,t.add(l);for(let e of[-1,1]){let n=new B(new U(.014,.011,.52,7),r);n.rotation.x=Math.PI/2+e*.16,n.position.set(0,-.021,e*.52),t.add(n);let l=new R(0,-.062,e*.77),u=new B(new U(.006,.006,.3,5),i);u.position.set(l.x,l.y-.15,l.z),t.add(u);let d=new H;d.position.set(l.x,l.y-.3-.1,l.z);let f=new B(new U(.17,.12,.2,12),a);f.position.y=.1,d.add(f);let p=new B(new Uc(.17,.012,6,16),o);p.rotation.x=Math.PI/2,p.position.y=.2,d.add(p);let m=e>0?s:c;for(let t=0;t<5;t++){let n=new B(new Vc(.05,8,6),m),r=t*2.4+e;n.scale.set(1.3,.6,1.1),n.position.set(Math.cos(r)*.07,.21+(t===4?.03:0),Math.sin(r)*.07),d.add(n)}t.add(d)}return t.position.set(.11*n,.151*n,0),t.traverse(e=>{e.castShadow=!0}),e.bones.chest.add(t),t}addTackleBucket(e,t=.45,n=-.2){let r=new H;r.name=e.obj.name+`-bucket`;let i=new W({color:8293007,roughness:.5,metalness:.6}),a=new B(new U(.15,.12,.24,10),i);a.position.y=.12,r.add(a);let o=new B(new Uc(.15,.012,6,14),i);o.rotation.x=Math.PI/2,o.position.y=.24,r.add(o);let s=new B(new Uc(.13,.01,5,12,Math.PI),i);return s.position.y=.25,r.add(s),r.position.set(t,0,n),r.traverse(e=>{e.castShadow=!0}),e.obj.add(r),r}pt(e){let t=e.e.pts[e.i],n=e.e.pts[e.i+1],r=t[0],i=-t[1],a=n[0],o=-n[1],s=a-r,c=o-i,l=Math.hypot(s,c)||1,u=-c/l,d=s/l,f=e.e.w/2+.9+e.side;return{x:r+s*e.t+u*f*(e.shoulderDir||e.dir),z:i+c*e.t+d*f*(e.shoulderDir||e.dir),L:l,dx:s/l,dz:c/l}}spawn(e,t){let n=Math.floor(e.x/this.cell),r=Math.floor(e.z/this.cell),i=[];for(let t=-2;t<=2;t++)for(let a=-2;a<=2;a++){let o=this.spawnCells.get(`${n+t},${r+a}`);if(o)for(let t of o){let n=Math.hypot(t.x-e.x,t.z-e.z);n>25&&n<150&&i.push(t)}}if(i.length)for(let n=0;n<30;n++){let n=i[Math.floor(this.r()*i.length)],r={h:null,e:n.e,i:n.i,t:Math.max(0,Math.min(1,n.t+(this.r()-.5)*.25)),dir:this.r()<.5?1:-1,side:this.r()*.6,speed:1+this.r()*.5,state:`walk`,timer:0,pos:new R,vel:new R,seed:this.counter*13+3},a=this.pt(r),o=Math.hypot(a.x-e.x,a.z-e.z);if(!(o<25||o>150)&&!(((a.x-e.x)*t.x+(a.z-e.z)*t.z)/o>.5&&o<45)&&!this.peds.some(e=>Math.hypot(e.pos.x-a.x,e.pos.z-a.z)<8)){r.h=new gf(_f(r.seed+1e3,this.r()<.12?`child`:void 0)),r.shopping=r.h.look.age!==`child`&&this.counter%5==2,r.shopping?this.addShoppingBasket(r.h):r.h.look.age!==`child`&&this.counter%6==3?this.addBilao(r.h):r.h.look.age!==`child`&&this.counter%6==5?this.addPingga(r.h):r.h.look.age!==`child`&&this.counter%4==1&&this.addSalakot(r.h),r.pos.set(a.x,G(a.x,a.z),a.z),r.h.obj.position.copy(r.pos),this.scene.add(r.h.obj),this.peds.push(r),this.counter++;return}}}knock(e,t,n){if(e.state===`fallen`||e.state===`getup`)return;e.state=`fallen`,e.timer=2.2+Math.min(2,n*.1);let r=e.pos.clone().sub(t).setY(0).normalize();e.vel.copy(r.multiplyScalar(Math.min(5,1+n*.35))),e.h.pose=`fallen`}update(e,t,n,r,i){this.peds.length<this.target&&this.r()<.25&&this.spawn(t,n);for(let n of[...this.peds]){let a=n.pos.x,o=n.pos.z,s=n.pos.distanceTo(t);if(s>260){this.scene.remove(n.h.obj);let e=this.carried.findIndex(e=>e.h===n.h);e>=0&&this.carried.splice(e,1)[0].obj.traverse(e=>{let t=e;if(t.geometry){t.geometry.dispose();for(let e of Array.isArray(t.material)?t.material:[t.material])e.dispose()}}),this.peds.splice(this.peds.indexOf(n),1)}else{if(n.h.obj.visible=s<200,n.state===`fallen`)n.timer-=e,n.pos.addScaledVector(n.vel,e),n.vel.multiplyScalar(Math.exp(-e*4)),n.timer<0&&(n.state=`getup`,n.timer=1.1,n.h.pose=`getup`);else if(n.state===`getup`)n.timer-=e,n.timer<0&&(n.state=`walk`,n.h.pose=n.shopping?`carry`:`walk`);else{let a=null;for(let e of r){let t=n.pos.x-e.pos.x,r=n.pos.z-e.pos.z;if(Math.abs(t)>25||Math.abs(r)>25)continue;let o=Math.cos(e.yaw),s=Math.sin(e.yaw),c=t*o-r*s,l=t*s+r*o;if(Math.abs(c)<e.spec.wid/2+.3&&Math.abs(l)<e.spec.len/2+.3&&Math.abs(e.speed)>1.5){this.knock(n,e.pos,Math.abs(e.speed)),e.isPlayer&&i(Math.abs(e.speed)),a=null;break}(l>0&&l<6+Math.abs(e.speed)*1.5&&Math.abs(c)<2.5&&Math.abs(e.speed)>2||e.honk>0&&Math.hypot(t,r)<14)&&(a={lat:c,c:o,s})}if(n.state===`fallen`){n.h.update(e,0),n.h.obj.position.copy(n.pos);continue}if(a){let e=a.lat>=0?1:-1;n.vel.set(a.c*e*3,0,-a.s*e*3),n.state=`dodge`,n.timer=.8}if(n.state===`dodge`)n.h.pose=n.shopping?`carry`:`walk`,n.timer-=e,n.pos.addScaledVector(n.vel,e),n.h.obj.rotation.y=Math.atan2(n.vel.x,n.vel.z),n.timer<0&&(n.state=`walk`);else if(n.state===`idle`)n.timer-=e,n.timer<0&&(n.state=`walk`),n.h.pose=n.shopping?`carry`:`talk`;else{n.h.pose=n.shopping?`carry`:`walk`;let r=this.pt(n).L;if(n.t+=n.speed*e/r*n.dir,n.t>1||n.t<0){if(n.i+=n.dir,n.t=n.dir>0?0:1,n.i<0||n.i>=n.e.pts.length-1){let e=n.i<0?n.e.a:n.e.b,t=this.walkEdges.filter(t=>(t.a===e||t.b===e)&&t!==n.e),r=t.length?t[Math.floor(this.r()*t.length)]:n.e;r===n.e?(n.shoulderDir=n.shoulderDir||n.dir,n.dir=-n.dir,n.i=Math.max(0,Math.min(n.e.pts.length-2,n.i)),n.t=n.dir>0?0:1):(n.shoulderDir=void 0,n.e=r,r.a===e?(n.dir=1,n.i=0,n.t=0):(n.dir=-1,n.i=r.pts.length-2,n.t=1))}this.r()<.05&&(n.state=`idle`,n.timer=3+this.r()*5)}let i=this.pt(n),a=i.x-n.pos.x,o=i.z-n.pos.z,s=Math.hypot(a,o);if(s>.01){let t=Math.min(n.speed,s/e);n.pos.x+=a/s*t*e,n.pos.z+=o/s*t*e;let r=Math.atan2(a,o)-n.h.obj.rotation.y;for(;r>Math.PI;)r-=Math.PI*2;for(;r<-Math.PI;)r+=Math.PI*2;n.h.obj.rotation.y+=r*Math.min(1,e*6)}let c=Math.hypot(n.pos.x-t.x,n.pos.z-t.z);c<.8&&c>.01&&(n.pos.x+=(n.pos.x-t.x)/c*(.8-c),n.pos.z+=(n.pos.z-t.z)/c*(.8-c))}let o=Eu(n.pos.x,n.pos.z,.3,n.pos.y,1.6,.36);n.pos.x=o.x,n.pos.z=o.z}if(n.state!==`fallen`){let e=au(n.pos.x,n.pos.z);n.pos.y=G(n.pos.x,n.pos.z),e&&e.dist<e.edge.w/2+.2&&(n.pos.y+=.06)}if(n.state!==`fallen`&&n.state!==`getup`){let t=e>0?Math.hypot(n.pos.x-a,n.pos.z-o)/e:0;if(n.state===`walk`){if(t<.05){if(n.stuckT=(n.stuckT||0)+e,n.stuckT>6){let e=n.e.pts[n.i],t=n.e.pts[n.i+1],r=Math.hypot(t[0]-e[0],t[1]-e[1])||1;n.t=Math.max(0,Math.min(1,n.t+2.5/r*n.dir));let i=this.pt(n);n.pos.x=i.x,n.pos.z=i.z,n.stuckT=0}}else n.stuckT=0}let r=n.state===`idle`?0:Math.min(n.state===`dodge`?3:n.speed,t),i=1-Math.exp(-e*18);n.gaitSpeed=(n.gaitSpeed||0)+(r-(n.gaitSpeed||0))*i,n.gaitSpeed<.025&&(n.gaitSpeed=0),n.h.update(e,n.gaitSpeed)}else n.state===`getup`&&n.h.update(e,0);n.h.obj.position.copy(n.pos),n.state===`fallen`&&n.h.update(e,0)}}for(let n of this.statics){let r=n.obj.position.distanceTo(t);n.obj.visible=r<220,r<120&&n.update(e,n.walkSpeed||0)}for(let{h:e,obj:t}of this.carried){if(t.visible=e.pose!==`fallen`&&e.pose!==`getup`,!e.obj.visible||!t.visible)continue;e.obj.updateMatrixWorld(!0);let n=e.obj.worldToLocal(e.handWorld(`l`)),r=e.obj.worldToLocal(e.handWorld(`r`));t.position.copy(n).add(r).multiplyScalar(.5),t.position.y-=.282,t.scale.x=Math.abs(r.x-n.x)/.42,t.rotation.set(0,0,0)}for(let{h:e,obj:t}of this.rods)t.visible=e.pose!==`fallen`&&e.pose!