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l{$7d}{CBM-+}{$f9}0c{$f4}7{CBM-POUND}{$fb}>c,@{CBM-V}{$f9}/# {$ee}&{SHIFT-+}KL{$ee}{$f0}~{$fc}a={$fa}> {$7c}>{$f4}>{$f1}NW'{SHIFT-*}&+u 6{$fa}_{CBM-E}{CBM-P}{$7f}{$fa}{SHIFT-POUND}{$fe}w+{$fa}P&ze{CBM-S}X-{$7f}/N{$7c}{$7c},{CBM-POUND}PG;L*(t(*?{$e8}r_.\,^{CBM-V}_{CBM-B}4Z{$f5}{$ea}T({$e7}{CBM-+}(A@WV>{$7d}Z{$7d}:4:T{$7e}{$fb}c{CBM-V}E{CBM-J}{$de}U: ~{$ef}{CBM-F}{$e9}f{$7d}g {$e7}'??{$f5}{$f0}<8X{$7c}{$7c}{$7d}?~G{$f7}~w0/*{$ef}V{$f5}<{CBM-D}VU{$f5}{SHIFT--}Z{$fd}{$7d}7~Z/Q {$e4}{$e1}{$e4}{$e9}{$e8}{$ea}{$ea}P{$f7}? " {$fe}{$7f}{CBM-V}FR]:]{CBM-S}g{CBM-N}W"T"p{$f3}.'Q?O {$f5}{CBM-X}{CBM-A}{$f7}{CBM-X}{CBM-P}{CBM-X}UH {$e7}'K?o{CBM-E}4VK{$f5}{$e9}R{$e2}P{$fc}>{CBM-H}{$fe}2{CBM-*}{CBM-M}{CBM-B}{CBM-B}{$f1}WAg{$f7}{$7f}w0/{CBM-S}KKz{CBM-Z}F{$f7}{$fd}{$ef}gJ7{CBM-P}{CBM-P}{$f1}O{CBM-V}J{$ea}GM*({$f1} {$e4}{$e7})'{$f7}?{CBM-*}'{$ef}?{CBM-S} {CBM-K}{CBM-N} {$f4}{CBM-POUND}T{CBM-I}a \S{$de}?, {$ef}{CBM-C}7~G~ {$ef}2~ {$e2}!sIA;{CBM-D}{CBM-M}?{$7f}{CBM-P}K/~{$e7}{$fe}{$f8}{$e7}?{$fc}{CBM-POUND}X fX{$f0}{$fc}~{$fb}~{$fd}{$fd}{$f1}A{$fe}{$e7}w{CBM-*}{$7f}gxPXM/{$7e}{$7e}1 {CBM-*}{CBM-O}nO7W{CBM-N}WJ? wS<OPb{$f7}{CBM-S}]{SHIFT-@}{$f4}{SHIFT-@}t{CBM-POUND}Q{$ea}u{CBM-I}a T@{CBM-POUND}{$fa}{CBM-Y} {CBM-N}{$eb}L{$ef}XW27 {$ed}{$fa}{$fc}_{$7f}{$ef}>{$e1}{CBM-A}@-{CBM-K}t{CBM-Q}8{$e5}L6{CBM-POUND}U{$f2}f{CBM-Y}{$f1}P{$fc}{$f0}? ~9H;G H{$f9}{$f3}{$ef}{CBM-*}{$7c}{$f8}{$7b}iBX{SHIFT-POUND}1{SHIFT-POUND}{$ea}*EP{SHIFT-*} {CBM--}x {SHIFT-*}w{CBM-Y}{SHIFT-@}GVggDac!a{CBM-K}{CBM-A}tEc(V{$f4} H{$e2}58 Z(X{$f2} X{$ee}{$ee}0n{CBM-C}X P{CBM-Q}LI{$f1}! I'O p{CBM-+}{$de}*EE{$e3}{$f1}A%{CBM-M}g~L{$f9}oFE{CBM-R}8&{CBM-Y}{CBM-K}h{CBM-A}'W{$f8}E ["@f{$60}RG'{$f1}{$f0}{$7d}I>N/?4{$f0}' &A\{$f9}{$7d}{$60}&{$de}Y'{CBM-U}Z?G{CBM-Q}'9{CBM-V}'pW{$7d}'8oO{$e9}F{CBM-M}{CBM-*}G'X'{$f1}n'K'U' y' _ ~L{$e7}vu{$e7}~ {$f1} ?FJ{CBM-B}{$f8}I{CBM-*}{$fe}g{$fc}o {$fe} sta spidraw1+7 ldx #$80; 128 pixels width ; 128 pixel breite mkspt1lp ldy #spidrawe-spidraw1-1 lda spidraw1,y sta (pointers+0),y dey bpl mkspt1lp+2 lda #spidrawe-spidraw1 ; 128 pixel breite mkspt0lp ldy #spidraw1-spidraw0-1 lda spidraw0,y sta (pointers+0),y dey bpl mkspt0lp+2 lda #spidraw1-spidraw0 ldy #spidraw0-spidraw0 jsr nextspid jsr $e3bf ldx #$01 stx $df06 dex stx $df02 stx $df04 ldy #$08 sty $df03 sty $df05 ldy #$f8 sty $df07 dey sty $df08 stx $df0a for iny ; op-code fuer iny sta sprw0dir sta sprw1dir lda #<spdt2ofs ldx #>spdt2ofs jsr mkspt1sb lda #<spdt3ofs ldx #>spdt3ofs jmp mkspt0sb mkspt0sb clc a 0,1,3,2,0,1,2,3,4,5,7,6 linepnt1 .byte 1,3,2,0,4,5,6,7,5,7,6,4 nmi rti *= $0800 return sei lda #$37 sta $01 ldx #$ff txs jsr $fda3 lda #$00 tay sta $02,y sta (pointers+0),y iny lda #$90 sta (pointers+0),y rts ; subroutine to build ; the speedcode ; unterroutine zum generieren ; des speedcodes makspeed lda #$88; op-code fo bcc spidraw0 ; speedcode element for a ; slope angle of +/-45 to 0 ; degrees ; speedcodeelement fuer einen ; steigungswinkel von +/-45 ; bis 0 grad spidraw1 lda #$00 ora !