Tests angepasst

sandbox/test_ohno.py

@@ -1,17 +1,15 @@
 import unittest
-import ohno
+
+from sandbox import ohno
 
 
 class test_ohno(unittest.TestCase):
     def test_simple(self):
         board = ohno.Board(4)
-        board.set_initial([[-1, -1, -1, -1],
-                           [-1, -1, -1, -1],
-                           [-1, -1, -1, -1],
-                           [-1, -1, -1, -1]])
+        board.set_initial([[-1, -1, -1, -1], [-1, -1, -1, -1], [-1, -1, -1, -1], [-1, -1, -1, -1]])
         solved = board.solve()
         self.assertEqual(len(solved), 1)
 
 
-if __name__ == '__main__':
+if __name__ == "__main__":
     unittest.main()

sandbox/test_relationship.py

@@ -1,164 +1,160 @@
-import relationship
 import unittest
 
+from sandbox import relationship
 
 relations_first_grade_female = [
-    (('1.2.3.4.5', '1.2.3.4', 'w'), 'Mutter'),
-    (('1.2.3.4.5', '1.2.3', 'w'), 'Großmutter'),
-    (('1.2.3.4.5', '1.2', 'w'), 'Ur-Großmutter'),
-    (('1.2.3.4.5', '1', 'w'), 'Ur-Ur-Großmutter'),
-    (('1.2.3.4.5', '1.2.3.4.5.6', 'w'), 'Tochter'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7', 'w'), 'Enkelin'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7.8', 'w'), 'Ur-Enkelin'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7.8.9', 'w'), 'Ur-Ur-Enkelin'),
+    (("1.2.3.4.5", "1.2.3.4", "w"), "Mutter"),
+    (("1.2.3.4.5", "1.2.3", "w"), "Großmutter"),
+    (("1.2.3.4.5", "1.2", "w"), "Ur-Großmutter"),
+    (("1.2.3.4.5", "1", "w"), "Ur-Ur-Großmutter"),
+    (("1.2.3.4.5", "1.2.3.4.5.6", "w"), "Tochter"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7", "w"), "Enkelin"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7.8", "w"), "Ur-Enkelin"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7.8.9", "w"), "Ur-Ur-Enkelin"),
 ]
 
 relations_second_grade_female = [
-    (('1.2.3.4.5', '1.2.3.x', 'w'), 'Tante'),
-    (('1.2.3.4.5', '1.2.x', 'w'), 'Großtante'),
-    (('1.2.3.4.5', '1.x', 'w'), 'Ur-Großtante'),
-    (('1.2.3.4.5', 'x', 'w'), 'Ur-Ur-Großtante'),
-    (('1.2.3.4.5', '1.2.3.4.x', 'w'), 'Schwester'),
-    (('1.2.3.4.5', '1.2.3.4.x.6', 'w'), 'Nichte'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7', 'w'), 'Großnichte'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7.8', 'w'), 'Ur-Großnichte'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7.8.9', 'w'), 'Ur-Ur-Großnichte'),
+    (("1.2.3.4.5", "1.2.3.x", "w"), "Tante"),
+    (("1.2.3.4.5", "1.2.x", "w"), "Großtante"),
+    (("1.2.3.4.5", "1.x", "w"), "Ur-Großtante"),
+    (("1.2.3.4.5", "x", "w"), "Ur-Ur-Großtante"),
+    (("1.2.3.4.5", "1.2.3.4.x", "w"), "Schwester"),
+    (("1.2.3.4.5", "1.2.3.4.x.6", "w"), "Nichte"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7", "w"), "Großnichte"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7.8", "w"), "Ur-Großnichte"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7.8.9", "w"), "Ur-Ur-Großnichte"),
 ]
 
