Updated builds.

build/three.js

@@ -32477,7 +32477,7 @@ THREE.TubeGeometry = function ( path, segments, radius, radialSegments, closed,
 		normal = normals[ i ];
 		binormal = binormals[ i ];
 
-		r = radius * taper(u);
+		r = radius * taper( u );
 
 		for ( j = 0; j < radialSegments; j ++ ) {
 
@@ -32533,12 +32533,16 @@ THREE.TubeGeometry = function ( path, segments, radius, radialSegments, closed,
 THREE.TubeGeometry.prototype = Object.create( THREE.Geometry.prototype );
 THREE.TubeGeometry.prototype.constructor = THREE.TubeGeometry;
 
-THREE.TubeGeometry.NoTaper = function(u) {
-	return u;
+THREE.TubeGeometry.NoTaper = function ( u ) {
+
+	return 1;
+
 };
 
-THREE.TubeGeometry.SinusoidalTaper = function(u) {
-	return Math.sin(Math.PI * u);
+THREE.TubeGeometry.SinusoidalTaper = function ( u ) {
+
+	return Math.sin( Math.PI * u );
+
 };
 
 // For computing of Frenet frames, exposing the tangents, normals and binormals the spline

build/three.min.js

@@ -755,7 +755,7 @@ Array(d);var t=m/c*2*e*Math.PI,s=h(t,f,e,a,g),t=h(t+.01,f,e,a,g);n.subVectors(t,
 t/d),p=new THREE.Vector2((m+1)/c,(t+1)/d),q=new THREE.Vector2(m/c,(t+1)/d),this.faces.push(new THREE.Face3(a,b,f)),this.faceVertexUvs[0].push([g,n,q]),this.faces.push(new THREE.Face3(b,e,f)),this.faceVertexUvs[0].push([n.clone(),p,q.clone()]);this.computeFaceNormals();this.computeVertexNormals()};THREE.TorusKnotGeometry.prototype=Object.create(THREE.Geometry.prototype);THREE.TorusKnotGeometry.prototype.constructor=THREE.TorusKnotGeometry;
 THREE.TubeGeometry=function(a,b,c,d,e,f){THREE.Geometry.call(this);this.type="TubeGeometry";this.parameters={path:a,segments:b,radius:c,radialSegments:d,closed:e};b=b||64;c=c||1;d=d||8;e=e||!1;f=f||THREE.TubeGeometry.NoTaper;var g=[],h,k,n=b+1,p,q,m,t,s,r=new THREE.Vector3,u,v,y;u=new THREE.TubeGeometry.FrenetFrames(a,b,e);v=u.normals;y=u.binormals;this.tangents=u.tangents;this.normals=v;this.binormals=y;for(u=0;u<n;u++)for(g[u]=[],p=u/(n-1),s=a.getPointAt(p),h=v[u],k=y[u],m=c*f(p),p=0;p<d;p++)q=
 p/d*2*Math.PI,t=-m*Math.cos(q),q=m*Math.sin(q),r.copy(s),r.x+=t*h.x+q*k.x,r.y+=t*h.y+q*k.y,r.z+=t*h.z+q*k.z,g[u][p]=this.vertices.push(new THREE.Vector3(r.x,r.y,r.z))-1;for(u=0;u<b;u++)for(p=0;p<d;p++)f=e?(u+1)%b:u+1,n=(p+1)%d,a=g[u][p],c=g[f][p],f=g[f][n],n=g[u][n],r=new THREE.Vector2(u/b,p/d),v=new THREE.Vector2((u+1)/b,p/d),y=new THREE.Vector2((u+1)/b,(p+1)/d),h=new THREE.Vector2(u/b,(p+1)/d),this.faces.push(new THREE.Face3(a,c,n)),this.faceVertexUvs[0].push([r,v,h]),this.faces.push(new THREE.Face3(c,
-f,n)),this.faceVertexUvs[0].push([v.clone(),y,h.clone()]);this.computeFaceNormals();this.computeVertexNormals()};THREE.TubeGeometry.prototype=Object.create(THREE.Geometry.prototype);THREE.TubeGeometry.prototype.constructor=THREE.TubeGeometry;THREE.TubeGeometry.NoTaper=function(a){return a};THREE.TubeGeometry.SinusoidalTaper=function(a){return Math.sin(Math.PI*a)};
+f,n)),this.faceVertexUvs[0].push([v.clone(),y,h.clone()]);this.computeFaceNormals();this.computeVertexNormals()};THREE.TubeGeometry.prototype=Object.create(THREE.Geometry.prototype);THREE.TubeGeometry.prototype.constructor=THREE.TubeGeometry;THREE.TubeGeometry.NoTaper=function(a){return 1};THREE.TubeGeometry.SinusoidalTaper=function(a){return Math.sin(Math.PI*a)};
 THREE.TubeGeometry.FrenetFrames=function(a,b,c){new THREE.Vector3;var d=new THREE.Vector3;new THREE.Vector3;var e=[],f=[],g=[],h=new THREE.Vector3,k=new THREE.Matrix4;b+=1;var n,p,q;this.tangents=e;this.normals=f;this.binormals=g;for(n=0;n<b;n++)p=n/(b-1),e[n]=a.getTangentAt(p),e[n].normalize();f[0]=new THREE.Vector3;g[0]=new THREE.Vector3;a=Number.MAX_VALUE;n=Math.abs(e[0].x);p=Math.abs(e[0].y);q=Math.abs(e[0].z);n<=a&&(a=n,d.set(1,0,0));p<=a&&(a=p,d.set(0,1,0));q<=a&&d.set(0,0,1);h.crossVectors(e[0],
 d).normalize();f[0].crossVectors(e[0],h);g[0].crossVectors(e[0],f[0]);for(n=1;n<b;n++)f[n]=f[n-1].clone(),g[n]=g[n-1].clone(),h.crossVectors(e[n-1],e[n]),1E-4<h.length()&&(h.normalize(),d=Math.acos(THREE.Math.clamp(e[n-1].dot(e[n]),-1,1)),f[n].applyMatrix4(k.makeRotationAxis(h,d))),g[n].crossVectors(e[n],f[n]);if(c)for(d=Math.acos(THREE.Math.clamp(f[0].dot(f[b-1]),-1,1)),d/=b-1,0<e[0].dot(h.crossVectors(f[0],f[b-1]))&&(d=-d),n=1;n<b;n++)f[n].applyMatrix4(k.makeRotationAxis(e[n],d*n)),g[n].crossVectors(e[n],
 f[n])};