$00,y rts ; op-code fuer rts sta (pointers+0),y clc ldx #$80 ldy begy spidjsr1 jsr !$00; finally draw the line ; die linie endlich ; zeichnen ldy #$09 l sta spidraw0+3,y sta spidraw0+6,y lda #$00 adc spidraw0+4,y sta spidraw0+4,y sta spidraw0+7,y nxtspret dex rts ; speedcode element for a ; slope angle of +/-90 to pha jmp $0340 doreturn sei lda #$30 sta $01 lda $ff00 sta $ff00 lda #$37 sta $01 rts ldy #spidraw1-spidraw0 jsr nextspid bne mkspt1lp+0 rts nextspid clc adc pointers+0 sta pointers+0 bcc *+4 inc pointers+1 lda spidraw0+1,y pha lsr a pla bne mkspt0lp+0 rts mkspt1sb clc adc pointers+2 sta pointers+0 txa adc pointers+3 sta pointers+1 lda #%10000000 sta spidraw1+1 lda pointers+4 sta spidraw1+4 lda #$ec sta $df01 ldy #$1f lda doreturn,y sta $0340,y dey bpl *-7 jsr $0340 stx $df06 lda #$ed sta $df01 lda #$8f pha lda #$ff dc pointers+2 sta pointers+0 txa adc pointers+3 sta pointers+1 lda #%10000000 sta spidraw0+1 lda pointers+4 sta spidraw0+4 sta spidraw0+7 ldx #$80; 128 pixels width sta $0200,y sta $0300,y iny bne *-10 ldx #$3c ldy #$03 stx $b2 sty $b3 ldx #$00 ldy #$a0 jsr $fd8c jsr $fd15 jsr $ff5b jsr $e453 r dey ; op-code fuer dey sta sprw0dir sta sprw1dir lda #<spdt0ofs ldx #>spdt0ofs jsr mkspt0sb lda #<spdt1ofs ldx #>spdt1ofs jsr mkspt1sb lda #$c8; op-code sta !$00,y txa adc linslope tax bcc *+3 sprw1dir .byte $00 spidrawe ; table with the line begin ; and end points ; tabelle der linienanfangs- ; und endpunkte linepnt0 .byte da #$8a; restore the speedcode sta (pointers+0),y; den speed- iny ; code wiederherstellen lda #$65 sta (pointers+0),y iny lda #linslope sta (pointers+0),y iny lda #$aa ; +/-45 degrees ; speedcodeelement fuer einen ; steigungswinkel von +/-90 ; bis +/-45 grad spidraw0 lda #$00 ora !$00,y sta !$00,y sprw0dir .byte $00 txa adc linslope tax M{$7f}{$f7} X {SHIFT-*}7{$f8}{$fe}~~{$f4} (G {$7f} {SHIFT-*}{$e8}T{$e8}{SHIFT-*}{CBM-POUND}{$f5}@ @{$ee} TP'TEJ1xl,{$7f}{$7e}<888){$7f}??QHR{CBM-POUND}TP{$fc}{$f0} {SHIFT-*}{SHIFT-*}{CBM-B}W0/){$e9}O {CBM-M} {$7f}?P?~{$7f}di? {$fc} ~{$fe}{SHIFT-*} {$fc}8{$fc} n_{CBM-J}.?#({$e6}d? {SHIFT-*}{$fc}og6{$f9}{SHIFT--}x7{CBM-E}#{$f4} J{$fd}{$fa}{$f5}{$ea}{$f5}{CBM-N}t{CBM-POUND}p{CBM-M}{$fa}e{CBM-O}Pae{CBM-*}/0HPX8{$ec}00{SHIFT-*}gd P{CBM-@}P{$e8}{$f4}:X {CBM-W}{$f2}{CBM-U}{$e2}{CBM-Y}#/ ror a sta spidraw0+1,y bcc nxtspret clc lda #$80; 1 char column is 128 ; (16x8) bytes ; 1 zeichenspalte sind ; 128 (16*8) bytes adc spidraw0+3,y rlaeuft sec lda endx sbc begx sta deltax lda begy sbc endy bcc lintype2 sta deltay cmp deltax bcc lintype1 ; line angles from -90 to -45 ; de2 bcc *+4 eor #$ff adc #$40;origin is at ($40;$40) ;ursprung bei ($40;$40) rts ; draw a line ; eine linie zeichnen drawline stx endx sty endy cpx begx bc adc pointers+0; return