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; three farmers (define-syntax fold-of (syntax-rules (range in is) ((_ "z" f b e) (set! b (f b e))) ((_ "z" f b e (v range fst pst stp) c ...) (let* ((x fst) (p pst) (s stp) (le? (if (positive? s) <= >=))) (do ((v x (+ v s))) ((le? p v) b) (fold-of "z" f b e c ...)))) ((_ "z" f b e (v range fst pst) c ...) (let* ((x fst) (p pst) (s (if (< x p) 1 -1))) (fold-of "z" f b e (v range x p s) c ...))) ((_ "z" f b e (v range pst) c ...) (fold-of "z" f b e (v range 0 pst) c ...)) ((_ "z" f b e (x in xs) c ...) (do ((t xs (cdr t))) ((null? t) b) (let ((x (car t))) (fold-of "z" f b e c ...)))) ((_ "z" f b e (x is y) c ...) (let ((x y)) (fold-of "z" f b e c ...))) ((_ "z" f b e p? c ...) (if p? (fold-of "z" f b e c ...))) ((_ f i e c ...) (let ((b i)) (fold-of "z" f b e c ...))))) (define-syntax list-of (syntax-rules () ((_ arg ...) (reverse (fold-of (lambda (d a) (cons a d)) '() arg ...))))) (display (list-of (list am pm first second third) (c range 1 52) (pm range 1 202) (zero? (modulo (- 10500 (* (- 52 c) pm)) c)) (am is (quotient (- 10500 (* (- 52 c) pm)) c)) (zero? (modulo (- 3500 (* 10 pm)) (- am pm))) (zero? (modulo (- 3500 (* 16 pm)) (- am pm))) (zero? (modulo (- 3500 (* 26 pm)) (- am pm))) (first is (quotient (- 3500 (* 10 pm)) (- am pm))) (second is (quotient (- 3500 (* 16 pm)) (- am pm))) (third is (quotient (- 3500 (* 26 pm)) (- am pm))) (<= 0 first 10) (<= 0 second 16) (<= 0 third 26)))
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