update primes32.tal to new math32.tal
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primes32.tal
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primes32.tal
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@ -43,20 +43,20 @@
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( works for x >= 2 )
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@is-prime32 ( x** -> bool^ )
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DUP4 ,&x1 STR2 ,&x0 STR2 ( x** ; store x )
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DUP4 #0000 #0002 ne32 ?{ POP4 #01 JMP2r } ( x** ; return if 2 )
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DUP4 #0000 #0002 u32-ne ?{ POP4 #01 JMP2r } ( x** ; return if 2 )
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DUP #01 AND ?{ POP4 #00 JMP2r } ( x** ; return if even )
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DUP4 #0000 #0003 ne32 ?{ POP4 #01 JMP2r } ( x** ; return if 3 )
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DUP4 #0000 #0003 u32-ne ?{ POP4 #01 JMP2r } ( x** ; return if 3 )
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#0002 ,&inc STR2 ( x** ; inc<-2 )
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#0000 #0005 DUP4 ,&i1 STR2 ,&i0 STR2 ( x** i** ; i<-5 )
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&loop ( x** i** )
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LIT2 [ &x0 $2 ] LIT2 [ &x1 $2 ] ( x** i** x** )
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LIT2 [ &i0 $2 ] LIT2 [ &i1 $2 ] ( x** i** x** i** )
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DUP4 mul32 lt32 ( x** i** x<ii^ )
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DUP4 u32-mul u32-lt ( x** i** x<ii^ )
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STH DUP2 #ffff EQU2 STHr ORA ( x** i** x<ii|i=0xffff^ )
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?{ ( x** i** )
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,&x0 LDR2 ,&x1 LDR2 ,&i0 LDR2 ,&i1 LDR2 ( x** i** x** i** )
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mod32 is-zero32 ( x** i** x//i^ )
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STH #0000 ,&inc LDR2 add32 ( x** i+2** [x//i^] )
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u32-mod u32-is-zero ( x** i** x//i^ )
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STH #0000 ,&inc LDR2 u32-add ( x** i+2** [x//i^] )
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LIT2 [ &inc $2 ] #0006 EOR2 ,&inc STR2 ( x** i+2** [x//i^] ; inc<-inc^6 )
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DUP4 ,&i1 STR2 ,&i0 STR2 STHr ( x** i+2** x//i^ ; i<-i+2 )
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?{ !&loop } ( x** i+2** ; if x<j*j, loop )
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