288 lines
8.6 KiB
Factor
288 lines
8.6 KiB
Factor
! Copyright (C) 2010 Slava Pestov.
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! See http://factorcode.org/license.txt for BSD license.
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USING: accessors combinators combinators.short-circuit
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cpu.architecture fry kernel layouts locals make math sequences
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compiler.cfg.instructions
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compiler.cfg.registers
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compiler.cfg.utilities
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compiler.cfg.gvn.folding
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compiler.cfg.gvn.graph
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compiler.cfg.gvn.rewrite ;
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IN: compiler.cfg.gvn.math
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: f-insn? ( insn -- ? )
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{ [ ##load-reference? ] [ obj>> not ] } 1&& ; inline
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: zero-insn? ( insn -- ? )
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{ [ ##load-integer? ] [ val>> 0 = ] } 1&& ; inline
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M: ##tagged>integer rewrite
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[ dst>> ] [ src>> vreg>insn ] bi {
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{ [ dup ##load-integer? ] [ val>> tag-fixnum \ ##load-integer new-insn ] }
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{ [ dup f-insn? ] [ drop \ f type-number \ ##load-integer new-insn ] }
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[ 2drop f ]
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} cond ;
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: self-inverse ( insn -- insn' )
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[ dst>> ] [ src>> vreg>insn src>> ] bi <copy> ;
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: identity ( insn -- insn' )
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[ dst>> ] [ src1>> ] bi <copy> ;
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M: ##neg rewrite
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{
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{ [ dup src>> vreg>insn ##neg? ] [ self-inverse ] }
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{ [ dup unary-constant-fold? ] [ unary-constant-fold ] }
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[ drop f ]
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} cond ;
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M: ##not rewrite
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{
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{ [ dup src>> vreg>insn ##not? ] [ self-inverse ] }
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{ [ dup unary-constant-fold? ] [ unary-constant-fold ] }
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[ drop f ]
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} cond ;
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! Reassociation converts
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! ## *-imm 2 1 X
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! ## *-imm 3 2 Y
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! into
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! ## *-imm 3 1 (X $ Y)
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! If * is associative, then $ is the same operation as *.
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! In the case of shifts, $ is addition.
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: (reassociate) ( insn -- dst src1 src2' src2'' )
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{
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[ dst>> ]
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[ src1>> vreg>insn [ src1>> ] [ src2>> ] bi ]
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[ src2>> ]
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} cleave ; inline
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: reassociate ( insn -- dst src1 src2 )
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[ (reassociate) ] keep binary-constant-fold* ;
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: ?new-insn ( dst src1 src2 ? class -- insn/f )
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'[ _ new-insn ] [ 3drop f ] if ; inline
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: reassociate-arithmetic ( insn new-insn -- insn/f )
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[ reassociate dup immediate-arithmetic? ] dip ?new-insn ; inline
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: reassociate-bitwise ( insn new-insn -- insn/f )
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[ reassociate dup immediate-bitwise? ] dip ?new-insn ; inline
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: reassociate-shift ( insn new-insn -- insn/f )
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[ (reassociate) + dup immediate-shift-count? ] dip ?new-insn ; inline
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M: ##add-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##add-imm? ] [ \ ##add-imm reassociate-arithmetic ] }
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[ drop f ]
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} cond ;
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: sub-imm>add-imm ( insn -- insn' )
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[ dst>> ] [ src1>> ] [ src2>> neg ] tri
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dup immediate-arithmetic?
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\ ##add-imm ?new-insn ;
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M: ##sub-imm rewrite sub-imm>add-imm ;
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! Convert ##mul-imm -1 => ##neg
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: mul-to-neg? ( insn -- ? )
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src2>> -1 = ;
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: mul-to-neg ( insn -- insn' )
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[ dst>> ] [ src1>> ] bi \ ##neg new-insn ;
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! Convert ##mul-imm 2^X => ##shl-imm X
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: mul-to-shl? ( insn -- ? )
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src2>> power-of-2? ;
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: mul-to-shl ( insn -- insn' )
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[ [ dst>> ] [ src1>> ] bi ] [ src2>> log2 ] bi \ ##shl-imm new-insn ;
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! Distribution converts
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! ##+-imm 2 1 X
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! ##*-imm 3 2 Y
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! Into
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! ##*-imm 4 1 Y
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! ##+-imm 3 4 X*Y
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! Where * is mul or shl, + is add or sub
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! Have to make sure that X*Y fits in an immediate
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:: (distribute) ( outer inner imm temp add-op mul-op -- new-outers/f )
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imm immediate-arithmetic? [
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[
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temp inner src1>> outer src2>> mul-op execute
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outer dst>> temp imm add-op execute
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] { } make
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] [ f ] if ; inline
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: distribute-over-add? ( insn -- ? )
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src1>> vreg>insn ##add-imm? ;
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: distribute-over-sub? ( insn -- ? )
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src1>> vreg>insn ##sub-imm? ;
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: distribute ( insn add-op mul-op -- new-insns/f )
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[
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dup src1>> vreg>insn
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2dup src2>> swap [ src2>> ] keep binary-constant-fold*
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next-vreg
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] 2dip (distribute) ; inline
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M: ##mul-imm rewrite
