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	Stronger tests for combinatoric relationships.
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		|  | @ -285,11 +285,15 @@ def test_combinatorics(self): | |||
|             perm = list(permutations(s, r)) | ||||
|             comb = list(combinations(s, r)) | ||||
| 
 | ||||
|             self.assertEquals(len(prod), len(s)**r) | ||||
|             self.assertEquals(prod, sorted(set(prod)))                      # prod in lexicographic order without repeats | ||||
|             self.assertEquals(cwr, [t for t in prod if sorted(t)==list(t)]) # cwr: prods which are sorted | ||||
|             self.assertEquals(perm, [t for t in prod if len(set(t))==r])    # perm: prods with no dups | ||||
|             self.assertEqual(comb, [t for t in perm if sorted(t)==list(t)]) # comb: perms that are sorted | ||||
|             self.assertEqual(comb, [t for t in cwr if len(set(t))==r])      # comb: cwrs without dups | ||||
|             self.assertEqual(set(comb), set(cwr) & set(perm))               # comb: both a cwr and a perm | ||||
|             self.assertEqual(comb, list(filter(set(cwr).__contains__, perm)))     # comb: perm that is a cwr | ||||
|             self.assertEqual(comb, list(filter(set(perm).__contains__, cwr)))     # comb: cwr that is a perm | ||||
|             self.assertEqual(comb, sorted(set(cwr) & set(perm)))            # comb: both a cwr and a perm | ||||
| 
 | ||||
|     def test_compress(self): | ||||
|         self.assertEqual(list(compress('ABCDEF', [1,0,1,0,1,1])), list('ACEF')) | ||||
|  |  | |||
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	 Raymond Hettinger
						Raymond Hettinger