 relations_higher_grade_female = [
-    (('1.2.3.4.5', '1.2.3.x', 'w'), 'Tante'),
-    (('1.2.3.4.5', '1.2.x.x', 'w'), 'Tante 2. Grades'),
-    (('1.2.3.4.5', '1.x.x.x', 'w'), 'Tante 3. Grades'),
-    (('1.2.3.4.5', 'x.x.x.x', 'w'), 'Tante 4. Grades'),
-    (('1.2.3.4.5', '1.2.x', 'w'), 'Großtante'),
-    (('1.2.3.4.5', '1.x.x', 'w'), 'Großtante 2. Grades'),
-    (('1.2.3.4.5', 'x.x.x', 'w'), 'Großtante 3. Grades'),
-    (('1.2.3.4.5', '1.x', 'w'), 'Ur-Großtante'),
-    (('1.2.3.4.5', 'x.x', 'w'), 'Ur-Großtante 2. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x', 'w'), 'Nichte'),
-    (('1.2.3.4.5', '1.2.3.x.x.x', 'w'), 'Nichte 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x', 'w'), 'Nichte 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x', 'w'), 'Nichte 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x', 'w'), 'Großnichte'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x', 'w'), 'Großnichte 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x', 'w'), 'Großnichte 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x', 'w'), 'Großnichte 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x', 'w'), 'Ur-Großnichte'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x', 'w'), 'Ur-Großnichte 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x.x', 'w'), 'Ur-Großnichte 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x.x', 'w'), 'Ur-Großnichte 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x.x', 'w'), 'Ur-Ur-Großnichte'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x.x', 'w'), 'Ur-Ur-Großnichte 2. Grades'),
+    (("1.2.3.4.5", "1.2.3.x", "w"), "Tante"),
+    (("1.2.3.4.5", "1.2.x.x", "w"), "Tante 2. Grades"),
+    (("1.2.3.4.5", "1.x.x.x", "w"), "Tante 3. Grades"),
+    (("1.2.3.4.5", "x.x.x.x", "w"), "Tante 4. Grades"),
+    (("1.2.3.4.5", "1.2.x", "w"), "Großtante"),
+    (("1.2.3.4.5", "1.x.x", "w"), "Großtante 2. Grades"),
+    (("1.2.3.4.5", "x.x.x", "w"), "Großtante 3. Grades"),
+    (("1.2.3.4.5", "1.x", "w"), "Ur-Großtante"),
+    (("1.2.3.4.5", "x.x", "w"), "Ur-Großtante 2. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x", "w"), "Nichte"),
+    (("1.2.3.4.5", "1.2.3.x.x.x", "w"), "Nichte 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x", "w"), "Nichte 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x", "w"), "Nichte 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x", "w"), "Großnichte"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x", "w"), "Großnichte 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x", "w"), "Großnichte 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x", "w"), "Großnichte 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x", "w"), "Ur-Großnichte"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x", "w"), "Ur-Großnichte 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x.x", "w"), "Ur-Großnichte 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x.x", "w"), "Ur-Großnichte 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x.x", "w"), "Ur-Ur-Großnichte"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x.x", "w"), "Ur-Ur-Großnichte 2. Grades"),
 ]
 
 relations_special_grade_female = [
-    (('1.2.3.4.5', '1.2.3.4.x', 'w'), 'Schwester'),
-    (('1.2.3.4.5', '1.2.3.x.x', 'w'), 'Cousine'),
-    (('1.2.3.4.5', '1.2.x.x.x', 'w'), 'Cousine 2. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x', 'w'), 'Cousine 3. Grades')
+    (("1.2.3.4.5", "1.2.3.4.x", "w"), "Schwester"),
+    (("1.2.3.4.5", "1.2.3.x.x", "w"), "Cousine"),
+    (("1.2.3.4.5", "1.2.x.x.x", "w"), "Cousine 2. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x", "w"), "Cousine 3. Grades"),
 ]
 
 relations_first_grade_male = [
-    (('1.2.3.4.5', '1.2.3.4', 'm'), 'Vater'),
-    (('1.2.3.4.5', '1.2.3', 'm'), 'Großvater'),
-    (('1.2.3.4.5', '1.2', 'm'), 'Ur-Großvater'),
-    (('1.2.3.4.5', '1', 'm'), 'Ur-Ur-Großvater'),
-    (('1.2.3.4.5', '1.2.3.4.5.6', 'm'), 'Sohn'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7', 'm'), 'Enkel'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7.8', 'm'), 'Ur-Enkel'),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7.8.9', 'm'), 'Ur-Ur-Enkel'),
+    (("1.2.3.4.5", "1.2.3.4", "m"), "Vater"),
+    (("1.2.3.4.5", "1.2.3", "m"), "Großvater"),
+    (("1.2.3.4.5", "1.2", "m"), "Ur-Großvater"),
+    (("1.2.3.4.5", "1", "m"), "Ur-Ur-Großvater"),
+    (("1.2.3.4.5", "1.2.3.4.5.6", "m"), "Sohn"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7", "m"), "Enkel"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7.8", "m"), "Ur-Enkel"),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7.8.9", "m"), "Ur-Ur-Enkel"),
 ]
 
 relations_second_grade_male = [
-    (('1.2.3.4.5', '1.2.3.x', 'm'), 'Onkel'),
-    (('1.2.3.4.5', '1.2.x', 'm'), 'Großonkel'),
-    (('1.2.3.4.5', '1.x', 'm'), 'Ur-Großonkel'),
-    (('1.2.3.4.5', 'x', 'm'), 'Ur-Ur-Großonkel'),
-    (('1.2.3.4.5', '1.2.3.4.x', 'm'), 'Bruder'),
-    (('1.2.3.4.5', '1.2.3.4.x.6', 'm'), 'Neffe'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7', 'm'), 'Großneffe'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7.8', 'm'), 'Ur-Großneffe'),
-    (('1.2.3.4.5', '1.2.3.4.x.6.7.8.9', 'm'), 'Ur-Ur-Großneffe'),
+    (("1.2.3.4.5", "1.2.3.x", "m"), "Onkel"),
+    (("1.2.3.4.5", "1.2.x", "m"), "Großonkel"),
+    (("1.2.3.4.5", "1.x", "m"), "Ur-Großonkel"),
+    (("1.2.3.4.5", "x", "m"), "Ur-Ur-Großonkel"),
+    (("1.2.3.4.5", "1.2.3.4.x", "m"), "Bruder"),
+    (("1.2.3.4.5", "1.2.3.4.x.6", "m"), "Neffe"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7", "m"), "Großneffe"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7.8", "m"), "Ur-Großneffe"),
+    (("1.2.3.4.5", "1.2.3.4.x.6.7.8.9", "m"), "Ur-Ur-Großneffe"),
 ]
 
 relations_higher_grade_male = [
-    (('1.2.3.4.5', '1.2.3.x', 'm'), 'Onkel'),
-    (('1.2.3.4.5', '1.2.x.x', 'm'), 'Onkel 2. Grades'),
-    (('1.2.3.4.5', '1.x.x.x', 'm'), 'Onkel 3. Grades'),
-    (('1.2.3.4.5', 'x.x.x.x', 'm'), 'Onkel 4. Grades'),
-    (('1.2.3.4.5', '1.2.x', 'm'), 'Großonkel'),
-    (('1.2.3.4.5', '1.x.x', 'm'), 'Großonkel 2. Grades'),
-    (('1.2.3.4.5', 'x.x.x', 'm'), 'Großonkel 3. Grades'),
-    (('1.2.3.4.5', '1.x', 'm'), 'Ur-Großonkel'),
-    (('1.2.3.4.5', 'x.x', 'm'), 'Ur-Großonkel 2. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x', 'm'), 'Neffe'),
-    (('1.2.3.4.5', '1.2.3.x.x.x', 'm'), 'Neffe 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x', 'm'), 'Neffe 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x', 'm'), 'Neffe 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x', 'm'), 'Großneffe'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x', 'm'), 'Großneffe 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x', 'm'), 'Großneffe 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x', 'm'), 'Großneffe 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x', 'm'), 'Ur-Großneffe'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x', 'm'), 'Ur-Großneffe 2. Grades'),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x.x', 'm'), 'Ur-Großneffe 3. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x.x', 'm'), 'Ur-Großneffe 4. Grades'),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x.x', 'm'), 'Ur-Ur-Großneffe'),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x.x', 'm'), 'Ur-Ur-Großneffe 2. Grades'),
+    (("1.2.3.4.5", "1.2.3.x", "m"), "Onkel"),
+    (("1.2.3.4.5", "1.2.x.x", "m"), "Onkel 2. Grades"),
+    (("1.2.3.4.5", "1.x.x.x", "m"), "Onkel 3. Grades"),
+    (("1.2.3.4.5", "x.x.x.x", "m"), "Onkel 4. Grades"),
+    (("1.2.3.4.5", "1.2.x", "m"), "Großonkel"),
+    (("1.2.3.4.5", "1.x.x", "m"), "Großonkel 2. Grades"),
+    (("1.2.3.4.5", "x.x.x", "m"), "Großonkel 3. Grades"),
+    (("1.2.3.4.5", "1.x", "m"), "Ur-Großonkel"),
+    (("1.2.3.4.5", "x.x", "m"), "Ur-Großonkel 2. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x", "m"), "Neffe"),
+    (("1.2.3.4.5", "1.2.3.x.x.x", "m"), "Neffe 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x", "m"), "Neffe 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x", "m"), "Neffe 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x", "m"), "Großneffe"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x", "m"), "Großneffe 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x", "m"), "Großneffe 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x", "m"), "Großneffe 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x", "m"), "Ur-Großneffe"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x", "m"), "Ur-Großneffe 2. Grades"),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x.x", "m"), "Ur-Großneffe 3. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x.x", "m"), "Ur-Großneffe 4. Grades"),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x.x", "m"), "Ur-Ur-Großneffe"),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x.x", "m"), "Ur-Ur-Großneffe 2. Grades"),
 ]
 
