Commits from old repo and finished 2 TODOs

README.md

@@ -1,6 +1,7 @@
 EffectLib - Manage your effects the nice way.
 =========
 
+
 You have no idea what a vector or matrix is, but you want to give your users some nice effects with particles? No problem. this library comes with a load of effects for you. It handles rotation, text-parsing, and creation of 3D objects with particles in Minecraft.
 
   - Text-Parsing

src/main/java/de/slikey/effectlib/util/ParticleEffect.java

@@ -476,7 +476,10 @@ public enum ParticleEffect {
     BUBBLE_COLUMN_UP("bubble_column_up"),
 
     /**
-     * TODO: Document me!
+     * A particle effect which is generated by conduits
+     * <ul>
+     * <li>It looks like a small blue orb with a brown center</li>
+     * </ul>
      */
     NAUTILUS("nautilus"),
 

src/main/java/de/slikey/effectlib/util/VectorUtils.java

@@ -36,20 +36,20 @@ public static final Vector rotateAroundAxisZ(Vector v, double angle) {
     }
 
     public static final Vector rotateVector(Vector v, double angleX, double angleY, double angleZ) {
-        // double x = v.getX(), y = v.getY(), z = v.getZ();
-        // double cosX = Math.cos(angleX), sinX = Math.sin(angleX), cosY =
-        // Math.cos(angleY), sinY = Math.sin(angleY), cosZ = Math.cos(angleZ),
-        // sinZ = Math.sin(angleZ);
-        // double nx, ny, nz;
-        // nx = (x * cosY + z * sinY) * (x * cosZ - y * sinZ);
-        // ny = (y * cosX - z * sinX) * (x * sinZ + y * cosZ);
-        // nz = (y * sinX + z * cosX) * (-x * sinY + z * cosY);
-        // return v.setX(nx).setY(ny).setZ(nz);
-        // Having some strange behavior up there.. Have to look in it later. TODO
-        rotateAroundAxisX(v, angleX);
-        rotateAroundAxisY(v, angleY);
-        rotateAroundAxisZ(v, angleZ);
-        return v;
+        double x = v.getX(), y = v.getY(), z = v.getZ();
+        double cosX = Math.cos(angleX), sinX = Math.sin(angleX),
+                cosY = Math.cos(angleY), sinY = Math.sin(angleY),
+                cosZ = Math.cos(angleZ), sinZ = Math.sin(angleZ);
+        double nx, ny, nz;
+        ny = y * cosX - z * sinX;
+        nz = y * sinX + z * cosX;
+        y = ny; z = nz;
+        nx = x * cosY + z * sinY;
+        nz = x * -sinY + z* cosY;
+        x = nx;
+        nx = x * cosZ - y * sinZ;
+        ny = x * sinZ + y * cosZ;
+        return v.setX(nx).setY(ny).setZ(nz);
     }
 
     /**