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{
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup mul-to-neg? ] [ mul-to-neg ] }
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{ [ dup mul-to-shl? ] [ mul-to-shl ] }
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{ [ dup src1>> vreg>insn ##mul-imm? ] [ \ ##mul-imm reassociate-arithmetic ] }
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{ [ dup distribute-over-add? ] [ \ ##add-imm \ ##mul-imm distribute ] }
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{ [ dup distribute-over-sub? ] [ \ ##sub-imm \ ##mul-imm distribute ] }
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[ drop f ]
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} cond ;
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M: ##and-imm rewrite
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{
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##and-imm? ] [ \ ##and-imm reassociate-bitwise ] }
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{ [ dup src2>> 0 = ] [ dst>> 0 \ ##load-integer new-insn ] }
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{ [ dup src2>> -1 = ] [ identity ] }
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[ drop f ]
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} cond ;
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M: ##or-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup src2>> -1 = ] [ dst>> -1 \ ##load-integer new-insn ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##or-imm? ] [ \ ##or-imm reassociate-bitwise ] }
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[ drop f ]
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} cond ;
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M: ##xor-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup src2>> -1 = ] [ [ dst>> ] [ src1>> ] bi \ ##not new-insn ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##xor-imm? ] [ \ ##xor-imm reassociate-bitwise ] }
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[ drop f ]
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} cond ;
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M: ##shl-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##shl-imm? ] [ \ ##shl-imm reassociate-shift ] }
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{ [ dup distribute-over-add? ] [ \ ##add-imm \ ##shl-imm distribute ] }
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{ [ dup distribute-over-sub? ] [ \ ##sub-imm \ ##shl-imm distribute ] }
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[ drop f ]
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} cond ;
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M: ##shr-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##shr-imm? ] [ \ ##shr-imm reassociate-shift ] }
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[ drop f ]
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} cond ;
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M: ##sar-imm rewrite
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{
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{ [ dup src2>> 0 = ] [ identity ] }
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{ [ dup binary-constant-fold? ] [ binary-constant-fold ] }
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{ [ dup src1>> vreg>insn ##sar-imm? ] [ \ ##sar-imm reassociate-shift ] }
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[ drop f ]
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} cond ;
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! Convert
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! ##load-integer 2 X
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! ##* 3 1 2
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! Where * is an operation with an -imm equivalent into
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! ##*-imm 3 1 X
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: insn>imm-insn ( insn op swap? -- new-insn )
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swap [
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[ [ dst>> ] [ src1>> ] [ src2>> ] tri ] dip
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[ swap ] when vreg>integer
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] dip new-insn ; inline
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M: ##add rewrite
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{
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{ [ dup src2>> vreg-immediate-arithmetic? ] [ \ ##add-imm f insn>imm-insn ] }
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{ [ dup src1>> vreg-immediate-arithmetic? ] [ \ ##add-imm t insn>imm-insn ] }
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[ drop f ]
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} cond ;
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: diagonal? ( insn -- ? )
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[ src1>> vreg>vn ] [ src2>> vreg>vn ] bi = ; inline
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! ##sub 2 1 1 => ##load-integer 2 0
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: rewrite-subtraction-identity ( insn -- insn' )
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dst>> 0 \ ##load-integer new-insn ;
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! ##load-integer 1 0
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! ##sub 3 1 2
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! =>
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! ##neg 3 2
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: sub-to-neg? ( ##sub -- ? )
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src1>> vreg>insn zero-insn? ;
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: sub-to-neg ( ##sub -- insn )
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[ dst>> ] [ src2>> ] bi \ ##neg new-insn ;
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M: ##sub rewrite
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{
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{ [ dup sub-to-neg? ] [ sub-to-neg ] }
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{ [ dup diagonal? ] [ rewrite-subtraction-identity ] }
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{ [ dup src2>> vreg-immediate-arithmetic? ] [ \ ##sub-imm f insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##mul rewrite
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{
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{ [ dup src2>> vreg-immediate-arithmetic? ] [ \ ##mul-imm f insn>imm-insn ] }
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{ [ dup src1>> vreg-immediate-arithmetic? ] [ \ ##mul-imm t insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##and rewrite
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{
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{ [ dup diagonal? ] [ identity ] }
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##and-imm f insn>imm-insn ] }
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{ [ dup src1>> vreg-immediate-bitwise? ] [ \ ##and-imm t insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##or rewrite
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{
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{ [ dup diagonal? ] [ identity ] }
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##or-imm f insn>imm-insn ] }
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{ [ dup src1>> vreg-immediate-bitwise? ] [ \ ##or-imm t insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##xor rewrite
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{
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{ [ dup diagonal? ] [ dst>> 0 \ ##load-integer new-insn ] }
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##xor-imm f insn>imm-insn ] }
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{ [ dup src1>> vreg-immediate-bitwise? ] [ \ ##xor-imm t insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##shl rewrite
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{
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##shl-imm f insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##shr rewrite
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{
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##shr-imm f insn>imm-insn ] }
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[ drop f ]
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} cond ;
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M: ##sar rewrite
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{
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{ [ dup src2>> vreg-immediate-bitwise? ] [ \ ##sar-imm f insn>imm-insn ] }
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[ drop f ]
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} cond ;
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