address sta pointers+0 lda spdxofsh,y; rueckkehr- adc pointers+1; adresse sta pointers+1; bestimmen lda deltay cmp deltax bcs bigslope ldy #$08 nur positive tiefen- ; werte adc y2dcords,x sta divisor+0 ldy #$00 sty divisor+1 iny sty divisor+2 sec divloop ror divisor+0 ror divisor+1 sec ldd0 sta pointers+1 bne putline2 drwlnch1 pla adc #<spidcod1 sta pointers+0 tya adc #>spidcod1 sta pointers+1 putline2 ldy begx ; determine lda pointers+0; jump-in adc lda #>gammaadd adc gammahi sta gammahi dec $d019 pla rti ;perform perspective division ;perspektivdivision vollfuehren perspect pha bpl nonegcrd pha tya lda log2tabl,y; sion to calc- sbc log2tabl,x; ulate the sta clcslope+1; line slope lda log2tbh0,y; division voll- sbc log2tbh1,x; fuehren, um sta clcslope+2; den linien- clcslope lda !$00 ; jmp mainloop ; irq routine ; irq-routine irq pha ; advance angles ; winkel erhoehen clc lda #<alphaadd adc alphalo sta alphalo lda #>alphaadd ad ; degrees ; linienwinkel von 0 bis 45 ; grad lda #<spdt2ofs pha lda #>spdt2ofs bcc putline0 ; line angles from 45 to 90 ; degrees ; linienwinkel von 45 bp-code for txa sta (pointers+0),y; op-code ; fuer txa rts bigslope ldy #$09 lda #$c0; op-code for cpy #$ ; op-code fuer cpy #$ sta (pointers+0),y iny lda grees ; linienwinkel von -90 bis -45 ; grad dec endy lda #<spdt0ofs pha lda #>spdt0ofs bcs putline0 ; line angles from -45 to 0 ; degrees ; linienwinkel v s *+14; swap line end points lda begx; if the line runs sta endx; from right to left lda begy; linienendpunkte ver- sta endy; tauschen, wenn die stx begx; linie von rechts sty begy; nach links ve lda #$60; op-code for rts sta (pointers+0),y; op-code ; fuer rts ldx #$80 ldy begy spidjsr0 jsr !$00; draw the line ; die linie zeichnen ldy #$08 lda #$8a; oa dividend+1 sbc divisor+1 tay lda dividend+0 sbc divisor+0 bcc *+6 sta dividend+0 sty dividend+1 rol divisor+2 bcc divloop pla asl a lda divisor+spdxofsl,y; address sta spidjsr0+1 sta spidjsr1+1 lda pointers+1; einsprung- adc spdxofsh,y; adresse sta spidjsr0+2; bestimmen sta spidjsr1+2 ldy endx lda spdxofsl,y; determine clc eor #$ff adc #$01 tay pla eor #$ff adc #$00 nonegcrd sta dividend+0 sty dividend+1 clc lda #$50; only positive depth ; values ; anstieg zu sta linslope ; berechnen clc pla tay pla pha lda currchar beq drwlnch1 pla adc #<spidcod0 sta pointers+0 tya adc #>spidcoc alphahi sta alphahi clc lda #<betaadd adc betalo sta betalo lda #>betaadd adc betahi sta betahi clc lda #<gammaadd adc gammalo sta gammalo is 90 ; grad lintype3 inc endy lda #<spdt3ofs pha lda #>spdt3ofs putline0 ldx deltax ldy deltay bcs *+6 ldx deltay ldy deltax pha sec ; perform divi- endy sta (pointers+0),y iny lda #$d0; op-code for bne ; op-code fuer bne sta (pointers+0),y iny lda #$f3; *-11 sta (pointers+0),y iny lda #$60; op-code for on -45 bis 0 ; grad lintype1 lda #<spdt1ofs pha lda #>spdt1ofs bcc putline0 lintype2 