leancheck-0.7.1: tests/diff/tiers-mixed-Nat-U.out
map length (tiers :: [[ Nat->() ]]) = [2,1,2,5,14,42,...]
length (list :: [ Nat->() ]) = Infinity
allUnique (list :: [ Nat->() ]) = False
ratioRepetitions (list :: [ Nat->() ]) = 65 % 66
tiers :: [Nat->()] =
[ [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, [ \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
, \x -> case x of
0 -> ()
1 -> ()
2 -> ()
3 -> ()
4 -> ()
5 -> ()
6 -> ()
7 -> ()
...
]
, ...
]