 relations_special_grade_male = [
-    (('1.2.3.4.5', '1.2.3.4.x', 'm'), 'Bruder'),
-    (('1.2.3.4.5', '1.2.3.x.x', 'm'), 'Cousin'),
-    (('1.2.3.4.5', '1.2.x.x.x', 'm'), 'Cousin 2. Grades'),
-    (('1.2.3.4.5', '1.x.x.x.x', 'm'), 'Cousin 3. Grades')
+    (("1.2.3.4.5", "1.2.3.4.x", "m"), "Bruder"),
+    (("1.2.3.4.5", "1.2.3.x.x", "m"), "Cousin"),
+    (("1.2.3.4.5", "1.2.x.x.x", "m"), "Cousin 2. Grades"),
+    (("1.2.3.4.5", "1.x.x.x.x", "m"), "Cousin 3. Grades"),
 ]
 
 relations_higher_grade_distance = [
-    (('1.2.3.4.5', '1.2.3.4.5.6', 'w'), 'Tochter', 1),
-    (('1.2.3.4.5', '1.2.3.4.5.6.7', 'w'), 'Enkelin', 2),
-    (('1.2.3.4.5', '1', 'w'), 'Ur-Ur-Großmutter', 4),
-    (('1.2.3.4.5', '1.2.3.x', 'w'), 'Tante', 3),
-    (('1.2.3.4.5', '1.2.x.x', 'w'), 'Tante 2. Grades', 5),
-    (('1.2.3.4.5', '1.x.x.x', 'w'), 'Tante 3. Grades', 7),
-    (('1.2.3.4.5', 'x.x.x.x', 'w'), 'Tante 4. Grades', 9),
-    (('1.2.3.4.5', '1.2.x', 'w'), 'Großtante', 4),
-    (('1.2.3.4.5', '1.x.x', 'w'), 'Großtante 2. Grades', 6),
-    (('1.2.3.4.5', 'x.x.x', 'w'), 'Großtante 3. Grades', 8),
-    (('1.2.3.4.5', '1.x', 'w'), 'Ur-Großtante', 5),
-    (('1.2.3.4.5', 'x.x', 'w'), 'Ur-Großtante 2. Grades', 7),
-    (('1.2.3.4.5', '1.2.3.4.x.x', 'w'), 'Nichte', 3),
-    (('1.2.3.4.5', '1.2.3.x.x.x', 'w'), 'Nichte 2. Grades', 5),
-    (('1.2.3.4.5', '1.2.x.x.x.x', 'w'), 'Nichte 3. Grades', 7),
-    (('1.2.3.4.5', '1.x.x.x.x.x', 'w'), 'Nichte 4. Grades', 9),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x', 'w'), 'Großnichte', 4),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x', 'w'), 'Großnichte 2. Grades', 6),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x', 'w'), 'Großnichte 3. Grades', 8),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x', 'w'), 'Großnichte 4. Grades', 10),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x', 'w'), 'Ur-Großnichte', 5),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x', 'w'), 'Ur-Großnichte 2. Grades', 7),
-    (('1.2.3.4.5', '1.2.x.x.x.x.x.x', 'w'), 'Ur-Großnichte 3. Grades', 9),
-    (('1.2.3.4.5', '1.x.x.x.x.x.x.x', 'w'), 'Ur-Großnichte 4. Grades', 11),
-    (('1.2.3.4.5', '1.2.3.4.x.x.x.x.x', 'w'), 'Ur-Ur-Großnichte', 6),
-    (('1.2.3.4.5', '1.2.3.x.x.x.x.x.x', 'w'), 'Ur-Ur-Großnichte 2. Grades', 8),
+    (("1.2.3.4.5", "1.2.3.4.5.6", "w"), "Tochter", 1),
+    (("1.2.3.4.5", "1.2.3.4.5.6.7", "w"), "Enkelin", 2),
+    (("1.2.3.4.5", "1", "w"), "Ur-Ur-Großmutter", 4),
+    (("1.2.3.4.5", "1.2.3.x", "w"), "Tante", 3),
+    (("1.2.3.4.5", "1.2.x.x", "w"), "Tante 2. Grades", 5),
+    (("1.2.3.4.5", "1.x.x.x", "w"), "Tante 3. Grades", 7),
+    (("1.2.3.4.5", "x.x.x.x", "w"), "Tante 4. Grades", 9),
+    (("1.2.3.4.5", "1.2.x", "w"), "Großtante", 4),
+    (("1.2.3.4.5", "1.x.x", "w"), "Großtante 2. Grades", 6),
+    (("1.2.3.4.5", "x.x.x", "w"), "Großtante 3. Grades", 8),
+    (("1.2.3.4.5", "1.x", "w"), "Ur-Großtante", 5),
+    (("1.2.3.4.5", "x.x", "w"), "Ur-Großtante 2. Grades", 7),
+    (("1.2.3.4.5", "1.2.3.4.x.x", "w"), "Nichte", 3),
+    (("1.2.3.4.5", "1.2.3.x.x.x", "w"), "Nichte 2. Grades", 5),
+    (("1.2.3.4.5", "1.2.x.x.x.x", "w"), "Nichte 3. Grades", 7),
+    (("1.2.3.4.5", "1.x.x.x.x.x", "w"), "Nichte 4. Grades", 9),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x", "w"), "Großnichte", 4),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x", "w"), "Großnichte 2. Grades", 6),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x", "w"), "Großnichte 3. Grades", 8),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x", "w"), "Großnichte 4. Grades", 10),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x", "w"), "Ur-Großnichte", 5),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x", "w"), "Ur-Großnichte 2. Grades", 7),
+    (("1.2.3.4.5", "1.2.x.x.x.x.x.x", "w"), "Ur-Großnichte 3. Grades", 9),
+    (("1.2.3.4.5", "1.x.x.x.x.x.x.x", "w"), "Ur-Großnichte 4. Grades", 11),
+    (("1.2.3.4.5", "1.2.3.4.x.x.x.x.x", "w"), "Ur-Ur-Großnichte", 6),
+    (("1.2.3.4.5", "1.2.3.x.x.x.x.x.x", "w"), "Ur-Ur-Großnichte 2. Grades", 8),
 ]
 
