optimize evaluate
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julia.tal
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julia.tal
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@ -35,8 +35,7 @@
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height #10 SFT2 .Screen/height DEO2
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( starting c values )
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#0630 ;evaluate/cx STA2
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#f5e0 ;evaluate/cy STA2
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#0630 ;evaluate/cx STA2 #f5e0 ;evaluate/cy STA2
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;on-screen .Screen/vector DEO2
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BRK
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@ -48,15 +47,14 @@
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;evaluate/cx LDA2
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DUP2 #2000 LTH2 ?&upx
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DUP2 #e000 GTH2 ?&upx
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DUP2 #8000 LTH2 #ff MUL #80 ,&dx STR2
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#0000 ,&dx LDR2 SUB2 ,&dx STR2
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&upx [ LIT2 &dx 0080 ] ADD2 SWP2 STA2
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;evaluate/cy LDA2k
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DUP2 #2000 LTH2 ?&upy
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DUP2 #e000 GTH2 ?&upy
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DUP2 #8000 LTH2 #ff MUL #80 ,&dy STR2
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#0000 ,&dy LDR2 SUB2 ,&dy STR2
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&upy [ LIT2 &dy 0080 ] ADD2 SWP2 STA2
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BRK
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( logical width )
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@ -115,26 +113,19 @@
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( evaluate the julia function at one point )
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@evaluate ( x* y* -> count^ )
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LIT2r 20 00 ( x* y* [20 00] )
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( DUP2 ,&cy STR2 OVR2 ,&cx STR2 )
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( #fa8b ,&cx STR2 #f5e7 ,&cy STR2 )
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,&y1 STR2 ,&x1 STR2 ( [20 00] ; x1<-x, y1<- y )
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&loop
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[ LIT2 &x1 $2 ] ( x1* [20 n^] )
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square DUP2 ,&x2 STR2 ( [20 n^] )
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[ LIT2 &y1 $2 ] ( x1* [20 n^] )
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square DUP2 ,&y2 STR2 ( [20 n^] )
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ADD2 #4000 GTH2 ?&end ( [20 n^] )
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,&x1 LDR2 ,&y1 LDR2 ( x1* y1* [20 n^] )
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smul2 DUP2 ADD2 ( 2x1y1* [20 n^] )
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[ LIT2 &cy $2 ] ADD2 ( 2x1y1+cy* [20 n^] )
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,&y1 STR2 ( [20 n^] ; y1<-2x1y1+cy* )
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[ LIT2 &x2 $2 ] ( x2* [20 n^] )
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[ LIT2 &y2 $2 ] SUB2 ( x2-y2* [20 n^] )
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[ LIT2 &cx $2 ] ADD2 ( x2-y2+cx* [20 n^] )
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,&x1 STR2 ( [20 n^] ; x1<-x2-y2+x* )
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INCr GTHkr STHr ?&loop ( [20 n+1*] )
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&end ( [20 count^] )
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NIPr STHr JMP2r ( count^ )
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&loop ( x1* y1* [20 n^] )
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OVR2 square STH2 ( x1* y1* [20 n^ xx1*] )
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DUP2 square STH2 ( x1* y1* [20 n^ xx1* yy1*] )
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ADD2kr STH2r ( x1* y1* xx1+yy1* [20 n^ xx1* yy1*] )
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#4000 GTH2 ?&end2 ( x1* y1* [20 n^ xx1* yy1*] )
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smul2 DUP2 ADD2 ( 2x1y1* [20 n^ xx1* yy1*] )
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LIT2 [ &cy $2 ] ADD2 ( y2=2x1y1+cy* [20 n^ xx1* yy1*] )
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SUB2r STH2r ( y2* xx1-yy1* [20 n^] )
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LIT2 [ &cx $2 ] ADD2 ( y2* x2=xx1-yy1+cx* [20 n^] )
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SWP2 INCr GTHkr STHr ?&loop ( x2* y2* [20 n+1^] )
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!&end1 ( x2* y2* [20 n+1^] )
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&end2 POP2r POP2r ( x* y* [20 count^] )
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&end1 POP2 POP2 NIPr STHr JMP2r ( count^ )
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( is x a non-negative signed value? )
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@non-negative ( x* -> x* x>=0^ )
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