==`getup`,e.obj.visible&&t.visible&&(e.obj.updateMatrixWorld(!0),t.position.copy(e.obj.worldToLocal(e.handWorld(`r`))))}},Hm=class{ctx=null;master;ambVol=.8;engineVol=.8;sfxVol=.8;muted=!1;engine=null;amb=null;nextBird=0;stepT=0;unlock(){if(this.ctx){this.ctx.state===`suspended`&&this.ctx.resume();return}try{this.ctx=new(window.AudioContext||window.webkitAudioContext)}catch{return}let e=this.ctx;this.master=e.createGain(),this.master.gain.value=this.muted?0:.7,this.master.connect(e.destination);let t=e.createOscillator();t.type=`sawtooth`;let n=e.createOscillator();n.type=`square`;let r=e.createBiquadFilter();r.type=`lowpass`,r.frequency.value=600;let i=e.createGain();i.gain.value=0;let a=e.createGain();a.gain.value=1;let o=e.createOscillator();o.type=`sine`,o.frequency.value=10;let s=e.createGain();s.gain.value=0,o.connect(s),s.connect(a.gain),o.start();let c=e.createBuffer(1,e.sampleRate,e.sampleRate),l=c.getChannelData(0);for(let e=0;e<l.length;e++)l[e]=Math.random()*2-1;let u=e.createBufferSource();u.buffer=c,u.loop=!0;let d=e.createBiquadFilter();d.type=`bandpass`,d.frequency.value=800,d.Q.value=.8;let f=e.createGain();f.gain.value=0,u.connect(d),d.connect(f),f.connect(r),u.start();let p=e.createOscillator();p.type=`sine`,p.frequency.value=1e3;let m=e.createGain();m.gain.value=0,p.connect(m),m.connect(i),p.start();let h=e.createGain(),g=e.createGain();t.connect(h),n.connect(g),h.connect(r),g.connect(r),r.connect(a),a.connect(i),i.connect(this.master),t.start(),n.start(),this.engine={osc:t,osc2:n,g:i,f:r,am:a,lfo:o,lfoG:s,nf:d,ng:f,whine:p,wg:m,o1g:h,o2g:g,kind:``};let _=e.createBuffer(1,e.sampleRate*2,e.sampleRate),v=_.getChannelData(0),y=0;for(let e=0;e<v.length;e++)y=y*.97+(Math.random()*2-1)*.03,v[e]=y*6;let b=t=>{let n=e.createBufferSource();n.buffer=_,n.loop=!0;let r=e.createBiquadFilter();r.type=`bandpass`,r.frequency.value=t;let i=e.createGain();return i.gain.value=0,n.connect(r),r.connect(i),i.connect(this.master),n.start(),i};this.amb={g:b(900),sea:b(400),market:b(1450),plaza:b(1100),leaves:b(3100),traffic:b(530)}}setMuted(e){this.muted=e,this.master&&(this.master.gain.value=e?0:.7)}tone(e,t,n=`sine`,r=.2,i=0){let a=this.ctx;if(!a)return;let o=a.createOscillator();o.type=n,o.frequency.value=e,i&&o.frequency.linearRampToValueAtTime(e+i,a.currentTime+t);let s=a.createGain();s.gain.setValueAtTime(r*this.sfxVol,a.currentTime),s.gain.exponentialRampToValueAtTime(1e-4,a.currentTime+t),o.connect(s),s.connect(this.master),o.start(),o.stop(a.currentTime+t+.05)}horn(e){let t=(e,t,n,r,i=0)=>i?setTimeout(()=>this.tone(e,t,n,r),i):this.tone(e,t,n,r);if(e===`moto`)for(let e of[0,180])t(840,.105,`sine`,.09,e);else if(e===`trike`)for(let e of[0,155])t(690,.13,`square`,.07,e),t(740,.11,`sine`,.05,e);else e===`tuktuk`?(t(700,.22,`square`,.1),t(560,.22,`triangle`,.08)):e===`jeep`?[523,659,784,1047].forEach((e,n)=>t(e,.16,`sawtooth`,.07,n*120)):e===`bus`||e===`truck`?(t(185,.85,`sawtooth`,.13),t(233,.85,`sawtooth`,.1)):e===`heli`?(t(1200,.08,`sine`,.08),t(1200,.08,`sine`,.08,140),t(1600,.12,`sine`,.07,280)):e===`boat`?(t(140,1.1,`sawtooth`,.12),t(210,1.1,`triangle`,.06)):(t(e===`car`?530:440,.22,`triangle`,.12),t(e===`car`?660:550,.22,`sine`,.06))}chime(){this.tone(880,.25,`sine`,.15),setTimeout(()=>this.tone(1320,.35,`sine`,.12),120)}thud(){this.tone(90,.3,`sine`,.35,-40)}update(e,t){if(!this.ctx||!this.engine||!this.amb)return;let n=this.ctx.currentTime,r=this.engine;if(t.driving){let e=t.driving,i={moto:[46,7.5,`sawtooth`,`square`,1400,0,.45,.1,0],trike:[38,6,`sawtooth`,`square`,1e3,0,.55,.22,0],tuktuk:[30,5,`square`,`sawtooth`,800,0,.6,.15,0],car:[26,3,`triangle`,`sine`,500,0,.08,.05,0],suv:[24,2.8,`triangle`,`sawtooth`,550,0,.1,.06,0],van:[25,2.8,`triangle`,`sawtooth`,520,0,.1,.06,0],jeep:[19,2.2,`square`,`sawtooth`,420,0,.35,.3,0],bus:[16,1.8,`square`,`sawtooth`,350,0,.3,.3,0],truck:[15,1.8,`square`,`sawtooth`,330,0,.3,.32,0],heli:[55,.6,`triangle`,`sine`,260,17,.9,.9,1],boat:[44,4,`square`,`sawtooth`,700,0,.35,.35,0]},a=i[e]||i.car;r.kind!==e&&(r.kind=e,r.osc.type=a[2],r.osc2.type=a[3],r.nf.frequency.value=e===`heli`?500:e===`boat`?300:1200);let o=a[0]+Math.abs(t.speed)*a[1]+t.throttle*(e===`heli`?4:12);r.osc.frequency.setTargetAtTime(o,n,.08),r.osc2.frequency.setTargetAtTime(o*.5,n,.08),r.f.frequency.setTargetAtTime(a[4]+o*6+t.throttle*300,n,.1),r.lfo.frequency.setTargetAtTime(a[5]||Math.max(4,o/2),n,.1),r.lfoG.gain.setTargetAtTime(a[6]*.5,n,.1),r.am.gain.setTargetAtTime(1-a[6]*.5,n,.1),r.ng.gain.setTargetAtTime(a[7]*(.6+t.throttle*.6),n,.1),r.o1g.gain.setTargetAtTime(e===`heli`?.25:1,n,.1),r.o2g.gain.setTargetAtTime(e===`heli`?.2:.7,n,.1),r.wg.gain.setTargetAtTime(a[8]?.012+t.throttle*.01:0,n,.2),r.whine.frequency.setTargetAtTime(900+t.throttle*500+Math.abs(t.speed)*5,n,.3),r.g.gain.setTargetAtTime(((e===`heli`||e===`bus`||e===`truck`||e===`jeep`?.07:.05)+t.throttle*.05)*this.engineVol,n,.1)}else r.g.gain.setTargetAtTime(0,n,.15),r.wg.gain.setTargetAtTime(0,n,.15);let i=t.hour>5.5&&t.hour<19;this.amb.g.gain.setTargetAtTime((i?.025:.01)*this.ambVol,n,1),this.amb.sea.gain.setTargetAtTime(Math.max(0,.08*(1-t.seaDist/250))*this.ambVol,n,.8);let a=Math.max(0,1-t.marketDist/145)*(i?1:.12),o=Math.max(0,1-Math.min(t.marketDist,t.plazaDist)/850)*(1-a);this.amb.market.gain.setTargetAtTime(a*.035*this.ambVol,n,.9);let s=Math.max(0,1-t.plazaDist/170)*(i?1:.1);this.amb.plaza.gain.setTargetAtTime(s*.017*this.ambVol,n,1.2);let c=Math.max(0,1-t.trafficDist/75)*(t.driving?.28:1);this.amb.traffic.gain.setTargetAtTime(c*.011*this.ambVol,n,.35),this.amb.leaves.gain.setTargetAtTime(o*.009*this.ambVol,n,1.5),this.nextBird-=e,this.nextBird<0&&(this.nextBird=3+Math.random()*8,i?Math.random()<.25&&t.hour<9?(this.tone(700,.18,`triangle`,.05,300),setTimeout(()=>this.tone(900,.5,`triangle`,.05,-250),200)):this.tone(2400+Math.random()*1500,.08,`sine`,.03,600):this.tone(3800,.05,`sine`,.015)),t.walking>.3&&(this.stepT-=e*t.walking,this.stepT<0&&(this.stepT=.55,this.tone(140+Math.random()*40,.05,`triangle`,.04)))}},Um=new Map;for(let e of Hl.edges){let t=0;for(let n=1;n<e.pts.length;n++)t+=Math.hypot(e.pts[n][0]-e.pts[n-1][0],e.pts[n][1]-e.pts[n-1][1]);(Um.get(e.a)||Um.set(e.a,[]).get(e.a)).push({e,to:e.b,len:t}),(Um.get(e.b)||Um.set(e.b,[]).get(e.b)).push({e,to:e.a,len:t})}function Wm(e,t){let n=au(e,t);if(!n)return null;let r=n.edge.pts.map(e=>new R(e[0],0,-e[1])),i=new R(n.px,0,n.pz),a=0,o=0;for(let e=1;e<r.length;e++){let t=r[e].distanceTo(r[e-1]);e<=n.seg?a+=t:e===n.seg+1&&(a+=t*n.t),o+=t}return{r:n,pts:r,point:i,along:a,total:o}}function Gm(e,t){let n=[e.point.clone()];if(t)for(let t=e.r.seg+1;t<e.pts.length;t++)n.push(e.pts[t].clone());else for(let t=e.r.seg;t>=0;t--)n.push(e.pts[t].clone());return n}function Km(e,t,n,r){let i=Wm(e,t),a=Wm(n,r);if(!i||!a)return null;let o=[];if(i.r.edge.id===a.r.edge.id){let e=[i.point.clone()];if(i.along<=a.along)for(let t=i.r.seg+1;t<=a.r.seg;t++)e.push(i.pts[t].clone());else for(let t=i.r.seg;t>a.r.seg;t--)e.push(i.pts[t].clone());e.push(a.point.clone()),o.push(e)}let s=new Map,c=new Map,l=new Set([i.r.edge.a,i.r.edge.b]),u=[],d=(e,t)=>{t<(s.get(e)??1/0)&&(s.set(e,t),u.push([t,e]))};for(d(i.r.edge.a,i.along),d(i.r.edge.b,i.total-i.along);u.length;){u.sort((e,t)=>e[0]-t[0]);let[e,t]=u.shift();if(!