Hall of Mirrors solutions
Hall of Mirrors was solved using Haskell by 7 contestants. Solution sizes: average 3952 bytes (shortest: 705; longest: 5459).
46. toddmowen (S, L) (4364 B)88. fixme (S, L) (5459 B)93. SmartQuark (S, L) (4707 B)169. rotsor (S, L) (3502 B)344. rst76 (S) (705 B) |
479. georg (S) (4352 B)8577. sjoerd.visscher (S, L) (3157 B) |
