--- a/doodle/tk/geometry.d	Thu Aug 12 22:24:28 2010 +0930
+++ b/doodle/tk/geometry.d	Thu Aug 12 22:43:42 2010 +0930
@@ -140,9 +140,9 @@
     }
 
     /*
-    static Rectangle from_arbitrary_corners(in Point corner1, in Point corner) {
-    }
-    */
+       static Rectangle from_arbitrary_corners(in Point corner1, in Point corner) {
+       }
+     */
 
     this(in Point position, in Vector size) {
         this(position.x, position.y, size.x, size.y);
@@ -236,8 +236,8 @@
     return Rectangle(r.position + displacement, r.size);
 }
 
-Rectangle reposition(in Rectangle r, in Point new_position) {
-    return Rectangle(new_position, r.size);
+Rectangle reposition(in Rectangle r, in Point newPosition) {
+    return Rectangle(newPosition, r.size);
 }
 
 Rectangle resize(in Rectangle r, in Vector new_size) {
@@ -277,7 +277,7 @@
     //
     // Influenced by http://ozviz.wasp.uwa.edu.au/~pbourke/geometry/lineline2d/
     bool computeIntersection(in Point pa1, in Point pa2, out double ua,
-                              in Point pb1, in Point pb2, out double ub) {
+                             in Point pb1, in Point pb2, out double ub) {
         double den = (pb2.y - pb1.y) * (pa2.x - pa1.x) - (pb2.x - pb1.x) * (pa2.y - pa1.y);
 
         if (abs(den) < 1e-9) {          // TODO consolidate constants used for numerical stability
@@ -287,19 +287,19 @@
         }
         else {
             // It will be safe to divide by den
-            double num_a = (pb2.x - pb1.x) * (pa1.y - pb1.y) - (pb2.y - pb1.y) * (pa1.x - pb1.x);
-            double num_b = (pa2.x - pa1.x) * (pa1.y - pb1.y) - (pa2.y - pa1.y) * (pa1.x - pb1.x);
+            double numA = (pb2.x - pb1.x) * (pa1.y - pb1.y) - (pb2.y - pb1.y) * (pa1.x - pb1.x);
+            double numB = (pa2.x - pa1.x) * (pa1.y - pb1.y) - (pa2.y - pa1.y) * (pa1.x - pb1.x);
 
-            ua = num_a / den;
-            ub = num_b / den;
+            ua = numA / den;
+            ub = numB / den;
 
             return true;
         }
     }
 
     /+
-    double compute_angle(in Point p1, in Point p2) {
-    }
+        double compute_angle(in Point p1, in Point p2) {
+        }
     +/
 }