(e>(s.get(t)??1/0)))for(let n of Um.get(t)||[]){if(l.has(n.to))continue;let r=e+n.len;r<(s.get(n.to)??1/0)&&(c.set(n.to,{n:t,e:n.e}),d(n.to,r))}}let f=o[0]||null,p=f?qm(f):1/0;for(let e of[a.r.edge.a,a.r.edge.b]){if(!s.has(e))continue;let t=s.get(e)+(e===a.r.edge.a?a.along:a.total-a.along);if(t>=p)continue;let n=[],r=e,o=new Set;for(;c.has(r)&&!o.has(r);){o.add(r);let e=c.get(r);n.push({e:e.e,from:e.n}),r=e.n}if(o.has(r))continue;let l=Gm(i,r===i.r.edge.b);for(let e of n.reverse()){let t=e.e.a===e.from?e.e.pts:[...e.e.pts].reverse();for(let e of t.slice(1))l.push(new R(e[0],0,-e[1]))}let u=e===a.r.edge.a?Gm(a,!1).reverse():Gm(a,!0).reverse();for(let e of u.slice(1))l.push(e);f=l,p=t}if(!f)return null;let m=[new R(e,0,t),...f,new R(n,0,r)];return{pts:m,length:qm(m)}}function qm(e){let t=0;for(let n=1;n<e.length;n++)t+=e[n].distanceTo(e[n-1]);return t}var Jm=class{mesh=null;scene;target=null;lastFrom=new R(1e9,0,0);pts=[];length=0;enabled=!0;beacon;mat=new er({color:3397375,transparent:!0,opacity:.55,depthWrite:!1});constructor(e){this.scene=e,this.beacon=new B(new U(1.2,1.2,60,16,1,!0),new er({color:3397375,transparent:!0,opacity:.18,depthWrite:!1,side:2})),this.beacon.visible=!1,e.add(this.beacon)}set(e){this.target=e,this.lastFrom.set(1e9,0,0),e||this.clear()}clear(){this.mesh&&=(this.scene.remove(this.mesh),this.mesh.geometry.dispose(),null),this.beacon.visible=!1,this.pts=[]}update(e){if(!this.target)return;if(this.beacon.visible=!0,this.beacon.position.set(this.target.x,this.target.y+30,this.target.z),!this.enabled){this.mesh&&(this.mesh.visible=!1);return}if(e.distanceTo(this.lastFrom)<25&&this.mesh)return;this.lastFrom.copy(e);let t=Km(e.x,e.z,this.target.x,this.target.z);if(!t){this.pts=[],this.length=0,this.mesh&&(this.mesh.visible=!1);return}this.pts=t.pts,this.length=t.length;let n=[],r=[],i=t.pts;for(let e=0;e<i.length-1;e++){let t=i[Math.max(0,e-1)],a=i[Math.min(i.length-1,e+1)],o=a.x-t.x,s=a.z-t.z,c=Math.hypot(o,s)||1;o/=c,s/=c;let l=tu(i[e].x,i[e].z)+.35;if(n.push(i[e].x-s*.6,l,i[e].z+o*.6,i[e].x+s*.6,l,i[e].z-o*.6),e){let t=e*2;r.push(t-2,t-1,t,t-1,t+1,t)}}let a=new mr;a.setAttribute(`position`,new z(n,3)),a.setIndex(r),this.mesh?(this.mesh.geometry.dispose(),this.mesh.geometry=a):(this.mesh=new B(a,this.mat),this.mesh.renderOrder=5,this.scene.add(this.mesh)),this.mesh.visible=!0}remaining(e){if(!this.target)return 0;if(!this.pts.length)return e.distanceTo(this.target);let t=0,n=1e9;this.pts.forEach((r,i)=>{let a=Math.hypot(r.x-e.x,r.z-e.z);a<n&&(n=a,t=i)});let r=n;for(let e=t+1;e<this.pts.length;e++)r+=this.pts[e].distanceTo(this.pts[e-1]);return r}},Ym=[{name:`galunggong (round scad)`,min:.2,max:.4,perKg:220},{name:`tulingan (bullet tuna)`,min:.8,max:2.2,perKg:180},{name:`lapu-lapu (grouper)`,min:1,max:3,perKg:380},{name:`dalagang bukid (fusilier)`,min:.2,max:.5,perKg:260},{name:`tanigue (Spanish mackerel)`,min:2,max:6,perKg:350}],Xm=class{state=`idle`;spot=new R;t=0;catch=null;runs=0;ctx;root=new H;birds=[];bobber;line;fishMesh;constructor(e,t){this.ctx=t,e.add(this.root),this.root.visible=!1;let n=new B(new U(.35,.45,.9,10),new W({color:16738835,roughness:.5}));n.position.y=.3,this.root.add(n);let r=new B(new V(.02,.35,.5),new W({color:16777215}));r.position.set(0,1.25,.25),this.root.add(r);let i=new B(new U(.02,.02,1,5),new W({color:3355443}));i.position.y=1.1,this.root.add(i);let a=new B(new zc(9,11,40),new er({color:16777215,transparent:!0,opacity:.35,side:2,depthWrite:!1}));a.rotation.x=-Math.PI/2,a.position.y=.05,this.root.add(a);let o=new W({color:16119280,roughness:.8,side:2});for(let e=0;e<6;e++){let t=new H,n=new B(new mr().setFromPoints([new R(-.6,0,0),new R(0,.12,.15),new R(0,0,-.1),new R(.6,0,0)]),o);n.geometry.setIndex([0,1,2,1,3,2]),n.geometry.computeVertexNormals(),t.add(n),t.userData={r:5+e*1.6,h:7+e%3*3,sp:.5+e%2*.35,ph:e*1.1},this.birds.push(t),this.root.add(t)}this.bobber=new B(new Vc(.09,8,6),new W({color:16720418})),this.bobber.visible=!1,e.add(this.bobber),this.line=new xs(new mr().setFromPoints([new R,new R]),new ps({color:15658734})),this.line.visible=!1,this.line.frustumCulled=!1,e.add(this.line);let s=new B(new Xs(.1,.45,4,8),new W({color:9415096,metalness:.6,roughness:.3}));s.rotation.z=Math.PI/2,this.fishMesh=new H,this.fishMesh.add(s),this.fishMesh.visible=!1,e.add(this.fishMesh)}boat(){let e=this.ctx.inV();return e&&e.type===`boat`?e:null}pickSpot(){let e=Y.pierDir,t=(this.runs*.9+.4)%1.6-.8,n=170+this.runs%3*60,r=Math.cos(t),i=Math.sin(t),a=e.x*r-e.z*i,o=e.x*i+e.z*r;this.spot.set(Y.pierHead.x+a*n,0,Y.pierHead.z+o*n),this.root.position.copy(this.spot)}start(){this.pickSpot(),this.state=`toSpot`,this.root.visible=!0,this.ctx.guide.set(this.spot),this.ctx.toast(`Mang Ben: “Take her out, iho! See the birds diving past the pier? That’s where the fish are. Cast a line and bring me what you catch.”`),this.ctx.journal(`Catch a Fish: take the bangka to the diving seabirds, cast, and bring the catch to Mang Ben.`)}tracker(){return{idle:``,toSpot:`Catch a Fish: head for the diving seabirds`,waiting:`Catch a Fish: wait for a bite…`,bite:`Catch a Fish: BITE! Tap Use to reel in!`,haveFish:`Catch a Fish: bring the ${this.catch?.name.split(` `)[0]} to Mang Ben by the pier`}[this.state]}interactables(){let e=[],t=this.boat();return t&&this.state===`toSpot`&&Math.hypot(t.pos.x-this.spot.x,t.pos.z-this.spot.z)<14&&e.push({id:`cast`,label:Math.abs(t.speed)>1.5?`Slow down to cast`:`Cast your line`,pos:t.pos,radius:5,act:()=>this.cast()}),t&&this.state===`bite`&&e.push({id:`reel`,label:`Reel in!`,pos:t.pos,radius:5,act:()=>this.reel()}),!this.ctx.inV()&&this.state===`haveFish`&&e.push({id:`sellfish`,label:`Sell your catch to Mang Ben`,pos:Y.fisherman,radius:3.2,onFootOnly:!0,act:()=>this.sell()}),e}cast(){let e=this.boat();e&&(Math.abs(e.speed)>1.5?this.ctx.toast(`Ease off the throttle first.`):(this.state=`waiting`,this.t=2.5+this.runs*7919%30/10,this.ctx.toast(`Plop. Now wait for a bite…`)))}reel(){let e=(this.runs*.618+.3)%1,t=Ym[Math.floor(e*Ym.length)],n=Math.round((t.min+(t.max-t.min)*(e*7.3%1))*10)/10;this.catch={name:t.name,kg:n,pay:Math.max(40,Math.round(n*t.perKg/10)*10)},this.state=`haveFish`,this.root.visible=!1,this.ctx.chime(),this.ctx.toast(`You landed a ${n} kg ${t.name}! Take it to Mang Ben.`),this.ctx.guide.set(Y.fisherman)}sell(){let e=this.catch;this.ctx.money(e.pay,`Catch a Fish`),this.ctx.chime(),this.ctx.say(`Mang Ben`,`A ${e.kg} kg ${e.name.split(` (`)[0]}! Salamat, iho. Here\u2019s \u20b1${e.pay}. The bangka is yours whenever the birds are out.`),this.runs++,this.catch=null,this.state=`idle`,this.ctx.guide.set(null)}update(e,t){let n=this.boat();if(n&&this.state===`idle`&&this.start(),this.root.visible)for(let e of this.birds){let n=e.userData,r=t*n.sp+n.ph,i=Math.max(0,Math.sin(t*.7+n.ph*2))**8;e.position.set(Math.cos(r)*n.r,n.h*(1-i*.9),Math.sin(r)*n.r),e.rotation.y=-r,e.children[0].rotation.z=Math.sin(t*8+n.ph)*.4}let r=!!n&&(this.state===`waiting`||this.state===`bite`);if(this.bobber.visible=this.line.visible=r,r&&n){let e=new R(Math.sin(n.yaw+1.2)*1.2,1.8,Math.cos(n.yaw+1.2)*1.2).add(n.pos),r=new R(Math.sin(n.yaw+1.2)*5,this.state===`bite`?-.05+Math.sin(t*20)*.08:.02+Math.sin(t*2)*.03,Math.cos(n.yaw+1.2)*5).add(new R(n.pos.x,0,n.pos.z));this.bobber.position.copy(r),this.line.geometry.setFromPoints([e,r])}if(this.state===`waiting`?(this.t-=e,n?this.t<=0&&(this.state=`bite`,this.t=3.6,this.ctx.toast(`BITE! Tap Use to reel it in!`),this.ctx.chime()):this.state=`toSpot`):this.state===`bite`&&(this.t-=e,(this.t<=0||!n)&&(this.state=`toSpot`,this.ctx.toast(`It got away! Cast again.