js-on-sx: bitwise ops & | ^ << >> (+ compound assigns)
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@@ -1667,6 +1667,67 @@
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(shift (modulo (js-math-trunc (js-to-number r)) 32)))
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(floor (/ lu32 (js-math-pow 2 shift))))))
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(define
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js-to-uint32
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(fn (n) (modulo (js-math-trunc (js-to-number n)) 4294967296)))
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(define
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js-uint32-to-int32
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(fn (u) (if (>= u 2147483648) (- u 4294967296) u)))
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(define js-to-int32 (fn (n) (js-uint32-to-int32 (js-to-uint32 n))))
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(define
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js-bitwise-loop
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(fn
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(op au bu i acc bit)
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(if
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(>= i 32)
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acc
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(let
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((abit (modulo (floor (/ au bit)) 2))
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(bbit (modulo (floor (/ bu bit)) 2)))
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(let
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((rbit
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(cond
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((= op "and") (* abit bbit))
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((= op "or") (if (or (= abit 1) (= bbit 1)) 1 0))
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((= op "xor") (if (= abit bbit) 0 1))
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(else 0))))
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(js-bitwise-loop
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op au bu (+ i 1) (+ acc (* rbit bit)) (* bit 2)))))))
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(define
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js-bitwise-binop
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(fn
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(op a b)
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(js-uint32-to-int32
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(js-bitwise-loop op (js-to-uint32 a) (js-to-uint32 b) 0 0 1))))
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(define js-bitand (fn (a b) (js-bitwise-binop "and" a b)))
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(define js-bitor (fn (a b) (js-bitwise-binop "or" a b)))
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(define js-bitxor (fn (a b) (js-bitwise-binop "xor" a b)))
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(define
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js-shl
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(fn
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(a b)
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(let
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((au (js-to-uint32 a))
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(sh (modulo (js-math-trunc (js-to-number b)) 32)))
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(js-uint32-to-int32 (modulo (* au (js-math-pow 2 sh)) 4294967296)))))
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(define
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js-shr
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(fn
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(a b)
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(let
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((ai (js-to-int32 a))
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(sh (modulo (js-math-trunc (js-to-number b)) 32)))
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(if (= sh 0) ai (floor (/ ai (js-math-pow 2 sh)))))))
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(define js-pow (fn (a b) (pow (js-to-number a) (js-to-number b))))
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(define js-neg (fn (a) (* -1 (exact->inexact (js-to-number a)))))
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