File: simp.scm

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; Copyright (c) 1993-2008 by Richard Kelsey.  See file COPYING.


(define (foo x y z)
  (if (and (= (bitwise-and x 3) 0)
	   (= (bitwise-and y 3) 0)
	   (= (bitwise-and z 3) 0))
      (ashl (ashr x 2) 2)
      (ashl y (ashr z 2))))

(define-local-syntax (define-primitive id nargs)
  (let ((args (reverse (list-tail '(z y x) (- '3 nargs)))))
    `(define (,id . ,args)
       (call-primitively ,id . ,args))))

(define-primitive = 2)
(define-primitive bitwise-and 2)
(define-primitive ashl 2)
(define-primitive ashr 2)