`))),this.fishMesh.visible=this.state===`haveFish`&&!!this.ctx.inV()&&this.ctx.inV().type===`boat`,this.fishMesh.visible){let e=this.ctx.inV();this.fishMesh.position.set(e.pos.x+Math.sin(e.yaw)*.4,e.pos.y+.7,e.pos.z+Math.cos(e.yaw)*.4),this.fishMesh.rotation.y=e.yaw}}},Zm=class{ctx;root=new H;pod=[];splashes=[];seen=!1;t=0;constructor(e,t){this.ctx=t,e.add(this.root);let n=new W({color:6255750,roughness:.35,metalness:.05}),r=new W({color:13226970,roughness:.5});for(let e=0;e<3;e++){let t=new H,i=new B(new Vc(1,14,10),n);i.scale.set(.34,.32,1.05),t.add(i);let a=new B(new Vc(1,10,8),r);a.scale.set(.28,.2,.85),a.position.set(0,-.12,.05),t.add(a);let o=new B(new Qs(.1,.4,8),n);o.rotation.x=Math.PI/2,o.position.z=1.15,t.add(o);let s=new B(new Qs(.16,.42,4),n);s.scale.set(.3,1,1),s.rotation.x=-.5,s.position.set(0,.38,-.1),t.add(s);let c=new B(new V(.75,.05,.25),n);c.position.z=-1.1,t.add(c),t.visible=!1,this.root.add(t),this.pod.push({o:t,off:new R((e-1)*3.2,0,e%2*-2.5),ph:e*.33})}let i=new er({color:16777215,transparent:!0,opacity:0,side:2,depthWrite:!1});for(let e=0;e<6;e++){let e=new B(new zc(.3,.7,20),i.clone());e.rotation.x=-Math.PI/2,e.position.y=.06,this.root.add(e),this.splashes.push(e)}}splashAt(e,t){let n=this.splashes.shift();n.position.x=e,n.position.z=t,n.userData.t=0,n.material.opacity=.8,n.scale.setScalar(1),this.splashes.push(n)}freeze=!1;update(e){if(this.freeze||!Y.pierHead||!Y.pierDir)return;this.t+=e;let t=Y.pierDir,n=-t.z,r=t.x,i=Math.sin(this.t/70)*220,a=150+Math.sin(this.t/23)*25,o=Y.pierHead.x+t.x*a+n*i,s=Y.pierHead.z+t.z*a+r*i,c=Math.cos(this.t/70)>=0?Math.atan2(n,r):Math.atan2(-n,-r),l=Math.sin(c),u=Math.cos(c),d=7.5,f=1.3;for(let e of this.pod){let t=(this.t/d+e.ph)%1*d,n=e.o,r=o+e.off.x*u+e.off.z*l,i=s-e.off.x*l+e.off.z*u;if(t<f){let e=t/f,a=n.visible;n.visible=!0,n.position.set(r+l*(e-.5)*6,-.6+2.4*Math.sin(Math.PI*e),i+u*(e-.5)*6),n.rotation.set(0,0,0),n.rotation.y=c,n.rotateX(-Math.atan2(2.4*Math.PI*Math.cos(Math.PI*e),6)),a||this.splashAt(r-l*2.6,i-u*2.6),e>.93&&!n.userData.dove&&(n.userData.dove=!0,this.splashAt(r+l*2.6,i+u*2.6))}else n.visible=!1,n.userData.dove=!1}for(let t of this.splashes){let n=t.material;n.opacity<=0||(t.userData.t+=e,t.scale.setScalar(1+t.userData.t*3),n.opacity=Math.max(0,.8-t.userData.t*.8))}if(!this.seen){let e=this.ctx.playerPos();Math.hypot(e.x-o,e.z-s)<220&&this.pod[0].o.visible&&(this.seen=!0,this.ctx.toast(`Look! Dolphins leaping off the pier.`))}}},Qm=class{ctx;stops=[];pax=[];r=Gl(4242);counter=0;trips=0;cooldown=3;trike;get paxSeat(){return Math.max(0,this.trike.seats.findIndex(e=>!!e.door))}constructor(e,t){this.ctx=e,this.trike=t;let n=e=>{let t=Hl.pois.find(t=>t.id===e);return new R(t.en[0],0,-t.en[1])},r=[[`plaza`,`Plaza de Bansud`,`Sa plaza po`,Y.trikeTerminal],[`market`,`Public Market`,`Sa palengke po`,Y.market],[`church`,`Divine Savior Parish Church`,`Sa simbahan po`,n(`parish-church`)],[`school`,`Bansud Central Elementary School`,`Sa central school po`,n(`central-school`)],[`gym`,`Bansud Gymnasium`,`Sa gym po`,n(`gymnasium`)],[`port`,`Bansud Port`,`Sa pantalan po`,Y.pierRoot],[`health`,`Proper Bansud Health Station`,`Sa health center po, Proper`,n(`proper-health`)],[`propergym`,`Proper Bansud Gym`,`Sa Proper po`,n(`proper-gym`)]];for(let[e,t,n,i]of r){let r=au(i.x,i.z,!0),a=-r.dirz,o=r.dirx,s=(i.x-r.px)*a+(i.z-r.pz)*o>=0?1:-1,c=r.edge.w/2+1.6,l=new R(r.px+a*s*c,0,r.pz+o*s*c);l.y=G(l.x,l.z);let u=new R(r.px+a*s*(r.edge.w/4),0,r.pz+o*s*(r.edge.w/4));u.y=G(u.x,u.z),this.stops.push({id:e,name:t,tl:n,pos:u,curb:l,yaw:Math.atan2(-a*s,-o*s)})}}get aboard(){return this.pax.filter(e=>e.state===`riding`||e.state===`boarding`)}spawnHailer(){let e=this.ctx.playerPos(),t=this.stops.filter(t=>{let n=t.curb.distanceTo(e);return n>30&&n<600&&!this.pax.some(e=>e.from===t&&e.state===`hailing`)});if(!t.length)return;let n=t[Math.floor(this.r()*t.length)],r=this.stops.filter(e=>e!==n&&e.curb.distanceTo(n.curb)>250),i=r[Math.floor(this.r()*r.length)],a=new gf(_f(9e3+this.counter*7));a.obj.position.copy(n.curb),a.obj.rotation.y=n.yaw,a.pose=`hail`,this.ctx.scene.add(a.obj);let o=n.curb.distanceTo(i.curb)*1.3/1e3,s=Math.round(15+Math.max(0,o-1)*5);this.pax.push({id:`pax-`+this.counter++,h:a,state:`hailing`,from:n,to:i,fare:s,t:0,paid:!1,seat:this.paxSeat,path:[]})}interactables(){let e=[];if(this.ctx.vehicle()!==this.trike)return e;for(let t of this.pax)t.state===`hailing`&&e.push({id:t.id,label:`Pick up passenger`,pos:t.h.obj.position,radius:9,act:()=>this.offer(t)}),t.state===`riding`&&this.trike.pos.distanceTo(t.to.pos)<14&&e.push({id:t.id+`-drop`,label:`Drop off at ${t.to.name}`,pos:this.trike.pos,radius:99,act:()=>this.dropoff(t)});return e}offer(e){let t=this.ctx;Math.abs(this.trike.speed)>.6?t.toast(`Stop the tricycle first.`):this.aboard.length>=1?t.say(`Passenger`,`Puno na po kayo. (Your sidecar is full.)`,`You are full.`,[{label:`OK`,act:()=>t.closeDialog()}]):t.cargo&&t.cargo.kind===`cooler`?t.say(`Passenger`,`Ay, may cooler sa sidecar. I will wait for the next one.`,`There is a cooler in the sidecar.`,[{label:`OK`,act:()=>t.closeDialog()}]):(e.state=`offered`,t.say(`Passenger`,`${e.to.tl}. ${e.to.name}. Magkano po?`,`To ${e.to.name}. Fare: \u20b1${e.fare} (gameplay value).`,[{label:`Accept \u20b1${e.fare}`,act:()=>{t.closeDialog(),e.state=`walkToDoor`,e.h.pose=`walk`,t.journal(`Tricycle: passenger to ${e.to.name} (\u20b1${e.fare}).`)}},{label:`Decline`,act:()=>{t.closeDialog(),e.state=`walkAway`,e.t=0,e.h.pose=`walk`}}]))}dropoff(e){let t=this.ctx;if(Math.abs(this.trike.speed)>.6){t.toast(`Stop fully before letting the passenger out.`);return}let n=this.trike.seats[e.seat],r=this.trike.localToWorld(n.exit);r.y=G(r.x,r.z),Eu(r.x,r.z,.3,r.y,1.6,.36).hit?t.toast(`The passenger cannot get out here - the exit is blocked. Move a little.`):(e.state=`alighting`,e.t=0,t.guide.set(null))}cancelRide(){let e=this.aboard[0];return e&&e.state===`riding`?Math.abs(this.trike.speed)>.6?(this.ctx.toast(`Stop first to let the passenger out.`),!1):(e.to={...e.to,name:`here (cancelled)`},e.fare=0,e.state=`alighting`,e.t=0,this.ctx.guide.set(null),this.ctx.toast(`Ride cancelled - no fare.`),!0):!1}update(e){let t=this.ctx,n=t.vehicle()===this.trike,r=this.trike;{let e=this.ctx.playerPos();this.pax=this.pax.filter(t=>t.state===`hailing`&&t.h.obj.position.distanceTo(e)>750?(this.ctx.scene.remove(t.h.obj),!1):!0)}this.cooldown-=e,this.cooldown<0&&this.pax.filter(e=>e.state===`hailing`).length<(n?5:3)&&(this.cooldown=n?5:9,this.spawnHailer());for(let i of[...this.pax]){let a=i.h,o=r.seats[i.seat];if(i.state===`hailing`){a.pose=`hail`;let o=r.pos.distanceTo(a.obj.position);if(o<40&&(a.obj.rotation.y=Math.atan2(r.pos.x-a.obj.position.x,r.pos.z-a.obj.position.z)),!n&&o>500){t.scene.remove(a.obj),this.pax.splice(this.pax.indexOf(i),1);continue}a.update(e,0)}else if(i.state===`offered`)a.pose=`talk`,a.update(e,0),r.pos.distanceTo(a.obj.position)>15&&(i.state=`hailing`,t.closeDialog());else if(i.state===`walkToDoor`){if(Math.abs(r.speed)>.8||r.pos.distanceTo(a.obj.position)>20){i.state=`hailing`,t.toast(`You drove off - the passenger is waiting again.`);continue}let n=r.localToWorld(o.door);this.walkTo(a,n,e,1.3)<.25&&(i.state=`boarding`,i.t=0,a.obj.rotation.y=r.yaw+Math.PI)}else if(i.state===`boarding`){i.t+=e;let n=Math.min(1,i.t/1),s=r.localToWorld(o.door);s.y=G(s.x,s.z)+.02;let c=new R(o.local.x,o.local.y+.06-.45*(a.dims.H/1.65),o.local.z-.05),l=r.bodyToWorld(c),u=n*n*(3-2*n);a.obj.position.lerpVectors(s,l,u),a.obj.position.y+=Math.sin(n*Math.PI)*.12,a.obj.rotation.set(0,r.yaw+Math.PI*(1-u),0),a.obj.quaternion.slerp(r.body.getWorldQuaternion(new Dt),u),a.pose=n>.35?o.pose:`walk`,a.update(e,n>.35?0:.8),n>=1&&(r.body.attach(a.obj),a.obj.position.set(o.local.x,o.local.y+.06-.45*(a.dims.H/1.65),o.local.z-.05),a.obj.rotation.set(0,0,0),a.pose=o.pose,i.state=`riding`,r.passengers.push(a),t.guide.set(i.to.pos),t.toast(`Take them to ${i.to.name}.