[39]> (defun butlast$ (x) (reverse (rest (reverse x)))) BUTLAST$ [40]> (butlast$ '(a b c d e)) (A B C D) [41]> (butlast '(a b c d e)) (A B C D)
(butlast$ '(a b c d e)) = (butlast$ (A B C D E)) = (reverse (rest (reverse '(A B C D E)))) = (reverse (rest (E D C B A))) = (reverse (D C B A)) = (A B C D) => (A B C D)