(define current-cells (make-hash-table)) (define neighbors '((-1 . -1) (0 . -1) (1 . -1) (-1 . 0) (1 . 0) (-1 . 1) (0 . 1) (1 . 1))) (set! (current-cells '(1 . 1)) #t) (set! (current-cells '(1 . 2)) #t) (set! (current-cells '(1 . 3)) #t) (define sum-cells (lambda (c1 c2) (cons (+ (car c1) (car c2)) (+ (cdr c1) (cdr c2))))) (define diff-cells (lambda (c1 c2) (cons (- (car c1) (car c2)) (- (cdr c1) (cdr c2))))) (define sum-all-cells (lambda (lat) (cond ((null? (cdr lat)) (car lat)) (else (let ((c1 (car lat)) (c2 (sum-all-cells (cdr lat)))) (sum-cells c1 c2) ))))) (define is-hash-neighbor? (lambda (c1 c2) (let ((d (diff-cells c1 c2))) (and (<= (car d) 1) (>= (car d) -1) (<= (cdr d) 1) (>= (cdr d) -1))))) (define count-elements (lambda (lat s) (cond ((null? lat) s) (else (count-elements (cdr lat) (+ s 1)))))) (define list-neighbors (lambda (c) (map (lambda (n) (sum-cells c n)) neighbors))) (define sum-live-cells (lambda (lat n) (cond ((null? lat) n) (else (cond ((current-cells (car lat)) (sum-live-cells (cdr lat) (+ n 1))) (else (sum-live-cells (cdr lat) n))))))) (define list-all-neighbors (lambda (lat cells) (cond ((null? lat) cells) (else (map (lambda (new-neighbor) (set! (cells new-neighbor) #t)) (cons (car lat) (list-neighbors (car lat)))) (list-all-neighbors (cdr lat) cells))))) (define (hash-table-keys ht) (map (lambda (kv) (kv 0) ) ht) ) (define run-step (lambda () (let ((temp-hash (make-hash-table)) (next-cells (make-hash-table))) (map (lambda (temp-cell) (let ((n (sum-live-cells (list-neighbors temp-cell) 0))) (cond ((current-cells temp-cell) (cond ((and (>= n 2) (<= n 3)) (set! (next-cells temp-cell) #t)))) (else (cond ((eq? n 3) (set! (next-cells temp-cell) #t)))))) ) (hash-table-keys (list-all-neighbors (hash-table-keys current-cells) temp-hash))) (set! current-cells next-cells) ) ) )