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 -> () ... ] , ... ]