`))}else if(i.state===`riding`)a.pose=o.pose,a.update(e,0),n&&t.guide.target!==i.to.pos&&i.fare>0&&t.guide.set(i.to.pos);else if(i.state===`alighting`){i.t===0&&(t.scene.attach(a.obj),r.passengers=r.passengers.filter(e=>e!==a)),i.t+=e;let n=Math.min(1,i.t/1),s=r.bodyToWorld(new R(o.local.x,o.local.y+.06-.45*(a.dims.H/1.65),o.local.z-.05)),c=r.localToWorld(o.exit);c.y=G(c.x,c.z)+.02;let l=n*n*(3-2*n);a.obj.position.lerpVectors(s,c,l),a.obj.position.y+=Math.sin(n*Math.PI)*.08,a.obj.quaternion.copy(r.body.getWorldQuaternion(new Dt)).slerp(new Dt().setFromEuler(new mn(0,r.yaw+Math.PI*.75,0)),l),a.pose=n<.4?o.pose:`walk`,a.update(e,n<.4?0:.8),n>=1&&(a.obj.rotation.set(0,r.yaw+Math.PI*.75,0),i.state=`walkAway`,i.t=0,!i.paid&&i.fare>0&&(i.paid=!0,this.trips++,t.money(i.fare,`Tricycle fare to ${i.to.name}`),t.chime(),t.say(`Passenger`,`Salamat po! Ito po ang bayad.`,`Thanks! Here is the fare (+\u20b1${i.fare}).`,[]),setTimeout(()=>t.closeDialog(),2500),t.journal(`Tricycle trip complete: ${i.to.name} (+\u20b1${i.fare}).`)))}else if(i.state===`walkAway`){i.t+=e;let n=a.obj.position.clone().add(new R(Math.sin(a.obj.rotation.y),0,Math.cos(a.obj.rotation.y)).multiplyScalar(3));this.walkTo(a,n,e,1.2),i.t>25&&(t.scene.remove(a.obj),this.pax.splice(this.pax.indexOf(i),1))}}}walkTo(e,t,n,r){let i=t.x-e.obj.position.x,a=t.z-e.obj.position.z,o=Math.hypot(i,a);if(o<.05)return o;let s=Math.min(r*n,o),c=e.obj.position.x+i/o*s,l=e.obj.position.z+a/o*s,u=Eu(c,l,.28,e.obj.position.y,1.6,.36,this.trike);return c=u.x,l=u.z,e.obj.position.set(c,G(c,l)+.02,l),e.obj.rotation.y=Math.atan2(i,a),e.pose=`walk`,e.update(n,r),o}serialize(){let e=this.aboard[0]||this.pax.find(e=>e.state===`alighting`);return{trips:this.trips,rider:e?{to:e.to.id,fare:e.fare,seed:e.h.look.seed}:null}}restore(e){if(!e||(this.trips=e.trips||0,!e.rider))return;let t=this.stops.find(t=>t.id===e.rider.to);if(!t)return;let n=new gf(_f(e.rider.seed)),r=this.trike.seats[this.paxSeat];this.trike.body.add(n.obj),n.obj.position.set(r.local.x,r.local.y+.06-.45*(n.dims.H/1.65),r.local.z-.05),n.pose=r.pose,this.trike.passengers.push(n),this.pax.push({id:`pax-restored`,h:n,state:`riding`,from:this.stops[0],to:t,fare:e.rider.fare,t:0,paid:!1,seat:this.paxSeat,path:[]})}},$m=(e,t=``,n=``)=>{let r=document.createElement(e);return t&&(r.className=t),n&&(r.innerHTML=n),r},eh=class{root;hud;prompt;btns={};dialog;toastEl;panel;mini;tracker;sub;mapImg;journalLines=[];dialogOpen=!1;dialogOpts=[];hooks;paused=!1;input;loading;constructor(e,t){this.root=e,this.input=t,this.hud=$m(`div`,`bz-hud`),e.appendChild(this.hud),this.tracker=$m(`div`,`bz-tracker`),e.appendChild(this.tracker),this.prompt=$m(`div`,`bz-prompt`),e.appendChild(this.prompt),this.toastEl=$m(`div`,`bz-toast`),e.appendChild(this.toastEl),this.sub=$m(`div`,`bz-sub`),e.appendChild(this.sub),this.dialog=$m(`div`,`bz-dialog bz-ui-block`),this.dialog.style.display=`none`,e.appendChild(this.dialog),this.panel=$m(`div`,`bz-panel bz-ui-block`),this.panel.style.display=`none`,e.appendChild(this.panel),this.loading=$m(`div`,`bz-loading`,`<div class="bz-title">Bansud: A Living Town</div><div class="bz-lp">Loading the town…</div>`),e.appendChild(this.loading);let n=(n,r,i,a=``)=>{let o=$m(`button`,`bz-btn `+a,r);return o.dataset.id=n,e.appendChild(o),t.bindButton(o,n,i),this.btns[n]=o,o};n(`interact`,`Use`,!1,`bz-b-interact`),n(`sprint`,`Run`,!1,`bz-b-sprint`),n(`jump`,`Jump`,!1,`bz-b-jump`),n(`camera`,`View`,!1,`bz-b-cam`),n(`map`,`Map`,!1,`bz-b-map`),n(`gas`,`Gas`,!0,`bz-b-gas`),n(`brake`,`Brake`,!0,`bz-b-brake`),n(`horn`,`Horn`,!0,`bz-b-horn`),n(`exit`,`Exit`,!1,`bz-b-exit`),n(`left`,`◀`,!0,`bz-b-left`),n(`right`,`▶`,!0,`bz-b-right`),n(`pause`,`☰`,!1,`bz-b-pause`),n(`up`,`▲`,!0,`bz-b-up`),n(`down`,`▼`,!0,`bz-b-down`),n(`light`,`🔦`,!1,`bz-b-light`),this.mini=document.createElement(`canvas`),this.mini.className=`bz-mini`,this.mini.width=180,this.mini.height=180,e.appendChild(this.mini),this.mapImg=this.renderMapBase(2048),window.addEventListener(`keydown`,e=>{if(!this.dialogOpen)return;let t=parseInt(e.key);t>=1&&t<=this.dialogOpts.length&&(e.preventDefault(),this.dialogOpts[t-1].act())})}setMode(e,t=!1){for(let t of[`gas`,`brake`,`horn`,`exit`,`left`,`right`])this.btns[t].style.display=e?``:`none`;for(let e of[`up`,`down`])this.btns[e].style.display=t?``:`none`;this.root.classList.toggle(`bz-heli`,t),t?(this.btns.gas.textContent=`Fwd`,this.btns.brake.textContent=`Back`):(this.btns.gas.textContent=`Gas`,this.btns.brake.textContent=`Brake`),this.btns.sprint.style.display=e?`none`:``,this.btns.jump.style.display=e?`none`:``,this.root.classList.toggle(`bz-driving`,e)}setLeft(e){this.root.classList.toggle(`bz-left`,e)}hideLoading(){this.loading.style.opacity=`0`,setTimeout(()=>this.loading.remove(),600)}setHud(e,t,n,r){this.hud.innerHTML=`<b>\u20b1${e}</b> <span>${t}</span>${n===null?``:` <span>${n} km/h</span>`}<div class="bz-place">${r}</div>`}setTracker(e){this.tracker.innerHTML=e,this.tracker.style.display=e?``:`none`}setPrompt(e){this.prompt.textContent=e?`${matchMedia(`(pointer: fine)`).matches?`[E] `:``}${e}`:``,this.prompt.style.display=e?``:`none`,this.btns.interact.classList.toggle(`bz-ready`,!!e)}toast(e){let t=$m(`div`,`bz-t`,e);this.toastEl.appendChild(t),setTimeout(()=>t.remove(),4200)}say(e,t,n,r=[]){this.dialogOpen=r.length>0||!0,this.dialogOpts=r,this.dialog.style.display=``,this.dialog.innerHTML=`<div class="bz-sp">${e}</div><div class="bz-tx">${t}</div>${n&&this.hooks?.settings.subtitles!==!1?`<div class="bz-en">${n}</div>`:``}<div class="bz-opts"></div>`;let i=this.dialog.querySelector(`.bz-opts`);r.forEach((e,t)=>{let n=$m(`button`,`bz-opt`,`<small>${t+1}</small> ${e.label}`);n.onclick=t=>{t.stopPropagation(),e.act()},i.appendChild(n)}),r.length||(this.dialogOpts=[])}closeDialog(){this.dialogOpen=!1,this.dialogOpts=[],this.dialog.style.display=`none`}journal(e){this.journalLines.unshift(e),this.journalLines.length>40&&this.journalLines.pop()}renderMapBase(e){let t=document.createElement(`canvas`);t.width=e,t.height=Math.round(e*.5);let n=t.getContext(`2d`),[r,i,a,o]=Hl.bounds,s=t.width/(a-r),c=t.height/(o-i),l=(e,t)=>[(e-r)*s,(o-t)*c];n.fillStyle=`#2f6f8f`,n.fillRect(0,0,t.width,t.height),n.fillStyle=`#7fa36a`;{let e=performance.now();for(let e=0;e<t.height;e+=4)for(let i=0;i<t.width;i+=4){let t=r+(i+2)/s,a=o-(e+2)/c;(t<2900||Xl(t,-a)>0)&&n.fillRect(i,e,4,4)}window.__mapMs=Math.round(performance.now()-e)}n.fillStyle=`rgba(210,190,150,0.6)`;for(let e of Hl.buildings)n.beginPath(),e.poly.forEach((e,t)=>{let r=l(e[0],e[1]);t?n.lineTo(r[0],r[1]):n.moveTo(r[0],r[1])}),n.fill();n.fillStyle=`#4a90c2`;for(let e of Hl.areas)e.kind===`natural:water`&&(n.beginPath(),e.poly.forEach((e,t)=>{let r=l(e[0],e[1]);t?n.lineTo(r[0],r[1]):n.moveTo(r[0],r[1])}),n.fill());for(let e of Hl.edges)n.strokeStyle=e.cls===`trunk`?`#f3d27a`:e.cls===`tertiary`?