 burghard = [
-    ('Harald', '1.4.6.3.4', 'm'),
-    ('Alice', '1.4.6.3.4.1', 'w'),
-    ('Janina', '1.4.6.3.4.2', 'w'),
-    ('Theresa', '1.4.6.3.4.2.1', 'w'),
-    ('Valentin', '1.4.6.3.4.2.2', 'm'),
-    ('Freya', '1.4.6.3.4.3', 'w')
+    ("Harald", "1.4.6.3.4", "m"),
+    ("Alice", "1.4.6.3.4.1", "w"),
+    ("Janina", "1.4.6.3.4.2", "w"),
+    ("Theresa", "1.4.6.3.4.2.1", "w"),
+    ("Valentin", "1.4.6.3.4.2.2", "m"),
+    ("Freya", "1.4.6.3.4.3", "w"),
 ]
 
-burghard_freya = [
-    ('Freya', '1.4.6.3.4.3', 'w', 'Tochter', 'Harald', '1.4.6.3.4', 'm', 'Vater', 1)
-]
+burghard_freya = [("Freya", "1.4.6.3.4.3", "w", "Tochter", "Harald", "1.4.6.3.4", "m", "Vater", 1)]
 
-burghard_all = [
-    ('Harald', '1.4.6.3.4', 'm', 'ich', 'Harald', '1.4.6.3.4', 'm', 'ich', 0)
-]
+burghard_all = [("Harald", "1.4.6.3.4", "m", "ich", "Harald", "1.4.6.3.4", "m", "ich", 0)]
 
 
 class test_relatives(unittest.TestCase):
@@ -205,5 +201,5 @@ class test_relatives(unittest.TestCase):
         self.assertEqual(result[0], burghard_all[0])
 
