Move Rectangle and Point into dart:math.

samples/solar/web/solar.dart

 // Copyright (c) 2012, the Dart project authors.  Please see the AUTHORS file
 // for details. All rights reserved. Use of this source code is governed by a
 // BSD-style license that can be found in the LICENSE file.
 
 /**
  * A solar system visualization.
  */
 
 library solar;
 
@@ skipping 30 matching lines @@
 
   PlanetaryBody sun;
 
   num renderTime;
 
   SolarSystem(this.canvas);
 
   // Initialize the planets and start the simulation.
   start() {
     // Measure the canvas element.
-    Rect rect = canvas.parent.client;
+    Rectangle rect = canvas.parent.client;
     width = rect.width;
     height = rect.height;
     canvas.width = width;
 
-    // Create sun.    
+    // Create sun.
     final mercury = new PlanetaryBody(this, "orange", 0.382, 0.387, 0.241);
     final venus   = new PlanetaryBody(this, "green", 0.949, 0.723, 0.615);
     sun = new PlanetaryBody(this, "#ff2", 14.0)..addPlanet(mercury)
                                                ..addPlanet(venus);
-    
+
     final earth = new PlanetaryBody(this, "#33f", 1.0, 1.0, 1.0);
     final moon  = new PlanetaryBody(this, "gray", 0.2, 0.14, 0.075);
     final mars  = new PlanetaryBody(this, "red", 0.532, 1.524, 1.88);
     sun.addPlanet(earth..addPlanet(moon)
                        ..addPlanet(mars));
 
     addAsteroidBelt(sun, 150);
-    
+
     final f = 0.1;
     final h = 1 / 1500.0;
     final g = 1 / 72.0;
 
     final jupiter  = new PlanetaryBody(this, "gray", 4.0, 5.203, 11.86);
     final io       = new PlanetaryBody(this, "gray", 3.6*f, 421*h, 1.769*g);
     final europa   = new PlanetaryBody(this, "gray", 3.1*f, 671*h, 3.551*g);
     final ganymede = new PlanetaryBody(this, "gray", 5.3*f, 1070*h, 7.154*g);
     final callisto = new PlanetaryBody(this, "gray", 4.8*f, 1882*h, 16.689*g);
     sun.addPlanet(jupiter..addPlanet(io)
@@ skipping 116 matching lines @@
   num calculateSpeed(num period) =>
     period == 0.0 ? 0.0 : 1 / (60.0 * 24.0 * 2 * period);
 
   Point calculatePos(Point p) {
     if (orbitSpeed == 0.0) return p;
     num angle = solarSystem.renderTime * orbitSpeed;
     return new Point(orbitRadius * cos(angle) + p.x,
                      orbitRadius * sin(angle) + p.y);
   }
 }