`#ffffff`:`#e6e1d6`,n.lineWidth=Math.max(1,e.w*s*1.4),n.beginPath(),e.pts.forEach((e,t)=>{let r=l(e[0],e[1]);t?n.lineTo(r[0],r[1]):n.moveTo(r[0],r[1])}),n.stroke();return n.strokeStyle=`rgba(255,255,255,0.6)`,n.setLineDash([6,4]),n.beginPath(),Hl.play.forEach((e,t)=>{let r=l(e[0],e[1]);t?n.lineTo(r[0],r[1]):n.moveTo(r[0],r[1])}),n.closePath(),n.stroke(),n.setLineDash([]),t}mapXY(e,t,n){let[r,i,a,o]=Hl.bounds;return[(e-r)/(a-r)*n.width,(o+t)/(o-i)*n.height]}miniT=0;drawMini(e,t,n,r,i){let a=this.mini,o=a.getContext(`2d`),s=this.mapImg,[c,l]=this.mapXY(e,t,s),u=r?i.length>1?i.slice(1).reduce((e,t,n)=>e+Math.hypot(t.x-i[n].x,t.z-i[n].z),0):Math.hypot(r.x-e,r.z-t):1e9,d=(u<120?4.4:u<350?3.3:2.4)/2;if(this.miniT+=.2,o.save(),o.clearRect(0,0,a.width,a.height),o.beginPath(),o.arc(90,90,88,0,7),o.clip(),o.fillStyle=`#2f6f8f`,o.fillRect(0,0,180,180),o.translate(90,90),o.scale(d,d),o.translate(-c,-l),o.imageSmoothingEnabled=!0,o.drawImage(s,0,0),i.length&&(o.strokeStyle=`#33d6ff`,o.lineWidth=4.5/d,o.lineJoin=`round`,o.beginPath(),i.forEach((e,t)=>{let n=this.mapXY(e.x,e.z,s);t?o.lineTo(n[0],n[1]):o.moveTo(n[0],n[1])}),o.stroke()),o.restore(),r){let n=this.mapXY(r.x,r.z,s),a=90+(n[0]-c)*d,f=90+(n[1]-l)*d;if(Math.hypot(a-90,f-90)<78){let e=6+this.miniT*2%1*9;o.strokeStyle=`rgba(255,207,51,`+(1-this.miniT*2%1).toFixed(2)+`)`,o.lineWidth=2,o.beginPath(),o.arc(a,f,e,0,7),o.stroke(),o.fillStyle=`#ffcf33`,o.strokeStyle=`#3a2a00`,o.lineWidth=1.5,o.beginPath(),o.moveTo(a,f),o.arc(a,f-11,6,Math.PI*.8,Math.PI*2.2),o.closePath(),o.fill(),o.stroke(),o.fillStyle=`#3a2a00`,o.beginPath(),o.arc(a,f-11,2.2,0,7),o.fill()}else{let n=i.find(n=>Math.hypot(n.x-e,n.z-t)>24)||r,a=this.mapXY(n.x,n.z,s),d=Math.atan2(a[1]-l,a[0]-c),f=90+Math.cos(d)*74,p=90+Math.sin(d)*74;o.save(),o.translate(f,p),o.rotate(d+Math.PI/2),o.fillStyle=`#ffcf33`,o.strokeStyle=`#3a2a00`,o.lineWidth=1.5,o.beginPath(),o.moveTo(0,-9),o.lineTo(7,5),o.lineTo(-7,5),o.closePath(),o.fill(),o.stroke(),o.restore();let m=u>=1e3?(u/1e3).toFixed(1)+` km`:Math.round(u)+` m`,h=90+Math.cos(d)*54,g=90+Math.sin(d)*54;o.font=`bold 11px 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class="bz-close">✕</button>`+e,this.panel.style.display=``,this.panel.scrollTop=0,this.panel.querySelector(`.bz-close`).onclick=()=>this.hooks.resume(),this.paused=!0,this.input.releaseAll(),document.pointerLockElement&&document.exitPointerLock()}close(){this.panel.style.display=`none`,this.paused=!1}bind(e,t){this.panel.querySelectorAll(e).forEach(e=>e.onclick=e=>{e.stopPropagation(),t()})}showMap(e,t,n,r=[]){this.open(`<h2>Map of Bansud (from OpenStreetMap geometry)</h2><div class="bz-mapwrap"><canvas class="bz-bigmap"></canvas></div><div class="bz-legend">Yellow: Calapan South Road (national). White: Bansud Port Road. Blue: street route. Dashed: play area. Gold dot: current objective.</div>`);let i=this.panel.querySelector(`.bz-bigmap`);i.width=this.mapImg.width,i.height=this.mapImg.height;let a=i.getContext(`2d`);a.drawImage(this.mapImg,0,0),r.length>1&&(a.strokeStyle=`#12a8d3`,a.lineWidth=9,a.lineJoin=`round`,a.beginPath(),r.forEach((e,t)=>{let n=this.mapXY(e.x,e.z,i);t?a.lineTo(n[0],n[1]):a.moveTo(n[0],n[1])}),a.stroke()),a.font=`bold 13px system-ui`;for(let e of Df){let t=this.mapXY(e.x,e.z,i);a.fillStyle=`#111`,a.beginPath(),a.arc(t[0],t[1],3,0,7),a.fill(),a.fillStyle=`#fff`,a.strokeStyle=`#000`,a.lineWidth=3,a.strokeText(e.name,t[0]+5,t[1]-4),a.fillText(e.name,t[0]+5,t[1]-4)}let o=this.mapXY(e,t,i);if(a.fillStyle=`#ff4d4d`,a.beginPath(),a.arc(o[0],o[1],7,0,7),a.fill(),n){let e=this.mapXY(n.x,n.z,i);a.fillStyle=`#ffcf33`,a.beginPath(),a.arc(e[0],e[1],7,0,7),a.fill()}}showJournal(e){this.open(`<h2>Journal</h2>${e}<h3>Log</h3><ul class="bz-log">${this.journalLines.map(e=>`<li>${e}</li>`).join(``)||`<li>Nothing yet.</li>`}</ul>`),this.bind(`[data-track]`,()=>{}),this.panel.querySelectorAll(`[data-track]`).forEach(e=>e.onclick=()=>{let t=e.dataset.track;this.hooks.track(t===`none`?null:t),this.hooks.resume()}),this.bind(`[data-cancel]`,()=>{this.hooks.cancelRide(),this.hooks.resume()})}};async function th(){let e=await fetch(`asset-manifest.json`,{cache:`no-store`});if(!e.ok)throw Error(`manifest unavailable`);return e.json()}async function nh(){if(`serviceWorker`in navigator&&location.protocol!==`file:`)try{await navigator.serviceWorker.register(`sw.js`,{scope:`./`})}catch(e){console.warn(`SW registration failed`,e)}}async function rh(){if(!(`caches`in window)||!(`serviceWorker`in navigator))return{ready:!1,html:`This browser does not support offline caching here (needs HTTPS or localhost).`};let e=null;try{e=await th()}catch{}let t=(await caches.keys()).find(e=>e.startsWith(`bansud-`)&&!e.includes(`staging`)),n=``;try{let e=await navigator.storage.estimate();n=` Storage used by this site: ${((e.usage||0)/1048576).toFixed(1)} MB of ${((e.quota||0)/1048576).toFixed(0)} MB allowed.`}catch{}let r=!1;try{r=await navigator.storage.persisted()}catch{}if(!e)return{ready:!!t,html:t?`<b>Offline ready</b> (${t}). You are offline or the manifest could not be refreshed.${n}`:`Cannot reach the game files to check.`};if(t===`bansud-`+e.version){let i=await(await caches.open(t)).keys(),a=i.length>=e.files.length;return{ready:a,html:a?`<b>Offline ready</b> - ${e.files.length} files, ${(e.total/1048576).toFixed(1)} MB, version ${e.version}. Full map, all three missions, characters, vehicles, textures (generated in code) and sound (synthesised) are included.${r?` Storage is marked persistent.`:` Storage is not marked persistent, so the browser may evict it.`}${n}`:`Partial copy (${i.length}/${e.files.length}). Tap Download to finish.`}}return{ready:!1,html:`Not downloaded yet. Pack size: ${(e.total/1048576).toFixed(1)} MB (${e.files.length} files), version ${e.version}.${t?` An older version is cached and will be replaced.`:``}${n}`}}async function ih(e){let t=await th(),n=`bansud-staging-`+t.version,r=await caches.open(n),i=0,a=0;try{await navigator.storage.persist()}catch{}for(let n of t.files){if(await r.match(n.path)){i++,a+=n.size,e(i,t.files.length,a);continue}let o=!1;for(let e=0;e<3&&!o;e++)try{let e=await fetch(n.path,{cache:`reload`});if(!e.ok)throw Error(e.status+``);let t=await e.clone().arrayBuffer();if(n.size&&t.byteLength!==n.size)throw Error(`size mismatch `+n.path);await r.put(n.path,e),o=!0}catch(t){if(e===2)throw t}i++,a+=n.size,e(i,t.files.length,a)}let o=await r.keys();if(o.length<t.files.length)throw Error(`verification failed`);let s=await caches.open(`bansud-`+t.version);for(let e of o){let t=await r.match(e);t&&await s.put(e,t)}await caches.delete(n);for(let e of await caches.keys())e.startsWith(`bansud-`)&&e!==`bansud-`+t.version&&await caches.delete(e)}async function ah(){for(let e of await caches.keys())e.startsWith(`bansud-`)&&await caches.delete(e)}function oh(e){e.open(`<h2>Paused</h2><div class="bz-menu">
  <button data-a="resume">Resume</button><button data-a="journal">Journal &amp; missions</button><button data-a="map">Map</button>
  <button data-a="save">Save now</button><button data-a="load">Load last save</button><button data-a="export">Export save file</button><button data-a="import">Import save file</button>
  <button data-a="exportText">Save text backup</button><button data-a="importText">Import save text</button><button data-a="teleport">Teleport…</button><button data-a="recover">Unstick me (move to a safe spot)</button><button data-a="settings">Settings</button><button data-a="controls">Controls</button>
