Using Burnside lemma

Need to implement counting the cycles for each combination

* Reference: https://youtu.be/D0d9bYZ_qDY

level5/disorderly-escape/solution.py

@@ -1,9 +1,22 @@
+import math
+
 def solution(w, h, s):
-    return '0'
+    return str(sum([s**cycle for cycle in generate_cycles(w, h)])/(math.factorial(w)*math.factorial(h)))
+
+def generate_cycles(w, h):
+    yield 1
+
 
 tests = [
         ([2, 3, 4], '430'),
         ([2, 2, 2], '7'),
+        ([1, 1, 2], '2'),
+        ([1, 1, 3], '3'),
+        ([2, 1, 2], '3'),
+        ([1, 2, 2], '3'),
+        ([3, 1, 2], '4'),
+        ([1, 3, 2], '4'),
+        ([2, 3, 2], '13'),
         ]
 
 for i, o in tests: