Thu Apr 24 16:11:43+0200 2025
This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License
resetcc
macroletcc/shift
macrotest/delimcc/basic
: passtest/delimcc/tutorial/discard
: passtest/delimcc/tutorial/discard/prod
: passtest/delimcc/tutorial/extract
: passtest/delimcc/tutorial/extract/appender
: passtest/delimcc/yield
: passtest/delimcc/yield/extract
: passtest/delimcc/yield§
: passtest/delimcc/tutorial/yield§/walk
: passtest/delimcc/tutorial/either
: passtest/delimcc/tutorial/either/tensor
: passtest/delimcc/tutorial/τ
: passtest/delimcc/tutorial/λ
: passtest/letcc/delimcc+monad
: passTests summary
((ran 14) (failed 0))
In this page we describe two fundamental macros, resetcc
and letcc/shift
respectively, that support all the other forms stressed in the tests that follows. Moreover, we show how to discard, extract, preserve, and wrap delimited continuations, accordingly to the tutorial [1] by Kenichi Asai and Oleg Kiselyov. The former author [2] recorded a talk [3] that given in the workshop [4], slides [5] are also available.
resetcc
macroContinuations are delimited by the resetcc
syntax as in the following generic expression
(resetcc body ...)
body ...
execute in a delimited context; for the sake of clarity, it expands to
(callcc (delimcc-reset (τ body ...)))
letcc/shift
macroThe expression
(letcc/shift k body ...)
❝For the sake of clarity, it expands to
- clears the current continuation
- binds the cleared continuation to
k
- and executes
body ...
(callcc (delimcc-shift (lambda (k) body ...)))
test/delimcc/basic
: passThis test case introduces basic expressions to get introduced to delimited continuations.
(define (test/delimcc/basic _)
(⊦= 10 (letcc/shift k 10))
(⊦= '(1 2 10) (cons 1 (cons 2 (letcc/shift k (k (k '(10)))))))
(⊦= '(1 2 2 10) (cons 1 (resetcc (cons 2 (letcc/shift k (k (k '(10))))))))
(⊦= 41 (+ 1 (resetcc (* 2 (letcc/shift k (k (k 10)))))))
(⊦= 15 (+ 10 (resetcc (+ 2 3))))
(⊦= 13 (+ 10 (resetcc (+ 2 (letcc/shift k 3)))))
(⊦= '(10 3) (cons 10 (resetcc (cons 2 (letcc/shift k '(3))))))
(⊦= 15 (+ 10 (resetcc (+ 2 (letcc/shift k (k 3))))))
(⊦= '(10 2 3) (cons 10 (resetcc (cons 2 (letcc/shift k (k '(3)))))))
(⊦= 115 (+ 10 (resetcc (+ 2 (letcc/shift k (+ 100 (k 3)))))))
(⊦= '(10 100 2 3)
(cons 10 (resetcc (cons 2 (letcc/shift k (cons 100 (k '(3))))))))
(⊦= 117 (+ 10 (resetcc (+ 2 (letcc/shift k (+ 100 (k (k 3))))))))
(⊦= '(10 100 2 2 3)
(cons 10 (resetcc (cons 2 (letcc/shift k (cons 100 (k (k '(3)))))))))
(⊦= 117 (resetcc (+ 10 (resetcc (+ 2 (letcc/shift k (+ 100 (k (k 3)))))))))
(⊦= '(10 100 2 2 3)
(resetcc
(cons 10
(resetcc (cons 2 (letcc/shift k (cons 100 (k (k '(3)))))))))))
test/delimcc/tutorial/discard
: pass(define (test/delimcc/tutorial/discard _)
(⊦= 10 (resetcc (sub1 (+ 3 (letcc/shift k (* 5 2))))))
(⊦= '(10) (resetcc (cdr (cons 3 (letcc/shift k (list (* 5 2)))))))
(⊦= 9 (sub1 (resetcc (+ 3 (letcc/shift k (* 5 2))))))
(⊦= '() (cdr (resetcc (cons 3 (letcc/shift k (list (* 5 2)))))))
(⊦= 'hello (resetcc (sub1 (+ 3 (letcc/shift k 'hello))))))
test/delimcc/tutorial/discard/prod
: pass(define (test/delimcc/tutorial/discard/prod _)
(define (prod lst)
(cond ((null? lst) 1)
((zero? (car lst)) (delimcc-discard 'zero))
(else (* (car lst) (prod (cdr lst))))))
(⊦= 'zero (resetcc (prod '(2 3 0 5)))))
test/delimcc/tutorial/extract
: pass(define (test/delimcc/tutorial/extract _)
(define-resetcc f (sub1 (+ 3 (letcc/shift k k))))
(⊦= (sub1 (+ 3 10)) (f 10))
(define-resetcc g (sub1 (+ 3 (delimcc-extract))))
(⊦= 12 (g 10)))
test/delimcc/tutorial/extract/appender
: pass(define (test/delimcc/tutorial/extract/appender _)
(define (appender lst)
(cond ((null? lst) (delimcc-extract))
(else (cons (car lst) (appender (cdr lst))))))
(define-resetcc A (appender '(1 2 3)))
(⊦= '(1 2 3 4 5 6) (A '(4 5 6))))
test/delimcc/yield
: pass(define (test/delimcc/yield _)
(⊦= '(1) (resetcc+null (yield 1)))
(⊦= '(1 2) (resetcc+null (yield 1) (yield 2))))
test/delimcc/yield/extract
: pass(define (test/delimcc/yield/extract _)
(⊦= '((a 1) (a 2))
(map/yielded
(λ (v) (list 'a v))
(resetcc+null (yield/extract 1) (yield/extract 2))))
(⊦= 3
(foldr/yielded
+
(resetcc+null (yield/extract 1) (yield/extract 2))
0)))
test/delimcc/yield§
: pass(define (test/delimcc/yield§ _)
(⊦= '(1) (§->list (resetcc+null (yield§ 1))))
(⊦= '(1) (§->list (take§ 1 (resetcc+null (yield§ 1) (yield§ 2)))))
(⊦= '(1 2) (§->list (resetcc+null (yield§ 1) (yield§ 2)))))
test/delimcc/tutorial/yield§/walk
: pass(define (test/delimcc/tutorial/yield§/walk _)
(define (walk f tree)
(cond ((null? tree) (void))
(else (walk f (car tree)) (f (cadr tree)) (walk f (caddr tree)))))
(⊦= '(1 2 3)
(§->list (resetcc+null (walk yield§/a '((() 1 ()) 2 (() 3 ()))))))
(⊦= 600
(delimcc-foldr
100
((each prod) (* each prod))
(walk delimcc-cons '((() 1 ()) 2 (() 3 ()))))))
test/delimcc/tutorial/either
: pass(define (test/delimcc/tutorial/either _)
(⊦= '(1 3 3) (resetcc (delimcc-either `(1 ,(add1 2) 3)))))
test/delimcc/tutorial/either/tensor
: pass(define (test/delimcc/tutorial/either/tensor _)
(⊦= '(((p #t) (q #f)))
(let1 (sols '())
(resetcc
(let ((p (delimcc-either '(#t #f)))
(q (delimcc-either '(#t #f))))
(when (and (or p q) (or p (not q)) (or (not p) (not q)))
(push! `((p ,p) (q ,q)) sols))))
sols))
(⊦= '((((p #t) (q #t) no) ((p #t) (q #f) yes))
(((p #f) (q #t) no) ((p #f) (q #f) no)))
(resetcc
(let ((p (delimcc-either '(#t #f))) (q (delimcc-either '(#t #f))))
`((p ,p)
(q ,q)
,(if (and (or p q) (or p (not q)) (or (not p) (not q)))
'yes
'no))))))
test/delimcc/tutorial/τ
: pass(define (test/delimcc/tutorial/τ _)
(define-resetcc a (append (delimcc-τ '(hello)) '(world)))
(⊦= '(hello world) (a)))
test/delimcc/tutorial/λ
: pass(define (test/delimcc/tutorial/λ _)
(define-resetcc p (append '(hello) (delimcc-lambda (x) (list x)) '(world)))
(⊦= '(hello 4 world) (p 4)))
test/letcc/delimcc+monad
: pass(define (test/letcc/delimcc+monad _)
(define (reflect meaning) (letcc/shift k (extend k meaning)))
(define (reify* t) (resetcc (eta (t))))
(define (eta x) (list x))
(define (extend f l) (apply append (map f l)))
(define-syntax
reify
(syntax-rules () ((reify body ...) (reify* (τ body ...)))))
(define-syntax
amb
(syntax-rules () ((amb v ...) (reflect (append (reify v) ...)))))
(⊦= '(1 2 3) (reify (amb 1 2 3)))
(⊦= '((1 3 4) (1 3 5) (2 3 4) (2 3 5))
(reify (list (amb 1 2) 3 (amb 4 5))))
(⊦= '((1 10 3) (1 10 1 4))
(reify (cons 1 (letcc k (cons 10 (amb '(3) (k '(4))))))))
(define (www)
(define (f x) (append x (list (amb 6 4 2 8) (amb 2 4 5 4 1))))
(reify (f (f (amb '(0) '(2) '(3) '(4) '(5) '(32))))))
(⊦= '((0 6 2 6 2)
(0 6 2 6 4)
(0 6 2 6 5)
(0 6 2 6 4)
(0 6 2 6 1)
(0 6 2 4 2)
(0 6 2 4 4)
(0 6 2 4 5)
(0 6 2 4 4)
(0 6 2 4 1)
(0 6 2 2 2)
(0 6 2 2 4)
(0 6 2 2 5)
(0 6 2 2 4)
(0 6 2 2 1)
(0 6 2 8 2)
(0 6 2 8 4)
(0 6 2 8 5)
(0 6 2 8 4)
(0 6 2 8 1)
(0 6 4 6 2)
(0 6 4 6 4)
(0 6 4 6 5)
(0 6 4 6 4)
(0 6 4 6 1)
(0 6 4 4 2)
(0 6 4 4 4)
(0 6 4 4 5)
(0 6 4 4 4)
(0 6 4 4 1)
(0 6 4 2 2)
(0 6 4 2 4)
(0 6 4 2 5)
(0 6 4 2 4)
(0 6 4 2 1)
(0 6 4 8 2)
(0 6 4 8 4)
(0 6 4 8 5)
(0 6 4 8 4)
(0 6 4 8 1)
(0 6 5 6 2)
(0 6 5 6 4)
(0 6 5 6 5)
(0 6 5 6 4)
(0 6 5 6 1)
(0 6 5 4 2)
(0 6 5 4 4)
(0 6 5 4 5)
(0 6 5 4 4)
(0 6 5 4 1)
(0 6 5 2 2)
(0 6 5 2 4)
(0 6 5 2 5)
(0 6 5 2 4)
(0 6 5 2 1)
(0 6 5 8 2)
(0 6 5 8 4)
(0 6 5 8 5)
(0 6 5 8 4)
(0 6 5 8 1)
(0 6 4 6 2)
(0 6 4 6 4)
(0 6 4 6 5)
(0 6 4 6 4)
(0 6 4 6 1)
(0 6 4 4 2)
(0 6 4 4 4)
(0 6 4 4 5)
(0 6 4 4 4)
(0 6 4 4 1)
(0 6 4 2 2)
(0 6 4 2 4)
(0 6 4 2 5)
(0 6 4 2 4)
(0 6 4 2 1)
(0 6 4 8 2)
(0 6 4 8 4)
(0 6 4 8 5)
(0 6 4 8 4)
(0 6 4 8 1)
(0 6 1 6 2)
(0 6 1 6 4)
(0 6 1 6 5)
(0 6 1 6 4)
(0 6 1 6 1)
(0 6 1 4 2)
(0 6 1 4 4)
(0 6 1 4 5)
(0 6 1 4 4)
(0 6 1 4 1)
(0 6 1 2 2)
(0 6 1 2 4)
(0 6 1 2 5)
(0 6 1 2 4)
(0 6 1 2 1)
(0 6 1 8 2)
(0 6 1 8 4)
(0 6 1 8 5)
(0 6 1 8 4)
(0 6 1 8 1)
(0 4 2 6 2)
(0 4 2 6 4)
(0 4 2 6 5)
(0 4 2 6 4)
(0 4 2 6 1)
(0 4 2 4 2)
(0 4 2 4 4)
(0 4 2 4 5)
(0 4 2 4 4)
(0 4 2 4 1)
(0 4 2 2 2)
(0 4 2 2 4)
(0 4 2 2 5)
(0 4 2 2 4)
(0 4 2 2 1)
(0 4 2 8 2)
(0 4 2 8 4)
(0 4 2 8 5)
(0 4 2 8 4)
(0 4 2 8 1)
(0 4 4 6 2)
(0 4 4 6 4)
(0 4 4 6 5)
(0 4 4 6 4)
(0 4 4 6 1)
(0 4 4 4 2)
(0 4 4 4 4)
(0 4 4 4 5)
(0 4 4 4 4)
(0 4 4 4 1)
(0 4 4 2 2)
(0 4 4 2 4)
(0 4 4 2 5)
(0 4 4 2 4)
(0 4 4 2 1)
(0 4 4 8 2)
(0 4 4 8 4)
(0 4 4 8 5)
(0 4 4 8 4)
(0 4 4 8 1)
(0 4 5 6 2)
(0 4 5 6 4)
(0 4 5 6 5)
(0 4 5 6 4)
(0 4 5 6 1)
(0 4 5 4 2)
(0 4 5 4 4)
(0 4 5 4 5)
(0 4 5 4 4)
(0 4 5 4 1)
(0 4 5 2 2)
(0 4 5 2 4)
(0 4 5 2 5)
(0 4 5 2 4)
(0 4 5 2 1)
(0 4 5 8 2)
(0 4 5 8 4)
(0 4 5 8 5)
(0 4 5 8 4)
(0 4 5 8 1)
(0 4 4 6 2)
(0 4 4 6 4)
(0 4 4 6 5)
(0 4 4 6 4)
(0 4 4 6 1)
(0 4 4 4 2)
(0 4 4 4 4)
(0 4 4 4 5)
(0 4 4 4 4)
(0 4 4 4 1)
(0 4 4 2 2)
(0 4 4 2 4)
(0 4 4 2 5)
(0 4 4 2 4)
(0 4 4 2 1)
(0 4 4 8 2)
(0 4 4 8 4)
(0 4 4 8 5)
(0 4 4 8 4)
(0 4 4 8 1)
(0 4 1 6 2)
(0 4 1 6 4)
(0 4 1 6 5)
(0 4 1 6 4)
(0 4 1 6 1)
(0 4 1 4 2)
(0 4 1 4 4)
(0 4 1 4 5)
(0 4 1 4 4)
(0 4 1 4 1)
(0 4 1 2 2)
(0 4 1 2 4)
(0 4 1 2 5)
(0 4 1 2 4)
(0 4 1 2 1)
(0 4 1 8 2)
(0 4 1 8 4)
(0 4 1 8 5)
(0 4 1 8 4)
(0 4 1 8 1)
(0 2 2 6 2)
(0 2 2 6 4)
(0 2 2 6 5)
(0 2 2 6 4)
(0 2 2 6 1)
(0 2 2 4 2)
(0 2 2 4 4)
(0 2 2 4 5)
(0 2 2 4 4)
(0 2 2 4 1)
(0 2 2 2 2)
(0 2 2 2 4)
(0 2 2 2 5)
(0 2 2 2 4)
(0 2 2 2 1)
(0 2 2 8 2)
(0 2 2 8 4)
(0 2 2 8 5)
(0 2 2 8 4)
(0 2 2 8 1)
(0 2 4 6 2)
(0 2 4 6 4)
(0 2 4 6 5)
(0 2 4 6 4)
(0 2 4 6 1)
(0 2 4 4 2)
(0 2 4 4 4)
(0 2 4 4 5)
(0 2 4 4 4)
(0 2 4 4 1)
(0 2 4 2 2)
(0 2 4 2 4)
(0 2 4 2 5)
(0 2 4 2 4)
(0 2 4 2 1)
(0 2 4 8 2)
(0 2 4 8 4)
(0 2 4 8 5)
(0 2 4 8 4)
(0 2 4 8 1)
(0 2 5 6 2)
(0 2 5 6 4)
(0 2 5 6 5)
(0 2 5 6 4)
(0 2 5 6 1)
(0 2 5 4 2)
(0 2 5 4 4)
(0 2 5 4 5)
(0 2 5 4 4)
(0 2 5 4 1)
(0 2 5 2 2)
(0 2 5 2 4)
(0 2 5 2 5)
(0 2 5 2 4)
(0 2 5 2 1)
(0 2 5 8 2)
(0 2 5 8 4)
(0 2 5 8 5)
(0 2 5 8 4)
(0 2 5 8 1)
(0 2 4 6 2)
(0 2 4 6 4)
(0 2 4 6 5)
(0 2 4 6 4)
(0 2 4 6 1)
(0 2 4 4 2)
(0 2 4 4 4)
(0 2 4 4 5)
(0 2 4 4 4)
(0 2 4 4 1)
(0 2 4 2 2)
(0 2 4 2 4)
(0 2 4 2 5)
(0 2 4 2 4)
(0 2 4 2 1)
(0 2 4 8 2)
(0 2 4 8 4)
(0 2 4 8 5)
(0 2 4 8 4)
(0 2 4 8 1)
(0 2 1 6 2)
(0 2 1 6 4)
(0 2 1 6 5)
(0 2 1 6 4)
(0 2 1 6 1)
(0 2 1 4 2)
(0 2 1 4 4)
(0 2 1 4 5)
(0 2 1 4 4)
(0 2 1 4 1)
(0 2 1 2 2)
(0 2 1 2 4)
(0 2 1 2 5)
(0 2 1 2 4)
(0 2 1 2 1)
(0 2 1 8 2)
(0 2 1 8 4)
(0 2 1 8 5)
(0 2 1 8 4)
(0 2 1 8 1)
(0 8 2 6 2)
(0 8 2 6 4)
(0 8 2 6 5)
(0 8 2 6 4)
(0 8 2 6 1)
(0 8 2 4 2)
(0 8 2 4 4)
(0 8 2 4 5)
(0 8 2 4 4)
(0 8 2 4 1)
(0 8 2 2 2)
(0 8 2 2 4)
(0 8 2 2 5)
(0 8 2 2 4)
(0 8 2 2 1)
(0 8 2 8 2)
(0 8 2 8 4)
(0 8 2 8 5)
(0 8 2 8 4)
(0 8 2 8 1)
(0 8 4 6 2)
(0 8 4 6 4)
(0 8 4 6 5)
(0 8 4 6 4)
(0 8 4 6 1)
(0 8 4 4 2)
(0 8 4 4 4)
(0 8 4 4 5)
(0 8 4 4 4)
(0 8 4 4 1)
(0 8 4 2 2)
(0 8 4 2 4)
(0 8 4 2 5)
(0 8 4 2 4)
(0 8 4 2 1)
(0 8 4 8 2)
(0 8 4 8 4)
(0 8 4 8 5)
(0 8 4 8 4)
(0 8 4 8 1)
(0 8 5 6 2)
(0 8 5 6 4)
(0 8 5 6 5)
(0 8 5 6 4)
(0 8 5 6 1)
(0 8 5 4 2)
(0 8 5 4 4)
(0 8 5 4 5)
(0 8 5 4 4)
(0 8 5 4 1)
(0 8 5 2 2)
(0 8 5 2 4)
(0 8 5 2 5)
(0 8 5 2 4)
(0 8 5 2 1)
(0 8 5 8 2)
(0 8 5 8 4)
(0 8 5 8 5)
(0 8 5 8 4)
(0 8 5 8 1)
(0 8 4 6 2)
(0 8 4 6 4)
(0 8 4 6 5)
(0 8 4 6 4)
(0 8 4 6 1)
(0 8 4 4 2)
(0 8 4 4 4)
(0 8 4 4 5)
(0 8 4 4 4)
(0 8 4 4 1)
(0 8 4 2 2)
(0 8 4 2 4)
(0 8 4 2 5)
(0 8 4 2 4)
(0 8 4 2 1)
(0 8 4 8 2)
(0 8 4 8 4)
(0 8 4 8 5)
(0 8 4 8 4)
(0 8 4 8 1)
(0 8 1 6 2)
(0 8 1 6 4)
(0 8 1 6 5)
(0 8 1 6 4)
(0 8 1 6 1)
(0 8 1 4 2)
(0 8 1 4 4)
(0 8 1 4 5)
(0 8 1 4 4)
(0 8 1 4 1)
(0 8 1 2 2)
(0 8 1 2 4)
(0 8 1 2 5)
(0 8 1 2 4)
(0 8 1 2 1)
(0 8 1 8 2)
(0 8 1 8 4)
(0 8 1 8 5)
(0 8 1 8 4)
(0 8 1 8 1)
(2 6 2 6 2)
(2 6 2 6 4)
(2 6 2 6 5)
(2 6 2 6 4)
(2 6 2 6 1)
(2 6 2 4 2)
(2 6 2 4 4)
(2 6 2 4 5)
(2 6 2 4 4)
(2 6 2 4 1)
(2 6 2 2 2)
(2 6 2 2 4)
(2 6 2 2 5)
(2 6 2 2 4)
(2 6 2 2 1)
(2 6 2 8 2)
(2 6 2 8 4)
(2 6 2 8 5)
(2 6 2 8 4)
(2 6 2 8 1)
(2 6 4 6 2)
(2 6 4 6 4)
(2 6 4 6 5)
(2 6 4 6 4)
(2 6 4 6 1)
(2 6 4 4 2)
(2 6 4 4 4)
(2 6 4 4 5)
(2 6 4 4 4)
(2 6 4 4 1)
(2 6 4 2 2)
(2 6 4 2 4)
(2 6 4 2 5)
(2 6 4 2 4)
(2 6 4 2 1)
(2 6 4 8 2)
(2 6 4 8 4)
(2 6 4 8 5)
(2 6 4 8 4)
(2 6 4 8 1)
(2 6 5 6 2)
(2 6 5 6 4)
(2 6 5 6 5)
(2 6 5 6 4)
(2 6 5 6 1)
(2 6 5 4 2)
(2 6 5 4 4)
(2 6 5 4 5)
(2 6 5 4 4)
(2 6 5 4 1)
(2 6 5 2 2)
(2 6 5 2 4)
(2 6 5 2 5)
(2 6 5 2 4)
(2 6 5 2 1)
(2 6 5 8 2)
(2 6 5 8 4)
(2 6 5 8 5)
(2 6 5 8 4)
(2 6 5 8 1)
(2 6 4 6 2)
(2 6 4 6 4)
(2 6 4 6 5)
(2 6 4 6 4)
(2 6 4 6 1)
(2 6 4 4 2)
(2 6 4 4 4)
(2 6 4 4 5)
(2 6 4 4 4)
(2 6 4 4 1)
(2 6 4 2 2)
(2 6 4 2 4)
(2 6 4 2 5)
(2 6 4 2 4)
(2 6 4 2 1)
(2 6 4 8 2)
(2 6 4 8 4)
(2 6 4 8 5)
(2 6 4 8 4)
(2 6 4 8 1)
(2 6 1 6 2)
(2 6 1 6 4)
(2 6 1 6 5)
(2 6 1 6 4)
(2 6 1 6 1)
(2 6 1 4 2)
(2 6 1 4 4)
(2 6 1 4 5)
(2 6 1 4 4)
(2 6 1 4 1)
(2 6 1 2 2)
(2 6 1 2 4)
(2 6 1 2 5)
(2 6 1 2 4)
(2 6 1 2 1)
(2 6 1 8 2)
(2 6 1 8 4)
(2 6 1 8 5)
(2 6 1 8 4)
(2 6 1 8 1)
(2 4 2 6 2)
(2 4 2 6 4)
(2 4 2 6 5)
(2 4 2 6 4)
(2 4 2 6 1)
(2 4 2 4 2)
(2 4 2 4 4)
(2 4 2 4 5)
(2 4 2 4 4)
(2 4 2 4 1)
(2 4 2 2 2)
(2 4 2 2 4)
(2 4 2 2 5)
(2 4 2 2 4)
(2 4 2 2 1)
(2 4 2 8 2)
(2 4 2 8 4)
(2 4 2 8 5)
(2 4 2 8 4)
(2 4 2 8 1)
(2 4 4 6 2)
(2 4 4 6 4)
(2 4 4 6 5)
(2 4 4 6 4)
(2 4 4 6 1)
(2 4 4 4 2)
(2 4 4 4 4)
(2 4 4 4 5)
(2 4 4 4 4)
(2 4 4 4 1)
(2 4 4 2 2)
(2 4 4 2 4)
(2 4 4 2 5)
(2 4 4 2 4)
(2 4 4 2 1)
(2 4 4 8 2)
(2 4 4 8 4)
(2 4 4 8 5)
(2 4 4 8 4)
(2 4 4 8 1)
(2 4 5 6 2)
(2 4 5 6 4)
(2 4 5 6 5)
(2 4 5 6 4)
(2 4 5 6 1)
(2 4 5 4 2)
(2 4 5 4 4)
(2 4 5 4 5)
(2 4 5 4 4)
(2 4 5 4 1)
(2 4 5 2 2)
(2 4 5 2 4)
(2 4 5 2 5)
(2 4 5 2 4)
(2 4 5 2 1)
(2 4 5 8 2)
(2 4 5 8 4)
(2 4 5 8 5)
(2 4 5 8 4)
(2 4 5 8 1)
(2 4 4 6 2)
(2 4 4 6 4)
(2 4 4 6 5)
(2 4 4 6 4)
(2 4 4 6 1)
(2 4 4 4 2)
(2 4 4 4 4)
(2 4 4 4 5)
(2 4 4 4 4)
(2 4 4 4 1)
(2 4 4 2 2)
(2 4 4 2 4)
(2 4 4 2 5)
(2 4 4 2 4)
(2 4 4 2 1)
(2 4 4 8 2)
(2 4 4 8 4)
(2 4 4 8 5)
(2 4 4 8 4)
(2 4 4 8 1)
(2 4 1 6 2)
(2 4 1 6 4)
(2 4 1 6 5)
(2 4 1 6 4)
(2 4 1 6 1)
(2 4 1 4 2)
(2 4 1 4 4)
(2 4 1 4 5)
(2 4 1 4 4)
(2 4 1 4 1)
(2 4 1 2 2)
(2 4 1 2 4)
(2 4 1 2 5)
(2 4 1 2 4)
(2 4 1 2 1)
(2 4 1 8 2)
(2 4 1 8 4)
(2 4 1 8 5)
(2 4 1 8 4)
(2 4 1 8 1)
(2 2 2 6 2)
(2 2 2 6 4)
(2 2 2 6 5)
(2 2 2 6 4)
(2 2 2 6 1)
(2 2 2 4 2)
(2 2 2 4 4)
(2 2 2 4 5)
(2 2 2 4 4)
(2 2 2 4 1)
(2 2 2 2 2)
(2 2 2 2 4)
(2 2 2 2 5)
(2 2 2 2 4)
(2 2 2 2 1)
(2 2 2 8 2)
(2 2 2 8 4)
(2 2 2 8 5)
(2 2 2 8 4)
(2 2 2 8 1)
(2 2 4 6 2)
(2 2 4 6 4)
(2 2 4 6 5)
(2 2 4 6 4)
(2 2 4 6 1)
(2 2 4 4 2)
(2 2 4 4 4)
(2 2 4 4 5)
(2 2 4 4 4)
(2 2 4 4 1)
(2 2 4 2 2)
(2 2 4 2 4)
(2 2 4 2 5)
(2 2 4 2 4)
(2 2 4 2 1)
(2 2 4 8 2)
(2 2 4 8 4)
(2 2 4 8 5)
(2 2 4 8 4)
(2 2 4 8 1)
(2 2 5 6 2)
(2 2 5 6 4)
(2 2 5 6 5)
(2 2 5 6 4)
(2 2 5 6 1)
(2 2 5 4 2)
(2 2 5 4 4)
(2 2 5 4 5)
(2 2 5 4 4)
(2 2 5 4 1)
(2 2 5 2 2)
(2 2 5 2 4)
(2 2 5 2 5)
(2 2 5 2 4)
(2 2 5 2 1)
(2 2 5 8 2)
(2 2 5 8 4)
(2 2 5 8 5)
(2 2 5 8 4)
(2 2 5 8 1)
(2 2 4 6 2)
(2 2 4 6 4)
(2 2 4 6 5)
(2 2 4 6 4)
(2 2 4 6 1)
(2 2 4 4 2)
(2 2 4 4 4)
(2 2 4 4 5)
(2 2 4 4 4)
(2 2 4 4 1)
(2 2 4 2 2)
(2 2 4 2 4)
(2 2 4 2 5)
(2 2 4 2 4)
(2 2 4 2 1)
(2 2 4 8 2)
(2 2 4 8 4)
(2 2 4 8 5)
(2 2 4 8 4)
(2 2 4 8 1)
(2 2 1 6 2)
(2 2 1 6 4)
(2 2 1 6 5)
(2 2 1 6 4)
(2 2 1 6 1)
(2 2 1 4 2)
(2 2 1 4 4)
(2 2 1 4 5)
(2 2 1 4 4)
(2 2 1 4 1)
(2 2 1 2 2)
(2 2 1 2 4)
(2 2 1 2 5)
(2 2 1 2 4)
(2 2 1 2 1)
(2 2 1 8 2)
(2 2 1 8 4)
(2 2 1 8 5)
(2 2 1 8 4)
(2 2 1 8 1)
(2 8 2 6 2)
(2 8 2 6 4)
(2 8 2 6 5)
(2 8 2 6 4)
(2 8 2 6 1)
(2 8 2 4 2)
(2 8 2 4 4)
(2 8 2 4 5)
(2 8 2 4 4)
(2 8 2 4 1)
(2 8 2 2 2)
(2 8 2 2 4)
(2 8 2 2 5)
(2 8 2 2 4)
(2 8 2 2 1)
(2 8 2 8 2)
(2 8 2 8 4)
(2 8 2 8 5)
(2 8 2 8 4)
(2 8 2 8 1)
(2 8 4 6 2)
(2 8 4 6 4)
(2 8 4 6 5)
(2 8 4 6 4)
(2 8 4 6 1)
(2 8 4 4 2)
(2 8 4 4 4)
(2 8 4 4 5)
(2 8 4 4 4)
(2 8 4 4 1)
(2 8 4 2 2)
(2 8 4 2 4)
(2 8 4 2 5)
(2 8 4 2 4)
(2 8 4 2 1)
(2 8 4 8 2)
(2 8 4 8 4)
(2 8 4 8 5)
(2 8 4 8 4)
(2 8 4 8 1)
(2 8 5 6 2)
(2 8 5 6 4)
(2 8 5 6 5)
(2 8 5 6 4)
(2 8 5 6 1)
(2 8 5 4 2)
(2 8 5 4 4)
(2 8 5 4 5)
(2 8 5 4 4)
(2 8 5 4 1)
(2 8 5 2 2)
(2 8 5 2 4)
(2 8 5 2 5)
(2 8 5 2 4)
(2 8 5 2 1)
(2 8 5 8 2)
(2 8 5 8 4)
(2 8 5 8 5)
(2 8 5 8 4)
(2 8 5 8 1)
(2 8 4 6 2)
(2 8 4 6 4)
(2 8 4 6 5)
(2 8 4 6 4)
(2 8 4 6 1)
(2 8 4 4 2)
(2 8 4 4 4)
(2 8 4 4 5)
(2 8 4 4 4)
(2 8 4 4 1)
(2 8 4 2 2)
(2 8 4 2 4)
(2 8 4 2 5)
(2 8 4 2 4)
(2 8 4 2 1)
(2 8 4 8 2)
(2 8 4 8 4)
(2 8 4 8 5)
(2 8 4 8 4)
(2 8 4 8 1)
(2 8 1 6 2)
(2 8 1 6 4)
(2 8 1 6 5)
(2 8 1 6 4)
(2 8 1 6 1)
(2 8 1 4 2)
(2 8 1 4 4)
(2 8 1 4 5)
(2 8 1 4 4)
(2 8 1 4 1)
(2 8 1 2 2)
(2 8 1 2 4)
(2 8 1 2 5)
(2 8 1 2 4)
(2 8 1 2 1)
(2 8 1 8 2)
(2 8 1 8 4)
(2 8 1 8 5)
(2 8 1 8 4)
(2 8 1 8 1)
(3 6 2 6 2)
(3 6 2 6 4)
(3 6 2 6 5)
(3 6 2 6 4)
(3 6 2 6 1)
(3 6 2 4 2)
(3 6 2 4 4)
(3 6 2 4 5)
(3 6 2 4 4)
(3 6 2 4 1)
(3 6 2 2 2)
(3 6 2 2 4)
(3 6 2 2 5)
(3 6 2 2 4)
(3 6 2 2 1)
(3 6 2 8 2)
(3 6 2 8 4)
(3 6 2 8 5)
(3 6 2 8 4)
(3 6 2 8 1)
(3 6 4 6 2)
(3 6 4 6 4)
(3 6 4 6 5)
(3 6 4 6 4)
(3 6 4 6 1)
(3 6 4 4 2)
(3 6 4 4 4)
(3 6 4 4 5)
(3 6 4 4 4)
(3 6 4 4 1)
(3 6 4 2 2)
(3 6 4 2 4)
(3 6 4 2 5)
(3 6 4 2 4)
(3 6 4 2 1)
(3 6 4 8 2)
(3 6 4 8 4)
(3 6 4 8 5)
(3 6 4 8 4)
(3 6 4 8 1)
(3 6 5 6 2)
(3 6 5 6 4)
(3 6 5 6 5)
(3 6 5 6 4)
(3 6 5 6 1)
(3 6 5 4 2)
(3 6 5 4 4)
(3 6 5 4 5)
(3 6 5 4 4)
(3 6 5 4 1)
(3 6 5 2 2)
(3 6 5 2 4)
(3 6 5 2 5)
(3 6 5 2 4)
(3 6 5 2 1)
(3 6 5 8 2)
(3 6 5 8 4)
(3 6 5 8 5)
(3 6 5 8 4)
(3 6 5 8 1)
(3 6 4 6 2)
(3 6 4 6 4)
(3 6 4 6 5)
(3 6 4 6 4)
(3 6 4 6 1)
(3 6 4 4 2)
(3 6 4 4 4)
(3 6 4 4 5)
(3 6 4 4 4)
(3 6 4 4 1)
(3 6 4 2 2)
(3 6 4 2 4)
(3 6 4 2 5)
(3 6 4 2 4)
(3 6 4 2 1)
(3 6 4 8 2)
(3 6 4 8 4)
(3 6 4 8 5)
(3 6 4 8 4)
(3 6 4 8 1)
(3 6 1 6 2)
(3 6 1 6 4)
(3 6 1 6 5)
(3 6 1 6 4)
(3 6 1 6 1)
(3 6 1 4 2)
(3 6 1 4 4)
(3 6 1 4 5)
(3 6 1 4 4)
(3 6 1 4 1)
(3 6 1 2 2)
(3 6 1 2 4)
(3 6 1 2 5)
(3 6 1 2 4)
(3 6 1 2 1)
(3 6 1 8 2)
(3 6 1 8 4)
(3 6 1 8 5)
(3 6 1 8 4)
(3 6 1 8 1)
(3 4 2 6 2)
(3 4 2 6 4)
(3 4 2 6 5)
(3 4 2 6 4)
(3 4 2 6 1)
(3 4 2 4 2)
(3 4 2 4 4)
(3 4 2 4 5)
(3 4 2 4 4)
(3 4 2 4 1)
(3 4 2 2 2)
(3 4 2 2 4)
(3 4 2 2 5)
(3 4 2 2 4)
(3 4 2 2 1)
(3 4 2 8 2)
(3 4 2 8 4)
(3 4 2 8 5)
(3 4 2 8 4)
(3 4 2 8 1)
(3 4 4 6 2)
(3 4 4 6 4)
(3 4 4 6 5)
(3 4 4 6 4)
(3 4 4 6 1)
(3 4 4 4 2)
(3 4 4 4 4)
(3 4 4 4 5)
(3 4 4 4 4)
(3 4 4 4 1)
(3 4 4 2 2)
(3 4 4 2 4)
(3 4 4 2 5)
(3 4 4 2 4)
(3 4 4 2 1)
(3 4 4 8 2)
(3 4 4 8 4)
(3 4 4 8 5)
(3 4 4 8 4)
(3 4 4 8 1)
(3 4 5 6 2)
(3 4 5 6 4)
(3 4 5 6 5)
(3 4 5 6 4)
(3 4 5 6 1)
(3 4 5 4 2)
(3 4 5 4 4)
(3 4 5 4 5)
(3 4 5 4 4)
(3 4 5 4 1)
(3 4 5 2 2)
(3 4 5 2 4)
(3 4 5 2 5)
(3 4 5 2 4)
(3 4 5 2 1)
(3 4 5 8 2)
(3 4 5 8 4)
(3 4 5 8 5)
(3 4 5 8 4)
(3 4 5 8 1)
(3 4 4 6 2)
(3 4 4 6 4)
(3 4 4 6 5)
(3 4 4 6 4)
(3 4 4 6 1)
(3 4 4 4 2)
(3 4 4 4 4)
(3 4 4 4 5)
(3 4 4 4 4)
(3 4 4 4 1)
(3 4 4 2 2)
(3 4 4 2 4)
(3 4 4 2 5)
(3 4 4 2 4)
(3 4 4 2 1)
(3 4 4 8 2)
(3 4 4 8 4)
(3 4 4 8 5)
(3 4 4 8 4)
(3 4 4 8 1)
(3 4 1 6 2)
(3 4 1 6 4)
(3 4 1 6 5)
(3 4 1 6 4)
(3 4 1 6 1)
(3 4 1 4 2)
(3 4 1 4 4)
(3 4 1 4 5)
(3 4 1 4 4)
(3 4 1 4 1)
(3 4 1 2 2)
(3 4 1 2 4)
(3 4 1 2 5)
(3 4 1 2 4)
(3 4 1 2 1)
(3 4 1 8 2)
(3 4 1 8 4)
(3 4 1 8 5)
(3 4 1 8 4)
(3 4 1 8 1)
(3 2 2 6 2)
(3 2 2 6 4)
(3 2 2 6 5)
(3 2 2 6 4)
(3 2 2 6 1)
(3 2 2 4 2)
(3 2 2 4 4)
(3 2 2 4 5)
(3 2 2 4 4)
(3 2 2 4 1)
(3 2 2 2 2)
(3 2 2 2 4)
(3 2 2 2 5)
(3 2 2 2 4)
(3 2 2 2 1)
(3 2 2 8 2)
(3 2 2 8 4)
(3 2 2 8 5)
(3 2 2 8 4)
(3 2 2 8 1)
(3 2 4 6 2)
(3 2 4 6 4)
(3 2 4 6 5)
(3 2 4 6 4)
(3 2 4 6 1)
(3 2 4 4 2)
(3 2 4 4 4)
(3 2 4 4 5)
(3 2 4 4 4)
(3 2 4 4 1)
(3 2 4 2 2)
(3 2 4 2 4)
(3 2 4 2 5)
(3 2 4 2 4)
(3 2 4 2 1)
(3 2 4 8 2)
(3 2 4 8 4)
(3 2 4 8 5)
(3 2 4 8 4)
(3 2 4 8 1)
(3 2 5 6 2)
(3 2 5 6 4)
(3 2 5 6 5)
(3 2 5 6 4)
(3 2 5 6 1)
(3 2 5 4 2)
(3 2 5 4 4)
(3 2 5 4 5)
(3 2 5 4 4)
(3 2 5 4 1)
(3 2 5 2 2)
(3 2 5 2 4)
(3 2 5 2 5)
(3 2 5 2 4)
(3 2 5 2 1)
(3 2 5 8 2)
(3 2 5 8 4)
(3 2 5 8 5)
(3 2 5 8 4)
(3 2 5 8 1)
(3 2 4 6 2)
(3 2 4 6 4)
(3 2 4 6 5)
(3 2 4 6 4)
(3 2 4 6 1)
(3 2 4 4 2)
(3 2 4 4 4)
(3 2 4 4 5)
(3 2 4 4 4)
(3 2 4 4 1)
(3 2 4 2 2)
(3 2 4 2 4)
(3 2 4 2 5)
(3 2 4 2 4)
(3 2 4 2 1)
(3 2 4 8 2)
(3 2 4 8 4)
(3 2 4 8 5)
(3 2 4 8 4)
(3 2 4 8 1)
(3 2 1 6 2)
(3 2 1 6 4)
(3 2 1 6 5)
(3 2 1 6 4)
(3 2 1 6 1)
(3 2 1 4 2)
(3 2 1 4 4)
(3 2 1 4 5)
(3 2 1 4 4)
(3 2 1 4 1)
(3 2 1 2 2)
(3 2 1 2 4)
(3 2 1 2 5)
(3 2 1 2 4)
(3 2 1 2 1)
(3 2 1 8 2)
(3 2 1 8 4)
(3 2 1 8 5)
(3 2 1 8 4)
(3 2 1 8 1)
(3 8 2 6 2)
(3 8 2 6 4)
(3 8 2 6 5)
(3 8 2 6 4)
(3 8 2 6 1)
(3 8 2 4 2)
(3 8 2 4 4)
(3 8 2 4 5)
(3 8 2 4 4)
(3 8 2 4 1)
(3 8 2 2 2)
(3 8 2 2 4)
(3 8 2 2 5)
(3 8 2 2 4)
(3 8 2 2 1)
(3 8 2 8 2)
(3 8 2 8 4)
(3 8 2 8 5)
(3 8 2 8 4)
(3 8 2 8 1)
(3 8 4 6 2)
(3 8 4 6 4)
(3 8 4 6 5)
(3 8 4 6 4)
(3 8 4 6 1)
(3 8 4 4 2)
(3 8 4 4 4)
(3 8 4 4 5)
(3 8 4 4 4)
(3 8 4 4 1)
(3 8 4 2 2)
(3 8 4 2 4)
(3 8 4 2 5)
(3 8 4 2 4)
(3 8 4 2 1)
(3 8 4 8 2)
(3 8 4 8 4)
(3 8 4 8 5)
(3 8 4 8 4)
(3 8 4 8 1)
(3 8 5 6 2)
(3 8 5 6 4)
(3 8 5 6 5)
(3 8 5 6 4)
(3 8 5 6 1)
(3 8 5 4 2)
(3 8 5 4 4)
(3 8 5 4 5)
(3 8 5 4 4)
(3 8 5 4 1)
(3 8 5 2 2)
(3 8 5 2 4)
(3 8 5 2 5)
(3 8 5 2 4)
(3 8 5 2 1)
(3 8 5 8 2)
(3 8 5 8 4)
(3 8 5 8 5)
(3 8 5 8 4)
(3 8 5 8 1)
(3 8 4 6 2)
(3 8 4 6 4)
(3 8 4 6 5)
(3 8 4 6 4)
(3 8 4 6 1)
(3 8 4 4 2)
(3 8 4 4 4)
(3 8 4 4 5)
(3 8 4 4 4)
(3 8 4 4 1)
(3 8 4 2 2)
(3 8 4 2 4)
(3 8 4 2 5)
(3 8 4 2 4)
(3 8 4 2 1)
(3 8 4 8 2)
(3 8 4 8 4)
(3 8 4 8 5)
(3 8 4 8 4)
(3 8 4 8 1)
(3 8 1 6 2)
(3 8 1 6 4)
(3 8 1 6 5)
(3 8 1 6 4)
(3 8 1 6 1)
(3 8 1 4 2)
(3 8 1 4 4)
(3 8 1 4 5)
(3 8 1 4 4)
(3 8 1 4 1)
(3 8 1 2 2)
(3 8 1 2 4)
(3 8 1 2 5)
(3 8 1 2 4)
(3 8 1 2 1)
(3 8 1 8 2)
(3 8 1 8 4)
(3 8 1 8 5)
(3 8 1 8 4)
(3 8 1 8 1)
(4 6 2 6 2)
(4 6 2 6 4)
(4 6 2 6 5)
(4 6 2 6 4)
(4 6 2 6 1)
(4 6 2 4 2)
(4 6 2 4 4)
(4 6 2 4 5)
(4 6 2 4 4)
(4 6 2 4 1)
(4 6 2 2 2)
(4 6 2 2 4)
(4 6 2 2 5)
(4 6 2 2 4)
(4 6 2 2 1)
(4 6 2 8 2)
(4 6 2 8 4)
(4 6 2 8 5)
(4 6 2 8 4)
(4 6 2 8 1)
(4 6 4 6 2)
(4 6 4 6 4)
(4 6 4 6 5)
(4 6 4 6 4)
(4 6 4 6 1)
(4 6 4 4 2)
(4 6 4 4 4)
(4 6 4 4 5)
(4 6 4 4 4)
(4 6 4 4 1)
(4 6 4 2 2)
(4 6 4 2 4)
(4 6 4 2 5)
(4 6 4 2 4)
(4 6 4 2 1)
(4 6 4 8 2)
(4 6 4 8 4)
(4 6 4 8 5)
(4 6 4 8 4)
(4 6 4 8 1)
(4 6 5 6 2)
(4 6 5 6 4)
(4 6 5 6 5)
(4 6 5 6 4)
(4 6 5 6 1)
(4 6 5 4 2)
(4 6 5 4 4)
(4 6 5 4 5)
(4 6 5 4 4)
(4 6 5 4 1)
(4 6 5 2 2)
(4 6 5 2 4)
(4 6 5 2 5)
(4 6 5 2 4)
(4 6 5 2 1)
(4 6 5 8 2)
(4 6 5 8 4)
(4 6 5 8 5)
(4 6 5 8 4)
(4 6 5 8 1)
(4 6 4 6 2)
(4 6 4 6 4)
(4 6 4 6 5)
(4 6 4 6 4)
(4 6 4 6 1)
(4 6 4 4 2)
(4 6 4 4 4)
(4 6 4 4 5)
(4 6 4 4 4)
(4 6 4 4 1)
(4 6 4 2 2)
(4 6 4 2 4)
(4 6 4 2 5)
(4 6 4 2 4)
(4 6 4 2 1)
(4 6 4 8 2)
(4 6 4 8 4)
(4 6 4 8 5)
(4 6 4 8 4)
(4 6 4 8 1)
(4 6 1 6 2)
(4 6 1 6 4)
(4 6 1 6 5)
(4 6 1 6 4)
(4 6 1 6 1)
(4 6 1 4 2)
(4 6 1 4 4)
(4 6 1 4 5)
(4 6 1 4 4)
(4 6 1 4 1)
(4 6 1 2 2)
(4 6 1 2 4)
(4 6 1 2 5)
(4 6 1 2 4)
(4 6 1 2 1)
(4 6 1 8 2)
(4 6 1 8 4)
(4 6 1 8 5)
(4 6 1 8 4)
(4 6 1 8 1)
(4 4 2 6 2)
(4 4 2 6 4)
(4 4 2 6 5)
(4 4 2 6 4)
(4 4 2 6 1)
(4 4 2 4 2)
(4 4 2 4 4)
(4 4 2 4 5)
(4 4 2 4 4)
(4 4 2 4 1)
(4 4 2 2 2)
(4 4 2 2 4)
(4 4 2 2 5)
(4 4 2 2 4)
(4 4 2 2 1)
(4 4 2 8 2)
(4 4 2 8 4)
(4 4 2 8 5)
(4 4 2 8 4)
(4 4 2 8 1)
(4 4 4 6 2)
(4 4 4 6 4)
(4 4 4 6 5)
(4 4 4 6 4)
(4 4 4 6 1)
(4 4 4 4 2)
(4 4 4 4 4)
(4 4 4 4 5)
(4 4 4 4 4)
(4 4 4 4 1)
(4 4 4 2 2)
(4 4 4 2 4)
(4 4 4 2 5)
(4 4 4 2 4)
(4 4 4 2 1)
(4 4 4 8 2)
(4 4 4 8 4)
(4 4 4 8 5)
(4 4 4 8 4)
(4 4 4 8 1)
(4 4 5 6 2)
(4 4 5 6 4)
(4 4 5 6 5)
(4 4 5 6 4)
(4 4 5 6 1)
(4 4 5 4 2)
(4 4 5 4 4)
(4 4 5 4 5)
(4 4 5 4 4)
(4 4 5 4 1)
(4 4 5 2 2)
(4 4 5 2 4)
(4 4 5 2 5)
(4 4 5 2 4)
(4 4 5 2 1)
(4 4 5 8 2)
(4 4 5 8 4)
(4 4 5 8 5)
(4 4 5 8 4)
(4 4 5 8 1)
(4 4 4 6 2)
(4 4 4 6 4)
(4 4 4 6 5)
(4 4 4 6 4)
(4 4 4 6 1)
(4 4 4 4 2)
(4 4 4 4 4)
(4 4 4 4 5)
(4 4 4 4 4)
(4 4 4 4 1)
(4 4 4 2 2)
(4 4 4 2 4)
(4 4 4 2 5)
(4 4 4 2 4)
(4 4 4 2 1)
(4 4 4 8 2)
(4 4 4 8 4)
(4 4 4 8 5)
(4 4 4 8 4)
(4 4 4 8 1)
(4 4 1 6 2)
(4 4 1 6 4)
(4 4 1 6 5)
(4 4 1 6 4)
(4 4 1 6 1)
(4 4 1 4 2)
(4 4 1 4 4)
(4 4 1 4 5)
(4 4 1 4 4)
(4 4 1 4 1)
(4 4 1 2 2)
(4 4 1 2 4)
(4 4 1 2 5)
(4 4 1 2 4)
(4 4 1 2 1)
(4 4 1 8 2)
(4 4 1 8 4)
(4 4 1 8 5)
(4 4 1 8 4)
(4 4 1 8 1)
(4 2 2 6 2)
(4 2 2 6 4)
(4 2 2 6 5)
(4 2 2 6 4)
(4 2 2 6 1)
(4 2 2 4 2)
(4 2 2 4 4)
(4 2 2 4 5)
(4 2 2 4 4)
(4 2 2 4 1)
(4 2 2 2 2)
(4 2 2 2 4)
(4 2 2 2 5)
(4 2 2 2 4)
(4 2 2 2 1)
(4 2 2 8 2)
(4 2 2 8 4)
(4 2 2 8 5)
(4 2 2 8 4)
(4 2 2 8 1)
(4 2 4 6 2)
(4 2 4 6 4)
(4 2 4 6 5)
(4 2 4 6 4)
(4 2 4 6 1)
(4 2 4 4 2)
(4 2 4 4 4)
(4 2 4 4 5)
(4 2 4 4 4)
(4 2 4 4 1)
(4 2 4 2 2)
(4 2 4 2 4)
(4 2 4 2 5)
(4 2 4 2 4)
(4 2 4 2 1)
(4 2 4 8 2)
(4 2 4 8 4)
(4 2 4 8 5)
(4 2 4 8 4)
(4 2 4 8 1)
(4 2 5 6 2)
(4 2 5 6 4)
(4 2 5 6 5)
(4 2 5 6 4)
(4 2 5 6 1)
(4 2 5 4 2)
(4 2 5 4 4)
(4 2 5 4 5)
(4 2 5 4 4)
(4 2 5 4 1)
(4 2 5 2 2)
(4 2 5 2 4)
(4 2 5 2 5)
(4 2 5 2 4)
(4 2 5 2 1)
(4 2 5 8 2)
(4 2 5 8 4)
(4 2 5 8 5)
(4 2 5 8 4)
(4 2 5 8 1)
(4 2 4 6 2)
(4 2 4 6 4)
(4 2 4 6 5)
(4 2 4 6 4)
(4 2 4 6 1)
(4 2 4 4 2)
(4 2 4 4 4)
(4 2 4 4 5)
(4 2 4 4 4)
(4 2 4 4 1)
(4 2 4 2 2)
(4 2 4 2 4)
(4 2 4 2 5)
(4 2 4 2 4)
(4 2 4 2 1)
(4 2 4 8 2)
(4 2 4 8 4)
(4 2 4 8 5)
(4 2 4 8 4)
(4 2 4 8 1)
(4 2 1 6 2)
(4 2 1 6 4)
(4 2 1 6 5)
(4 2 1 6 4)
(4 2 1 6 1)
(4 2 1 4 2)
(4 2 1 4 4)
(4 2 1 4 5)
(4 2 1 4 4)
(4 2 1 4 1)
(4 2 1 2 2)
(4 2 1 2 4)
(4 2 1 2 5)
(4 2 1 2 4)
(4 2 1 2 1)
(4 2 1 8 2)
(4 2 1 8 4)
(4 2 1 8 5)
(4 2 1 8 4)
(4 2 1 8 1)
(4 8 2 6 2)
(4 8 2 6 4)
(4 8 2 6 5)
(4 8 2 6 4)
(4 8 2 6 1)
(4 8 2 4 2)
(4 8 2 4 4)
(4 8 2 4 5)
(4 8 2 4 4)
(4 8 2 4 1)
(4 8 2 2 2)
(4 8 2 2 4)
(4 8 2 2 5)
(4 8 2 2 4)
(4 8 2 2 1)
(4 8 2 8 2)
(4 8 2 8 4)
(4 8 2 8 5)
(4 8 2 8 4)
(4 8 2 8 1)
(4 8 4 6 2)
(4 8 4 6 4)
(4 8 4 6 5)
(4 8 4 6 4)
(4 8 4 6 1)
(4 8 4 4 2)
(4 8 4 4 4)
(4 8 4 4 5)
(4 8 4 4 4)
(4 8 4 4 1)
(4 8 4 2 2)
(4 8 4 2 4)
(4 8 4 2 5)
(4 8 4 2 4)
(4 8 4 2 1)
(4 8 4 8 2)
(4 8 4 8 4)
(4 8 4 8 5)
(4 8 4 8 4)
(4 8 4 8 1)
(4 8 5 6 2)
(4 8 5 6 4)
(4 8 5 6 5)
(4 8 5 6 4)
(4 8 5 6 1)
(4 8 5 4 2)
(4 8 5 4 4)
(4 8 5 4 5)
(4 8 5 4 4)
(4 8 5 4 1)
(4 8 5 2 2)
(4 8 5 2 4)
(4 8 5 2 5)
(4 8 5 2 4)
(4 8 5 2 1)
(4 8 5 8 2)
(4 8 5 8 4)
(4 8 5 8 5)
(4 8 5 8 4)
(4 8 5 8 1)
(4 8 4 6 2)
(4 8 4 6 4)
(4 8 4 6 5)
(4 8 4 6 4)
(4 8 4 6 1)
(4 8 4 4 2)
(4 8 4 4 4)
(4 8 4 4 5)
(4 8 4 4 4)
(4 8 4 4 1)
(4 8 4 2 2)
(4 8 4 2 4)
(4 8 4 2 5)
(4 8 4 2 4)
(4 8 4 2 1)
(4 8 4 8 2)
(4 8 4 8 4)
(4 8 4 8 5)
(4 8 4 8 4)
(4 8 4 8 1)
(4 8 1 6 2)
(4 8 1 6 4)
(4 8 1 6 5)
(4 8 1 6 4)
(4 8 1 6 1)
(4 8 1 4 2)
(4 8 1 4 4)
(4 8 1 4 5)
(4 8 1 4 4)
(4 8 1 4 1)
(4 8 1 2 2)
(4 8 1 2 4)
(4 8 1 2 5)
(4 8 1 2 4)
(4 8 1 2 1)
(4 8 1 8 2)
(4 8 1 8 4)
(4 8 1 8 5)
(4 8 1 8 4)
(4 8 1 8 1)
(5 6 2 6 2)
(5 6 2 6 4)
(5 6 2 6 5)
(5 6 2 6 4)
(5 6 2 6 1)
(5 6 2 4 2)
(5 6 2 4 4)
(5 6 2 4 5)
(5 6 2 4 4)
(5 6 2 4 1)
(5 6 2 2 2)
(5 6 2 2 4)
(5 6 2 2 5)
(5 6 2 2 4)
(5 6 2 2 1)
(5 6 2 8 2)
(5 6 2 8 4)
(5 6 2 8 5)
(5 6 2 8 4)
(5 6 2 8 1)
(5 6 4 6 2)
(5 6 4 6 4)
(5 6 4 6 5)
(5 6 4 6 4)
(5 6 4 6 1)
(5 6 4 4 2)
(5 6 4 4 4)
(5 6 4 4 5)
(5 6 4 4 4)
(5 6 4 4 1)
(5 6 4 2 2)
(5 6 4 2 4)
(5 6 4 2 5)
(5 6 4 2 4)
(5 6 4 2 1)
(5 6 4 8 2)
(5 6 4 8 4)
(5 6 4 8 5)
(5 6 4 8 4)
(5 6 4 8 1)
(5 6 5 6 2)
(5 6 5 6 4)
(5 6 5 6 5)
(5 6 5 6 4)
(5 6 5 6 1)
(5 6 5 4 2)
(5 6 5 4 4)
(5 6 5 4 5)
(5 6 5 4 4)
(5 6 5 4 1)
(5 6 5 2 2)
(5 6 5 2 4)
(5 6 5 2 5)
(5 6 5 2 4)
(5 6 5 2 1)
(5 6 5 8 2)
(5 6 5 8 4)
(5 6 5 8 5)
(5 6 5 8 4)
(5 6 5 8 1)
(5 6 4 6 2)
(5 6 4 6 4)
(5 6 4 6 5)
(5 6 4 6 4)
(5 6 4 6 1)
(5 6 4 4 2)
(5 6 4 4 4)
(5 6 4 4 5)
(5 6 4 4 4)
(5 6 4 4 1)
(5 6 4 2 2)
(5 6 4 2 4)
(5 6 4 2 5)
(5 6 4 2 4)
(5 6 4 2 1)
(5 6 4 8 2)
(5 6 4 8 4)
(5 6 4 8 5)
(5 6 4 8 4)
(5 6 4 8 1)
(5 6 1 6 2)
(5 6 1 6 4)
(5 6 1 6 5)
(5 6 1 6 4)
(5 6 1 6 1)
(5 6 1 4 2)
(5 6 1 4 4)
(5 6 1 4 5)
(5 6 1 4 4)
(5 6 1 4 1)
(5 6 1 2 2)
(5 6 1 2 4)
(5 6 1 2 5)
(5 6 1 2 4)
(5 6 1 2 1)
(5 6 1 8 2)
(5 6 1 8 4)
(5 6 1 8 5)
(5 6 1 8 4)
(5 6 1 8 1)
(5 4 2 6 2)
(5 4 2 6 4)
(5 4 2 6 5)
(5 4 2 6 4)
(5 4 2 6 1)
(5 4 2 4 2)
(5 4 2 4 4)
(5 4 2 4 5)
(5 4 2 4 4)
(5 4 2 4 1)
(5 4 2 2 2)
(5 4 2 2 4)
(5 4 2 2 5)
(5 4 2 2 4)
(5 4 2 2 1)
(5 4 2 8 2)
(5 4 2 8 4)
(5 4 2 8 5)
(5 4 2 8 4)
(5 4 2 8 1)
(5 4 4 6 2)
(5 4 4 6 4)
(5 4 4 6 5)
(5 4 4 6 4)
(5 4 4 6 1)
(5 4 4 4 2)
(5 4 4 4 4)
(5 4 4 4 5)
(5 4 4 4 4)
(5 4 4 4 1)
(5 4 4 2 2)
(5 4 4 2 4)
(5 4 4 2 5)
(5 4 4 2 4)
(5 4 4 2 1)
(5 4 4 8 2)
(5 4 4 8 4)
(5 4 4 8 5)
(5 4 4 8 4)
(5 4 4 8 1)
(5 4 5 6 2)
(5 4 5 6 4)
(5 4 5 6 5)
(5 4 5 6 4)
(5 4 5 6 1)
(5 4 5 4 2)
(5 4 5 4 4)
(5 4 5 4 5)
(5 4 5 4 4)
(5 4 5 4 1)
(5 4 5 2 2)
(5 4 5 2 4)
(5 4 5 2 5)
(5 4 5 2 4)
(5 4 5 2 1)
(5 4 5 8 2)
(5 4 5 8 4)
(5 4 5 8 5)
(5 4 5 8 4)
(5 4 5 8 1)
(5 4 4 6 2)
(5 4 4 6 4)
(5 4 4 6 5)
(5 4 4 6 4)
(5 4 4 6 1)
(5 4 4 4 2)
(5 4 4 4 4)
(5 4 4 4 5)
(5 4 4 4 4)
(5 4 4 4 1)
(5 4 4 2 2)
(5 4 4 2 4)
(5 4 4 2 5)
(5 4 4 2 4)
(5 4 4 2 1)
(5 4 4 8 2)
(5 4 4 8 4)
(5 4 4 8 5)
(5 4 4 8 4)
(5 4 4 8 1)
(5 4 1 6 2)
(5 4 1 6 4)
(5 4 1 6 5)
(5 4 1 6 4)
(5 4 1 6 1)
(5 4 1 4 2)
(5 4 1 4 4)
(5 4 1 4 5)
(5 4 1 4 4)
(5 4 1 4 1)
(5 4 1 2 2)
(5 4 1 2 4)
(5 4 1 2 5)
(5 4 1 2 4)
(5 4 1 2 1)
(5 4 1 8 2)
(5 4 1 8 4)
(5 4 1 8 5)
(5 4 1 8 4)
(5 4 1 8 1)
(5 2 2 6 2)
(5 2 2 6 4)
(5 2 2 6 5)
(5 2 2 6 4)
(5 2 2 6 1)
(5 2 2 4 2)
(5 2 2 4 4)
(5 2 2 4 5)
(5 2 2 4 4)
(5 2 2 4 1)
(5 2 2 2 2)
(5 2 2 2 4)
(5 2 2 2 5)
(5 2 2 2 4)
(5 2 2 2 1)
(5 2 2 8 2)
(5 2 2 8 4)
(5 2 2 8 5)
(5 2 2 8 4)
(5 2 2 8 1)
(5 2 4 6 2)
(5 2 4 6 4)
(5 2 4 6 5)
(5 2 4 6 4)
(5 2 4 6 1)
(5 2 4 4 2)
(5 2 4 4 4)
(5 2 4 4 5)
(5 2 4 4 4)
(5 2 4 4 1)
(5 2 4 2 2)
(5 2 4 2 4)
(5 2 4 2 5)
(5 2 4 2 4)
(5 2 4 2 1)
(5 2 4 8 2)
(5 2 4 8 4)
(5 2 4 8 5)
(5 2 4 8 4)
(5 2 4 8 1)
(5 2 5 6 2)
(5 2 5 6 4)
(5 2 5 6 5)
(5 2 5 6 4)
(5 2 5 6 1)
(5 2 5 4 2)
(5 2 5 4 4)
(5 2 5 4 5)
(5 2 5 4 4)
(5 2 5 4 1)
(5 2 5 2 2)
(5 2 5 2 4)
(5 2 5 2 5)
(5 2 5 2 4)
(5 2 5 2 1)
(5 2 5 8 2)
(5 2 5 8 4)
(5 2 5 8 5)
(5 2 5 8 4)
(5 2 5 8 1)
(5 2 4 6 2)
(5 2 4 6 4)
(5 2 4 6 5)
(5 2 4 6 4)
(5 2 4 6 1)
(5 2 4 4 2)
(5 2 4 4 4)
(5 2 4 4 5)
(5 2 4 4 4)
(5 2 4 4 1)
(5 2 4 2 2)
(5 2 4 2 4)
(5 2 4 2 5)
(5 2 4 2 4)
(5 2 4 2 1)
(5 2 4 8 2)
(5 2 4 8 4)
(5 2 4 8 5)
(5 2 4 8 4)
(5 2 4 8 1)
(5 2 1 6 2)
(5 2 1 6 4)
(5 2 1 6 5)
(5 2 1 6 4)
(5 2 1 6 1)
(5 2 1 4 2)
(5 2 1 4 4)
(5 2 1 4 5)
(5 2 1 4 4)
(5 2 1 4 1)
(5 2 1 2 2)
(5 2 1 2 4)
(5 2 1 2 5)
(5 2 1 2 4)
(5 2 1 2 1)
(5 2 1 8 2)
(5 2 1 8 4)
(5 2 1 8 5)
(5 2 1 8 4)
(5 2 1 8 1)
(5 8 2 6 2)
(5 8 2 6 4)
(5 8 2 6 5)
(5 8 2 6 4)
(5 8 2 6 1)
(5 8 2 4 2)
(5 8 2 4 4)
(5 8 2 4 5)
(5 8 2 4 4)
(5 8 2 4 1)
(5 8 2 2 2)
(5 8 2 2 4)
(5 8 2 2 5)
(5 8 2 2 4)
(5 8 2 2 1)
(5 8 2 8 2)
(5 8 2 8 4)
(5 8 2 8 5)
(5 8 2 8 4)
(5 8 2 8 1)
(5 8 4 6 2)
(5 8 4 6 4)
(5 8 4 6 5)
(5 8 4 6 4)
(5 8 4 6 1)
(5 8 4 4 2)
(5 8 4 4 4)
(5 8 4 4 5)
(5 8 4 4 4)
(5 8 4 4 1)
(5 8 4 2 2)
(5 8 4 2 4)
(5 8 4 2 5)
(5 8 4 2 4)
(5 8 4 2 1)
(5 8 4 8 2)
(5 8 4 8 4)
(5 8 4 8 5)
(5 8 4 8 4)
(5 8 4 8 1)
(5 8 5 6 2)
(5 8 5 6 4)
(5 8 5 6 5)
(5 8 5 6 4)
(5 8 5 6 1)
(5 8 5 4 2)
(5 8 5 4 4)
(5 8 5 4 5)
(5 8 5 4 4)
(5 8 5 4 1)
(5 8 5 2 2)
(5 8 5 2 4)
(5 8 5 2 5)
(5 8 5 2 4)
(5 8 5 2 1)
(5 8 5 8 2)
(5 8 5 8 4)
(5 8 5 8 5)
(5 8 5 8 4)
(5 8 5 8 1)
(5 8 4 6 2)
(5 8 4 6 4)
(5 8 4 6 5)
(5 8 4 6 4)
(5 8 4 6 1)
(5 8 4 4 2)
(5 8 4 4 4)
(5 8 4 4 5)
(5 8 4 4 4)
(5 8 4 4 1)
(5 8 4 2 2)
(5 8 4 2 4)
(5 8 4 2 5)
(5 8 4 2 4)
(5 8 4 2 1)
(5 8 4 8 2)
(5 8 4 8 4)
(5 8 4 8 5)
(5 8 4 8 4)
(5 8 4 8 1)
(5 8 1 6 2)
(5 8 1 6 4)
(5 8 1 6 5)
(5 8 1 6 4)
(5 8 1 6 1)
(5 8 1 4 2)
(5 8 1 4 4)
(5 8 1 4 5)
(5 8 1 4 4)
(5 8 1 4 1)
(5 8 1 2 2)
(5 8 1 2 4)
(5 8 1 2 5)
(5 8 1 2 4)
(5 8 1 2 1)
(5 8 1 8 2)
(5 8 1 8 4)
(5 8 1 8 5)
(5 8 1 8 4)
(5 8 1 8 1)
(32 6 2 6 2)
(32 6 2 6 4)
(32 6 2 6 5)
(32 6 2 6 4)
(32 6 2 6 1)
(32 6 2 4 2)
(32 6 2 4 4)
(32 6 2 4 5)
(32 6 2 4 4)
(32 6 2 4 1)
(32 6 2 2 2)
(32 6 2 2 4)
(32 6 2 2 5)
(32 6 2 2 4)
(32 6 2 2 1)
(32 6 2 8 2)
(32 6 2 8 4)
(32 6 2 8 5)
(32 6 2 8 4)
(32 6 2 8 1)
(32 6 4 6 2)
(32 6 4 6 4)
(32 6 4 6 5)
(32 6 4 6 4)
(32 6 4 6 1)
(32 6 4 4 2)
(32 6 4 4 4)
(32 6 4 4 5)
(32 6 4 4 4)
(32 6 4 4 1)
(32 6 4 2 2)
(32 6 4 2 4)
(32 6 4 2 5)
(32 6 4 2 4)
(32 6 4 2 1)
(32 6 4 8 2)
(32 6 4 8 4)
(32 6 4 8 5)
(32 6 4 8 4)
(32 6 4 8 1)
(32 6 5 6 2)
(32 6 5 6 4)
(32 6 5 6 5)
(32 6 5 6 4)
(32 6 5 6 1)
(32 6 5 4 2)
(32 6 5 4 4)
(32 6 5 4 5)
(32 6 5 4 4)
(32 6 5 4 1)
(32 6 5 2 2)
(32 6 5 2 4)
(32 6 5 2 5)
(32 6 5 2 4)
(32 6 5 2 1)
(32 6 5 8 2)
(32 6 5 8 4)
(32 6 5 8 5)
(32 6 5 8 4)
(32 6 5 8 1)
(32 6 4 6 2)
(32 6 4 6 4)
(32 6 4 6 5)
(32 6 4 6 4)
(32 6 4 6 1)
(32 6 4 4 2)
(32 6 4 4 4)
(32 6 4 4 5)
(32 6 4 4 4)
(32 6 4 4 1)
(32 6 4 2 2)
(32 6 4 2 4)
(32 6 4 2 5)
(32 6 4 2 4)
(32 6 4 2 1)
(32 6 4 8 2)
(32 6 4 8 4)
(32 6 4 8 5)
(32 6 4 8 4)
(32 6 4 8 1)
(32 6 1 6 2)
(32 6 1 6 4)
(32 6 1 6 5)
(32 6 1 6 4)
(32 6 1 6 1)