  <button data-a="offline">Download for offline play</button><button data-a="about">About this reconstruction</button><button data-a="new">New game</button></div><p class="bz-note">${fp?`Progress saves in this browser. Export a save file as a backup.`:`Persistent storage is unavailable. Save and autosave last only in this tab; use Save text backup before closing, then Import save text next time.`}</p>`);let t=e.hooks,n={exportText:()=>t.exportText(),importText:()=>t.importText(),resume:t.resume,save:()=>{let n=t.save();e.toast(n?fp?`Saved in this browser.`:`Saved in this tab only. Use Save text backup before closing.`:`Save failed. Export a save file now.`),fp||(e.panel.querySelector(`.bz-note`).textContent=`Persistent storage is unavailable. Save and autosave last only in this tab; use Save text backup before closing, then Import save text next time.`)},load:t.load,export:t.exportSave,import:t.importSave,recover:()=>{t.recover(),t.resume()},settings:()=>sh(e),controls:()=>ch(e,!1),offline:()=>uh(e),about:()=>lh(e),new:()=>{confirm(`Start a new game? Your current save is replaced on the next save.`)&&t.newGame()},journal:()=>e.openJournal?.(),teleport:()=>t.openTeleport?.(),map:()=>e.openMap?.()};e.panel.querySelectorAll(`[data-a]`).forEach(e=>e.onclick=t=>{t.stopPropagation(),n[e.dataset.a]()})}function sh(e){let t=e.hooks.settings,n=(e,t,n)=>`<label class="bz-row"><span>${t}</span>${n}</label>`,r=(e,n,r,i)=>`<input type="range" data-k="${e}" min="${n}" max="${r}" step="${i}" value="${t[e]}">`,i=e=>`<input type="checkbox" data-k="${e}" ${t[e]?`checked`:``}>`;e.open(`<h2>Settings</h2>
  ${n(`quality`,`Graphics preset`,`<select data-k="quality">${[`low`,`medium`,`high`].map(e=>`<option ${t.quality===e?`selected`:``}>${e}</option>`).join(``)}</select>`)}
  ${n(`sens`,`Look sensitivity`,r(`sens`,.3,2.5,.1))}${n(`volume`,`Effects volume`,r(`volume`,0,1,.05))}${n(`ambience`,`Ambient town / water volume`,r(`ambience`,0,1,.05))}${n(`engineVolume`,`Engine volume`,r(`engineVolume`,0,1,.05))}${n(`mute`,`Mute all`,i(`mute`))}${n(`headBob`,`Head bob (first person)`,r(`headBob`,0,1,.1))}
  ${n(`leftHanded`,`Left-handed layout (joystick on right)`,i(`leftHanded`))}${n(`reducedMotion`,`Reduced motion (no camera shake / sway)`,i(`reducedMotion`))}
  ${n(`subtitles`,`English subtitles for Tagalog lines`,i(`subtitles`))}${n(`guidance`,`Route guidance on roads`,i(`guidance`))}${n(`comfort`,`Comfort mode (traffic always stops for you; no knockdowns)`,i(`comfort`))}
  ${n(`highContrast`,`High-contrast UI`,i(`highContrast`))}${n(`showFps`,`Show FPS counter`,i(`showFps`))}
  <p class="bz-note">Quality changes apply on reload. The soundtrack is synthesized ambience, engines and effects; there is no music track.</p>`),e.panel.querySelectorAll(`[data-k]`).forEach(t=>{let n=t;n.oninput=n.onchange=()=>{let t=n.dataset.k,r=n.type===`checkbox`?n.checked:n.type===`range`?parseFloat(n.value):n.value;e.hooks.setSetting(t,r)}})}function ch(e,t){e.open(`<h2>${t?`Welcome to Bansud`:`Controls`}</h2>${t?`<p>You start at the Plaza de Bansud in Poblacion, Oriental Mindoro. Talk to people, borrow the tricycle, and explore the real road network from the plaza to the Proper Bansud waterfront (about 4.6 km by road).</p><p>Three jobs are waiting: <b>Liza</b> near the plaza wants street food, <b>Aling Cora</b> at the public market needs fish from the pier, the <b>tricycle</b> by the terminal can pick up passengers, and <b>Mang Ben</b> at the pier lends his bangka to anyone who can catch him a fish.</p>`:``}
  ${t?`<button class="bz-go" data-a="go">Start playing</button><p class="bz-note">Controls are below and always available from the pause menu.</p>`:``}
  <div class="bz-cols"><div><h3>Phone</h3><ul><li>Left thumb: drag to walk (or steer + gas/brake when driving)</li><li>Right side: drag to look</li><li>Use: talk / enter vehicle / pick up</li><li>Jump (hop small bumps, kerbs and the pier ramp side) \u00b7 Run (tap to lock/unlock) \u00b7 View switches chase/forward camera \u00b7 Map \u00b7 \u2630 pause</li><li>Driving: Gas, Brake (hold to reverse), \u25C0 \u25B6 steer buttons (or the joystick), Horn, Exit</li><li>Helicopter: \u25B2 \u25BC climb/descend, Fwd/Back, \u25C0 \u25B6 turn; land before Exit (roofs work too)</li><li>Sea: walk in to swim; climb out on the beach or the steps at the pier head. Mang Ben's bangka is moored by those steps: Gas/Brake + \u25C0 \u25B6, Use to cast and reel</li><li>Tour mode: a passing tricycle sometimes pulls up beside you - Use to choose a destination and ride in the sidecar; Use again to say "Para po!" and hop off</li><li>Pick Up Shop (Bansud Port Road, a block from the highway): change outfits</li><li>\u{1F526} flashlight \u00b7 \u2630 \u2192 Teleport\u2026 (also sets day/night)</li></ul></div>
  <div><h3>Mac</h3><ul><li>WASD / arrows: move or drive</li><li>Mouse: click the game to capture the mouse (Esc to release), or hold and drag to look</li><li>E or F: use \u00b7 Shift: run \u00b7 Space: jump on foot, brake when driving \u00b7 S: brake/reverse \u00b7 H: horn</li><li>Helicopter: Space climb \u00b7 Shift descend \u00b7 W/S forward/back \u00b7 A/D turn</li><li>Tour mode: when a tricycle pulls up beside you, E/F to hop in, E/F again to hop off</li><li>L: flashlight \u00b7 T: teleport menu</li><li>Q: exit vehicle \u00b7 V/C: camera \u00b7 M/Tab: map \u00b7 J: journal \u00b7 P/Esc: pause \u00b7 R: unstick \u00b7 1-4: dialogue choices</li></ul></div></div>
  <button class="bz-go" data-a="go">${t?`Start playing`:`Back`}</button>${t?`<p class="bz-note">Prices, fares and all characters are fictional gameplay values. See "About this reconstruction" in the pause menu for what is real and what is approximate.</p>`:``}`),e.panel.querySelectorAll(`[data-a=go]`).forEach(t=>t.onclick=t=>{t.stopPropagation(),e.hooks.resume()})}function lh(e){let t=e=>Object.entries(e).map(([e,t])=>`${e}: <b>${t}</b>`).join(` · `);e.open(`<h2>About this reconstruction</h2>
  <p>This is a game reconstruction of central Bansud (Poblacion) and the Proper Bansud waterfront, Oriental Mindoro, Philippines. Real positions come from open data; many forms and every character are invented. It is not a survey and it is not a guide to real businesses or prices.</p>
  <h3>Data used</h3><ul>${Hl.meta.sources.map(e=>`<li>${e}</li>`).join(``)}</ul>
  <p>Scale: 1 game metre = 1 real metre. Plaza to pier by road: about ${(Hl.meta.plazaToPier_road_m/1e3).toFixed(1)} km. Play area: about ${(Hl.meta.playArea_m2/1e6).toFixed(1)} km\u00b2. Reference date of the map data: ${Hl.meta.referenceDate}.</p>
  <h3>Places and confidence</h3><p>VERIFIED = position/footprint from OSM or an official source. APPROXIMATE = based on data or photos but shape/alignment estimated. FICTIONALIZED = invented for gameplay.</p>
  <ul class="bz-poi">${Hl.pois.map(e=>`<li><b>${e.name}</b><br>${t(e.conf)}<br><small>${e.src||``}</small></li>`).join(``)}</ul>
  <h3>Invented for the game</h3><ul><li>The extra plaza food stalls and vendors are fictionalized for play; they do not claim to map current real vendors.</li><li>All people and their names (Aling Cora, Mang Ben, Ate Myrna, Liza, passengers).</li><li>Dela Paz Apartments and unit 2B - not a real building or household.</li><li>Ate Myrna's food cart, the TODA terminal shed placement, the market interior and stalls (market exterior modeled from 2026 construction photos; current finished details unverified; interior layout invented).</li><li>Coffee Break's deck, menu, table service and prices are approximate or invented for play; the parish facade follows public photos but its dimensions and details are not surveyed.</li><li>The tuk-tuk is a fictional loan vehicle. Motorcycle-sidecar tricycles are the normal local transport.</li><li>Generated filler houses and trees follow ESA WorldCover land cover but individual buildings outside OSM are invented.</li><li>Rewards, fares and food prices are gameplay values, not real quotations.</li></ul>
