Format all tests.

tests/language_strong/modulo_test.dart

 // Copyright (c) 2013, 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.
 // Dart test optimization of modulo operator on Smi.
 // VMOptions=--optimization-counter-threshold=10 --no-use-osr
 
 import "package:expect/expect.dart";
 
-
 main() {
   // Prime IC cache.
   noDom(1);
   noDom(-1);
   for (int i = -30; i < 30; i++) {
     Expect.equals(i % 256, foo(i));
     Expect.equals(i % -256, boo(i));
     Expect.throws(() => hoo(i), (e) => e is IntegerDivisionByZeroException);
-    
+
     Expect.equals(i ~/ 254 + i % 254, fooTwo(i));
     Expect.equals(i ~/ -254 + i % -254, booTwo(i));
     Expect.throws(() => hooTwo(i), (e) => e is IntegerDivisionByZeroException);
     if (i > 0) {
       Expect.equals(i % 10, noDom(i));
     } else {
       Expect.equals(i ~/ 10, noDom(i));
     }
     Expect.equals((i ~/ 10) + (i % 10) + (i % 10), threeOp(i));
     Expect.equals((i ~/ 10) + (i ~/ 12) + (i % 10) + (i % 12), fourOp(i));
-    
+
     // Zero test is done outside the loop.
     if (i < 0) {
       Expect.equals(i % -i, foo2(i));
       Expect.equals(i ~/ -i + i % -i, fooTwo2(i));
     } else if (i > 0) {
       Expect.equals(i % i, foo2(i));
       Expect.equals(i ~/ i + i % i, fooTwo2(i));
     }
   }
   Expect.throws(() => foo2(0), (e) => e is IntegerDivisionByZeroException);
   Expect.throws(() => fooTwo2(0), (e) => e is IntegerDivisionByZeroException);
 }
 
-foo(i) => i % 256;  // This will get optimized to AND instruction.
+foo(i) => i % 256; // This will get optimized to AND instruction.
 boo(i) => i % -256;
 hoo(i) => i % 0;
 
 fooTwo(i) => i ~/ 254 + i % 254;
 booTwo(i) => i ~/ -254 + i % -254;
 hooTwo(i) => i ~/ 0 + i % 0;
 
 noDom(a) {
   var x;
   if (a > 0) {
     x = a % 10;
   } else {
     x = a ~/ 10;
   }
   return x;
 }
 
 threeOp(a) {
   var x = a ~/ 10;
   var y = a % 10;
   var z = a % 10;
   return x + y + z;
 }
 
-
 fourOp(a) {
   var x0 = a ~/ 10;
   var x1 = a ~/ 12;
-  var y0 = a % 10; 
+  var y0 = a % 10;
   var y1 = a % 12;
   return x0 + x1 + y0 + y1;
 }
 
 foo2(i) {
-  // Make sure x has a range computed. 
+  // Make sure x has a range computed.
   var x = 0;
   if (i < 0) {
     x = -i;
   } else {
     x = i;
   }
   return i % x;
 }
 
-
 fooTwo2(i) {
-  // Make sure x has a range computed. 
+  // Make sure x has a range computed.
   var x = 0;
   if (i < 0) {
     x = -i;
   } else {
     x = i;
   }
   return i ~/ x + i % x;
 }