 
-if __name__ == '__main__':
+if __name__ == "__main__":
     unittest.main()

sandbox/test_sudoku_solver.py

@@ -1,6 +1,6 @@
 import unittest
-import sudoku_solver
 
+from sandbox import sudoku_solver
 
 board_1 = [
     ".1.82....",
@@ -11,19 +11,19 @@ board_1 = [
     ".89...2..",
     "....8..79",
     "...5.3...",
-    "...792.3."
+    "...792.3.",
 ]
 
 solution_1 = [
-    '317825496',
-    '298346715',
-    '546971328',
-    '432618957',
-    '765239184',
-    '189457263',
-    '623184579',
-    '971563842',
-    '854792631'
+    "317825496",
+    "298346715",
+    "546971328",
+    "432618957",
+    "765239184",
+    "189457263",
+    "623184579",
+    "971563842",
+    "854792631",
 ]
 
 board_2 = [
@@ -35,46 +35,46 @@ board_2 = [
     "5....3...",
     "..75.....",
     ".869.173.",
-    ".4.3...86"
+    ".4.3...86",
 ]
 
 solution_2 = [
-    '163427598',
-    '428159673',
-    '759638241',
-    '632795814',
-    '891264357',
-    '574813962',
-    '317586429',
-    '286941735',
-    '945372186'
+    "163427598",
+    "428159673",
+    "759638241",
+    "632795814",
+    "891264357",
+    "574813962",
+    "317586429",
+    "286941735",
+    "945372186",
 ]
 
 board_3 = [
-    '..1..8763',
-    '8..9.....',
-    '....1..5.',
-    '.8....4..',
-    '1.54.3...',
-    '.6....2..',
-    '....6..2.',
-    '4..8.....',
-    '..6..1378'
+    "..1..8763",
+    "8..9.....",
+    "....1..5.",
+    ".8....4..",
+    "1.54.3...",
+    ".6....2..",
+    "....6..2.",
+    "4..8.....",
+    "..6..1378",
 ]
 
 solution_3 = [
-    '941258763',
-    '857936142',
-    '632714859',
-    '789625431',
-    '125483697',
-    '364179285',
-    '518367924',
-    '473892516',
-    '296541378'
+    "941258763",
+    "857936142",
+    "632714859",
+    "789625431",
+    "125483697",
+    "364179285",
+    "518367924",
+    "473892516",
+    "296541378",
 ]
 
-empty = ['.' * 9 for i in range(9)]
+empty = ["." * 9 for i in range(9)]
 
 
 class test_sudoku_solver(unittest.TestCase):
@@ -93,7 +93,7 @@ class test_sudoku_solver(unittest.TestCase):
     def test_simple_set(self):
         board = sudoku_solver.Board()
         board.set_initial(board_1)
-        board.set_cell(5, 7, '6')
+        board.set_cell(5, 7, "6")
         row = board.get_row(5)
         self.assertEqual(row, ".89...26.")
 
@@ -101,27 +101,27 @@ class test_sudoku_solver(unittest.TestCase):
         board = sudoku_solver.Board()
         board.set_initial(board_1)
         p = board.get_possibilities(1, 4)
-        self.assertEqual(p, {'1', '4', '5'})
+        self.assertEqual(p, {"1", "4", "5"})
 
     def test_all_possibilities(self):
         board = sudoku_solver.Board()
         board.set_initial(board_1)
         p = board.get_all_possibilities()
-        self.assertEqual(p[1][4], {'1', '4', '5'})
+        self.assertEqual(p[1][4], {"1", "4", "5"})
 
     def test_unique_cell(self):
         board = sudoku_solver.Board()
         board.set_initial(board_1)
         solving_steps = [
-            (5, 7, '6'),
-            (4, 7, '8'),
-            (4, 5, '9'),
-            (2, 5, '1'),
-            (2, 3, '9'),
-            (2, 7, '2'),
-            (6, 5, '4'),
-            (0, 5, '5'),
-            (1, 4, '4')
+            (5, 7, "6"),
+            (4, 7, "8"),
+            (4, 5, "9"),
+            (2, 5, "1"),
+            (2, 3, "9"),
+            (2, 7, "2"),
+            (6, 5, "4"),
+            (0, 5, "5"),
+            (1, 4, "4"),
         ]
         for x, y, v in solving_steps:
             cell = board.get_unique_cell()
@@ -142,8 +142,8 @@ class test_sudoku_solver(unittest.TestCase):
         board = sudoku_solver.Board()
         board.set_initial(board_3)
         b = board.solve()
-        self.assertEqual(b, empty)
+        self.assertEqual(b, solution_3)
 
 
-if __name__ == '__main__':
+if __name__ == "__main__":
     unittest.main()