(32 6 1 4 2)
(32 6 1 4 4)
(32 6 1 4 5)
(32 6 1 4 4)
(32 6 1 4 1)
(32 6 1 2 2)
(32 6 1 2 4)
(32 6 1 2 5)
(32 6 1 2 4)
(32 6 1 2 1)
(32 6 1 8 2)
(32 6 1 8 4)
(32 6 1 8 5)
(32 6 1 8 4)
(32 6 1 8 1)
(32 4 2 6 2)
(32 4 2 6 4)
(32 4 2 6 5)
(32 4 2 6 4)
(32 4 2 6 1)
(32 4 2 4 2)
(32 4 2 4 4)
(32 4 2 4 5)
(32 4 2 4 4)
(32 4 2 4 1)
(32 4 2 2 2)
(32 4 2 2 4)
(32 4 2 2 5)
(32 4 2 2 4)
(32 4 2 2 1)
(32 4 2 8 2)
(32 4 2 8 4)
(32 4 2 8 5)
(32 4 2 8 4)
(32 4 2 8 1)
(32 4 4 6 2)
(32 4 4 6 4)
(32 4 4 6 5)
(32 4 4 6 4)
(32 4 4 6 1)
(32 4 4 4 2)
(32 4 4 4 4)
(32 4 4 4 5)
(32 4 4 4 4)
(32 4 4 4 1)
(32 4 4 2 2)
(32 4 4 2 4)
(32 4 4 2 5)
(32 4 4 2 4)
(32 4 4 2 1)
(32 4 4 8 2)
(32 4 4 8 4)
(32 4 4 8 5)
(32 4 4 8 4)
(32 4 4 8 1)
(32 4 5 6 2)
(32 4 5 6 4)
(32 4 5 6 5)
(32 4 5 6 4)
(32 4 5 6 1)
(32 4 5 4 2)
(32 4 5 4 4)
(32 4 5 4 5)
(32 4 5 4 4)
(32 4 5 4 1)
(32 4 5 2 2)
(32 4 5 2 4)
(32 4 5 2 5)
(32 4 5 2 4)
(32 4 5 2 1)
(32 4 5 8 2)
(32 4 5 8 4)
(32 4 5 8 5)
(32 4 5 8 4)
(32 4 5 8 1)
(32 4 4 6 2)
(32 4 4 6 4)
(32 4 4 6 5)
(32 4 4 6 4)
(32 4 4 6 1)
(32 4 4 4 2)
(32 4 4 4 4)
(32 4 4 4 5)
(32 4 4 4 4)
(32 4 4 4 1)
(32 4 4 2 2)
(32 4 4 2 4)
(32 4 4 2 5)
(32 4 4 2 4)
(32 4 4 2 1)
(32 4 4 8 2)
(32 4 4 8 4)
(32 4 4 8 5)
(32 4 4 8 4)
(32 4 4 8 1)
(32 4 1 6 2)
(32 4 1 6 4)
(32 4 1 6 5)
(32 4 1 6 4)
(32 4 1 6 1)
(32 4 1 4 2)
(32 4 1 4 4)
(32 4 1 4 5)
(32 4 1 4 4)
(32 4 1 4 1)
(32 4 1 2 2)
(32 4 1 2 4)
(32 4 1 2 5)
(32 4 1 2 4)
(32 4 1 2 1)
(32 4 1 8 2)
(32 4 1 8 4)
(32 4 1 8 5)
(32 4 1 8 4)
(32 4 1 8 1)
(32 2 2 6 2)
(32 2 2 6 4)
(32 2 2 6 5)
(32 2 2 6 4)
(32 2 2 6 1)
(32 2 2 4 2)
(32 2 2 4 4)
(32 2 2 4 5)
(32 2 2 4 4)
(32 2 2 4 1)
(32 2 2 2 2)
(32 2 2 2 4)
(32 2 2 2 5)
(32 2 2 2 4)
(32 2 2 2 1)
(32 2 2 8 2)
(32 2 2 8 4)
(32 2 2 8 5)
(32 2 2 8 4)
(32 2 2 8 1)
(32 2 4 6 2)
(32 2 4 6 4)
(32 2 4 6 5)
(32 2 4 6 4)
(32 2 4 6 1)
(32 2 4 4 2)
(32 2 4 4 4)
(32 2 4 4 5)
(32 2 4 4 4)
(32 2 4 4 1)
(32 2 4 2 2)
(32 2 4 2 4)
(32 2 4 2 5)
(32 2 4 2 4)
(32 2 4 2 1)
(32 2 4 8 2)
(32 2 4 8 4)
(32 2 4 8 5)
(32 2 4 8 4)
(32 2 4 8 1)
(32 2 5 6 2)
(32 2 5 6 4)
(32 2 5 6 5)
(32 2 5 6 4)
(32 2 5 6 1)
(32 2 5 4 2)
(32 2 5 4 4)
(32 2 5 4 5)
(32 2 5 4 4)
(32 2 5 4 1)
(32 2 5 2 2)
(32 2 5 2 4)
(32 2 5 2 5)
(32 2 5 2 4)
(32 2 5 2 1)
(32 2 5 8 2)
(32 2 5 8 4)
(32 2 5 8 5)
(32 2 5 8 4)
(32 2 5 8 1)
(32 2 4 6 2)
(32 2 4 6 4)
(32 2 4 6 5)
(32 2 4 6 4)
(32 2 4 6 1)
(32 2 4 4 2)
(32 2 4 4 4)
(32 2 4 4 5)
(32 2 4 4 4)
(32 2 4 4 1)
(32 2 4 2 2)
(32 2 4 2 4)
(32 2 4 2 5)
(32 2 4 2 4)
(32 2 4 2 1)
(32 2 4 8 2)
(32 2 4 8 4)
(32 2 4 8 5)
(32 2 4 8 4)
(32 2 4 8 1)
(32 2 1 6 2)
(32 2 1 6 4)
(32 2 1 6 5)
(32 2 1 6 4)
(32 2 1 6 1)
(32 2 1 4 2)
(32 2 1 4 4)
(32 2 1 4 5)
(32 2 1 4 4)
(32 2 1 4 1)
(32 2 1 2 2)
(32 2 1 2 4)
(32 2 1 2 5)
(32 2 1 2 4)
(32 2 1 2 1)
(32 2 1 8 2)
(32 2 1 8 4)
(32 2 1 8 5)
(32 2 1 8 4)
(32 2 1 8 1)
(32 8 2 6 2)
(32 8 2 6 4)
(32 8 2 6 5)
(32 8 2 6 4)
(32 8 2 6 1)
(32 8 2 4 2)
(32 8 2 4 4)
(32 8 2 4 5)
(32 8 2 4 4)
(32 8 2 4 1)
(32 8 2 2 2)
(32 8 2 2 4)
(32 8 2 2 5)
(32 8 2 2 4)
(32 8 2 2 1)
(32 8 2 8 2)
(32 8 2 8 4)
(32 8 2 8 5)
(32 8 2 8 4)
(32 8 2 8 1)
(32 8 4 6 2)
(32 8 4 6 4)
(32 8 4 6 5)
(32 8 4 6 4)
(32 8 4 6 1)
(32 8 4 4 2)
(32 8 4 4 4)
(32 8 4 4 5)
(32 8 4 4 4)
(32 8 4 4 1)
(32 8 4 2 2)
(32 8 4 2 4)
(32 8 4 2 5)
(32 8 4 2 4)
(32 8 4 2 1)
(32 8 4 8 2)
(32 8 4 8 4)
(32 8 4 8 5)
(32 8 4 8 4)
(32 8 4 8 1)
(32 8 5 6 2)
(32 8 5 6 4)
(32 8 5 6 5)
(32 8 5 6 4)
(32 8 5 6 1)
(32 8 5 4 2)
(32 8 5 4 4)
(32 8 5 4 5)
(32 8 5 4 4)
(32 8 5 4 1)
(32 8 5 2 2)
(32 8 5 2 4)
(32 8 5 2 5)
(32 8 5 2 4)
(32 8 5 2 1)
(32 8 5 8 2)
(32 8 5 8 4)
(32 8 5 8 5)
(32 8 5 8 4)
(32 8 5 8 1)
(32 8 4 6 2)
(32 8 4 6 4)
(32 8 4 6 5)
(32 8 4 6 4)
(32 8 4 6 1)
(32 8 4 4 2)
(32 8 4 4 4)
(32 8 4 4 5)
(32 8 4 4 4)
(32 8 4 4 1)
(32 8 4 2 2)
(32 8 4 2 4)
(32 8 4 2 5)
(32 8 4 2 4)
(32 8 4 2 1)
(32 8 4 8 2)
(32 8 4 8 4)
(32 8 4 8 5)
(32 8 4 8 4)
(32 8 4 8 1)
(32 8 1 6 2)
(32 8 1 6 4)
(32 8 1 6 5)
(32 8 1 6 4)
(32 8 1 6 1)
(32 8 1 4 2)
(32 8 1 4 4)
(32 8 1 4 5)
(32 8 1 4 4)
(32 8 1 4 1)
(32 8 1 2 2)
(32 8 1 2 4)
(32 8 1 2 5)
(32 8 1 2 4)
(32 8 1 2 1)
(32 8 1 8 2)
(32 8 1 8 4)
(32 8 1 8 5)
(32 8 1 8 4)
(32 8 1 8 1))
(www))
(define (wwww)
(define (f x) (+ x (amb 6 4 2 8) (amb 2 4 5 4 1)))
(reify (f (f (f (amb 0 2 3 4 5 32))))))
(⊦= 48000 (length (wwww))))