  <p>Map data \u00a9 OpenStreetMap contributors, ODbL. No photos or proprietary imagery are shipped in the game; textures are generated in code.</p>`)}async function uh(e){let t=!1;try{t=!(`caches`in window)||!window.caches||!(`serviceWorker`in navigator)||!navigator.serviceWorker}catch{t=!0}if(window.__BANSUD_SINGLE){e.open(`<h2>Offline play</h2><p><b>You are already offline-ready.</b> This is the single-file copy of the game: the whole town, missions, vehicles, textures (generated in code) and sound (synthesised) live inside this one file. No download or internet needed.</p><p class="bz-note">Progress saves in this browser. Keep the file somewhere safe (Documents, iCloud Drive).</p>`);return}if(t||location.protocol===`file:`){e.open(`<h2>Offline play</h2><p><b>Offline download can't work in this window.</b> ${location.protocol===`file:`?`The game was opened as a local file, where browsers do not allow offline caches.`:`This copy runs inside a viewer that loads games in a locked-down frame with browser storage switched off, so there is nowhere to store an offline copy (and progress is kept only until you close the tab).`}</p>
  <p><b>What works instead:</b></p><ul><li><b>Once the game has loaded it needs no internet.</b> Everything is generated in code, so you can keep playing with no signal as long as the tab stays open.</li><li><b>Real offline copy:</b> use <b>Bansud-Offline.html</b> from the ZIP download. It is one file: double-click it on a Mac (opens in your browser, no install, no internet). Progress saves there.</li><li><b>Mac, full version:</b> double-click <b>Play Bansud.app</b> (or <b>Play Bansud.command</b>) in the ZIP.</li></ul>`);return}e.open(`<h2>Download for offline play</h2><div class="bz-off">Checking…</div><div class="bz-bar"><div></div></div><div class="bz-menu"><button data-o="dl">Download / verify</button><button data-o="clear">Clear offline copy (keeps saves)</button></div>
  <p class="bz-note">On iPhone: open the game in Safari, tap Download, wait for "Offline ready", then Share → Add to Home Screen. Launch from the Home Screen icon. Browsers can evict stored data when space runs low, so check this panel before a trip.</p>`);let n=e.panel.querySelector(`.bz-off`),r=e.panel.querySelector(`.bz-bar div`),i=async()=>{let e=await rh();n.innerHTML=e.html,r.style.width=(e.ready?100:0)+`%`};await i(),e.panel.querySelector(`[data-o=dl]`).onclick=async e=>{e.stopPropagation();try{await ih((e,t,i)=>{r.style.width=(100*e/t).toFixed(0)+`%`,n.textContent=`Downloading ${e}/${t} files (${(i/1048576).toFixed(1)} MB)\u2026`}),await i()}catch(e){n.innerHTML=`Download failed: ${e.message}. <b>Tap Download again to retry</b> - finished files are kept.`}},e.panel.querySelector(`[data-o=clear]`).onclick=async e=>{e.stopPropagation(),await ah(),await i()}}function dh(e,t){e.open(`<h2>Teleport</h2><div class="bz-menu">${t.map((e,t)=>`<button data-t="${t}">${e.name}</button>`).join(``)}</div><p class="bz-note">Shortcut: T on a keyboard. If you teleport while driving, the vehicle comes with you.</p>`),e.panel.querySelectorAll(`[data-t]`).forEach(n=>n.onclick=r=>{r.stopPropagation();let i=t[+n.dataset.t];e.close();let a=i.go();e.toast(a?i.name.replace(`Set time: `,`Time set to `):`Teleported: `+i.name)})}var fh={quality:``,sens:1,volume:.8,ambience:.8,engineVolume:.8,mute:!1,headBob:.5,leftHanded:!1,reducedMotion:!1,subtitles:!0,guidance:!0,comfort:!1,highContrast:!1,showFps:!1};async function ph(e,t={}){let n={...fh};try{Object.assign(n,JSON.parse(gp.getItem(`bansud-settings`)||`{}`))}catch{}let r=/(iPhone|iPad|Android)/.test(navigator.userAgent)||navigator.maxTouchPoints>1&&/Mac/.test(navigator.userAgent),i=t.quality||n.quality||(r?`medium`:`high`);n.quality=i;let a=new zo({antialias:i!==`low`,powerPreference:`high-performance`}),o=Math.min(window.devicePixelRatio,i===`high`?2:i===`medium`?1.5:1);a.setPixelRatio(o),a.setSize(e.clientWidth,e.clientHeight),a.toneMapping=4,a.toneMappingExposure=1.12,a.outputColorSpace=Pe,a.shadowMap.enabled=i!==`low`,a.shadowMap.type=2,e.appendChild(a.domElement),a.domElement.className=`bz-canvas`;let s=document.createElement(`div`);s.className=`bz-ui`,e.appendChild(s);let c=new Nm(a.domElement,s);c.sensitivity=n.sens,c.leftHanded=n.leftHanded;let l=new eh(s,c);l.setLeft(n.leftHanded),s.classList.toggle(`bz-hc`,n.highContrast),await new Promise(e=>setTimeout(e,30));let u=new Vo,d=new Ir(62,e.clientWidth/e.clientHeight,.1,45e3);gf.camera=d;let f=rm(u,i===`high`?2048:i===`medium`?1024:0);ad(u),am(u);let p=Math.ceil((Yu-Ju)/250),m=Math.ceil((Zu-Xu)/250),h=[],g=new Map;for(let e=0;e<p;e++){h[e]=[];for(let t=0;t<m;t++){let n=id(e,t,25);u.add(n),h[e][t]=n}}kf(),Hf(u);let _=[...Pd(u),...tm(u)],v=Xp(u);Pf(u),rp(u),sp(u),up(u),dp(u);let y=gm(u,Tf,Ef);Df.push({name:`Villa BC`,x:Tf,z:Ef,kind:`home`});let b=wm(u),x=Tm(u);Df.push({name:`Bansud Bridge (closed)`,x:x.x,z:x.z,kind:`road`});let S=vm(u,Y.hall.x,Y.hall.z);Df.push({name:`Municipal Hall helipad`,x:S.x,z:S.z,kind:`civic`});let C=[];u.updateMatrixWorld(!0);let w=new Set([..._,...v].map(e=>e.obj));for(let e of u.children){if(!(e instanceof H)||w.has(e))continue;let t=new At().setFromObject(e),n=new R,r=new R;if(t.isEmpty())continue;t.getCenter(n),t.getSize(r);let i=Math.hypot(r.x,r.z)/2;i>260||C.push({obj:e,cx:n.x,cz:n.z,radius:i})}let T=new Hm;T.sfxVol=n.volume,T.ambVol=n.ambience,T.engineVol=n.engineVolume,T.setMuted(!!n.mute);let E=new Jm(u);E.enabled=n.guidance;let D=Hl.gameplay.spawn,O=new Pm(new gf({seed:7,height:1.72,build:1.05,age:`adult`,female:!1,shirt:[.15,.35,.6]}));u.add(O.body.obj),O.pos.set(D[0],G(D[0],-D[1]),-D[1]),O.yaw=Math.atan2(-(Y.monument.x-O.pos.x),-(Y.monument.z-O.pos.z));let 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cargo(e){ye=e},setCargo:e=>{ye&&ye.obj.parent?.remove(ye.obj),ye=e?{kind:e,obj:jp(e)}:null,e||(O.carrying=null),be()},npc:e=>P[e],time:()=>_e},Te=new Np(we),Ee=new Qm(we,ee),De={settings:n,resume:()=>{l.close()},save:()=>Ae(),load:()=>{let e=Sp();e.data&&je(e.data),l.close(),l.toast(e.data?`Loaded ${e.from===`backup`?`backup `:``}save.`:`No save found.`)},exportSave:()=>Cp(ke()),importSave:async()=>{try{let e=await wp();je(e);let t=xp(e);l.close(),l.toast(t?fp?`Save imported into this browser.`:`Save imported for this tab only. 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You hop off.`)},Ve=()=>{let e=fe||null,t=we.playerPos(),n=au(t.x,t.z,!1);e?e.place(n.px,n.pz,Math.atan2(n.dirx,n.dirz)):(O.pos.set(n.px+-n.dirz*(n.edge.w/2+.8),0,n.pz+n.dirx*(n.edge.w/2+.8)),O.pos.y=G(O.pos.x,O.pos.z),O.knock=0),l.toast(`Moved to the nearest road.`)};he.onHonk=e=>{e.pos.distanceTo(we.playerPos())<40&&T.horn(e.type)},he.onHitPlayer=(e,t)=>{n.comfort||(O.knock=2.4,O.knockImmune=5,O.vel.set(Math.sin(e.yaw)*t*.3,0,Math.cos(e.yaw)*t*.3),T.thud(),l.toast(`Knocked over! You get back up. 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