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Optimize division/remainder by various constants.
This generally covers powers of two and certain other values. (Details differ for signed/unsigned div/rem.)
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parent
054719aab2
commit
4470626ade
151
Gen.pas
151
Gen.pas
@ -5722,10 +5722,152 @@ procedure GenTree {op: icptr};
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var
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opcode: pcodes; {temp storage}
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lab1: integer; {label number}
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lab1,lab2,lab3: integer; {label numbers}
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val: integer;
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power: integer;
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begin {GenDviMod}
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if Complex(op^.right) then begin
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opcode := op^.opcode;
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if (op^.right^.opcode = pc_ldc) and not rangeCheck then begin
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val := op^.right^.q;
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if opcode = pc_udi then begin
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case val of
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1,2,4,8,16,32,64,128,256,512,1024,2048,4096,8192,16384: begin
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GenTree(op^.left);
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if val >= 256 then begin
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GenNative(m_and_imm, immediate, $FF00, nil, 0);
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GenImplied(m_xba);
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val := val >> 8;
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end; {if}
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while not odd(val) do begin
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GenImplied(m_lsr_a);
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val := val >> 1;
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end; {while}
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opcode := pc_nop;
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end;
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otherwise:
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if (val >= 1000) or (val < 0) then begin {1000..65535}
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GenTree(op^.left);
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lab1 := GenLabel;
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GenNative(m_ldy_imm, immediate, -1, nil, 0);
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GenImplied(m_sec);
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GenLab(lab1);
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GenImplied(m_iny);
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GenNative(m_sbc_imm, immediate, val, nil, 0);
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GenNative(m_bcs, relative, lab1, nil, 0);
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GenImplied(m_tya);
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opcode := pc_nop;
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end; {if}
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end; {case}
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end {if}
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else if opcode = pc_uim then begin
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case val of
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1: begin
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GenTree(op^.left);
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GenNative(m_lda_imm, immediate, 0, nil, 0);
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opcode := pc_nop;
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end;
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2,4,8,16,32,64,128,256,512,1024,2048,4096,8192,16384: begin
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GenTree(op^.left);
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power := 0;
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while power < val/2 do
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power := (power << 1) + 1;
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GenNative(m_and_imm, immediate, power, nil, 0);
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opcode := pc_nop;
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end;
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otherwise:
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if (val >= 750) or (val < 0) then begin {750..65535}
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GenTree(op^.left);
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lab1 := GenLabel;
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GenImplied(m_sec);
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GenLab(lab1);
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GenNative(m_sbc_imm, immediate, val, nil, 0);
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GenNative(m_bcs, relative, lab1, nil, 0);
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GenNative(m_adc_imm, immediate, val, nil, 0);
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opcode := pc_nop;
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end; {if}
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end; {case}
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end {else if}
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else if opcode = pc_dvi then begin
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case val of
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-1: begin
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GenTree(op^.left);
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GenNative(m_eor_imm, immediate, -1, nil, 0);
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GenImplied(m_ina);
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opcode := pc_nop;
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end;
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1: begin
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GenTree(op^.left);
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opcode := pc_nop;
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end;
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2,4,8,16,32,64,128,256,512,1024,2048,4096,8192,16384: begin
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GenTree(op^.left);
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power := 0;
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while not odd(val) do begin
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power := power + 1;
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val := val >> 1;
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end; {while}
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if power <> 1 then
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GenNative(m_ldy_imm, immediate, power, nil, 0);
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lab1 := GenLabel;
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lab2 := GenLabel;
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lab3 := GenLabel;
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GenLab(lab1);
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GenImplied(m_clc);
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GenImplied(m_tax);
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GenNative(m_bpl, relative, lab2, nil, 0);
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GenImplied(m_ina);
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GenNative(m_beq, relative, lab3, nil, 0);
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GenImplied(m_sec);
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GenLab(lab2);
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GenImplied(m_ror_a);
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if power <> 1 then begin
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GenImplied(m_dey);
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GenNative(m_bne, relative, lab1, nil, 0);
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end; {if}
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GenLab(lab3);
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opcode := pc_nop;
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end;
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otherwise: ;
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end; {case}
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end {else if}
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else {if opcode = pc_mod then} begin
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case val of
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-1,1: begin
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GenTree(op^.left);
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GenNative(m_lda_imm, immediate, 0, nil, 0);
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opcode := pc_nop;
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end;
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2: begin
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GenTree(op^.left);
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lab1 := GenLabel;
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lab2 := GenLabel;
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GenImplied(m_asl_a);
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GenNative(m_and_imm, immediate, 2, nil, 0);
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GenNative(m_beq, relative, lab2, nil, 0);
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GenNative(m_bcc, relative, lab1, nil, 0);
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GenImplied(m_dea);
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GenImplied(m_dea);
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GenLab(lab1);
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GenImplied(m_dea);
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GenLab(lab2);
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opcode := pc_nop;
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end;
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otherwise: ;
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end; {case}
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end; {else}
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end; {if}
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if opcode = pc_nop then
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{nothing to do - optimized above}
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else if Complex(op^.right) then begin
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GenTree(op^.right);
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if Complex(op^.left) then begin
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GenImplied(m_pha);
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@ -5736,12 +5878,11 @@ procedure GenTree {op: icptr};
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GenImplied(m_tax);
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GenTree(op^.left);
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end; {else}
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end {if}
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end {else if}
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else begin
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GenTree(op^.left);
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LoadX(op^.right);
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end; {else}
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opcode := op^.opcode;
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if opcode = pc_mod then begin
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lab1 := GenLabel;
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GenImplied(m_pha); {stash away dividend (for sign)}
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@ -5755,7 +5896,7 @@ procedure GenTree {op: icptr};
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end {if}
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else if opcode = pc_dvi then
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GenCall(26)
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else {if opcode in [pc_udi,pc_uim] then} begin
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else if opcode in [pc_udi,pc_uim] then begin
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GenCall(40);
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if opcode = pc_uim then
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GenImplied(m_txa);
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