eor #$ff adc #$01 sta deltay cmp deltax bcs lintype3 ; line angles from 0 to 45 sec txa sbc unitzzlo sta z2dcrdfr+$06 tya sbc unitzzhi sta z2dcords+$06 ; p(+1;-1;-1) sec lda unitxxlo sbc unitxylo tax lda unitxxhi s lda #$00 sbc unityxhi tay sec txa sbc unityylo tax tya sbc unityyhi tay sec txa sbc unityzlo tya sbc unityzhi rset0+v+$0780,x inx bpl clirchr0 bmi drawloop-2 clirchr1 sta charset1+v+$00,x sta charset1+v+$80,x sta charset1+v+$0100,x sta charset1+v+$0180,x sta charset1+v+$0200,x sta charset1+v tya adc unitzzhi sta z2dcords+$05 ; p(-1;-1;-1) sec lda #$00 sbc unitxxlo tax lda #$00 sbc unitxxhi tay sec txa sbc unitxylo beq clirchr1 clirchr0 sta charset0+v+$00,x sta charset0+v+$80,x sta charset0+v+$0100,x sta charset0+v+$0180,x sta charset0+v+$0200,x sta charset0+v+$0280,x sta charset0+v+$0300,x sta chars tya adc unitxzhi sta x2dcords+$05 sec lda unityxlo sbc unityylo tax lda unityxhi sbc unityyhi tay clc txa adc unityzlo tya screen ; sichtbaren bildschirm ; umschalten lda $d012 cmp #$d6 bcs *+13 cmp #$53 bcc *+9 lda #$d6 cmp $d012 bcs *-3 lda #$01 eor currchar sta y2dcords+$04 sec lda unitzzlo sbc unitzxlo tax lda unitzzhi sbc unitzxhi tay sec txa sbc unitzylo sta z2dcrdfr+$04 tya sbc unitzyhyhi tay sec txa sbc unitzzlo sta z2dcrdfr+$07 tya sbc unitzzhi sta z2dcords+$07 ; convert coordinates to 2-d ; koordinaten nach 2d wandeln ldx #numpoint+v+$0680,x sta charset1+v+$0700,x sta charset1+v+$0780,x inx bpl clirchr1 ; draw vector object ; vektorobjekt zeichnen ldy #linepnt1-linepnt0-1 drawloop sty pointers+2 ldx linepntbc unitxyhi tay sec txa sbc unitxzlo sta x2dcrdfr+$07 tya sbc unitxzhi sta x2dcords+$07 sec lda unityxlo sbc unityylo tax lda unityxhi sta y2dcords+$06 sec lda #$00 sbc unitzxlo tax lda #$00 sbc unitzxhi tay sec txa sbc unitzylo tax tya sbc unitzyhi tay +$0280,x sta charset1+v+$0300,x sta charset1+v+$0380,x sta charset1+v+$0400,x sta charset1+v+$0480,x sta charset1+v+$0500,x sta charset1+v+$0580,x sta charset1+v+$0600,x sta charset1tax tya sbc unitxyhi tay sec txa sbc unitxzlo sta x2dcrdfr+$06 tya sbc unitxzhi sta x2dcords+$06 sec lda #$00 sbc unityxlo tax et0+v+$0380,x sta charset0+v+$0400,x sta charset0+v+$0480,x sta charset0+v+$0500,x sta charset0+v+$0580,x sta charset0+v+$0600,x sta charset0+v+$0680,x sta charset0+v+$0700,x sta cha adc unityzhi sta y2dcords+$05 sec lda unitxzlo sbc unitzylo tax lda unitzxhi sbc unitzyhi tay clc txa adc unitzzlo sta z2dcrdfr+$05 sta currchar lda #charset0(charset1/$0400 eor $d018 sta $d018 ; clear the invisible charset ; den unsichtbaren zeichensatz ; loeschen lda #$00 tax ldy currchar i sta z2dcords+$04 ; p(+1;-1;+1) sec lda unitxxlo sbc unitxylo tax lda unitxxhi sbc unitxyhi tay clc txa adc unitxzlo sta x2dcrdfr+$05 -1 convto2d ldy x2dcrdfr,x lda x2dcords,x jsr perspect sta x2dcords,x ldy z2dcrdfr,x lda z2dcords,x jsr perspect sta y2dcords,x dex bpl convto2d ; toggle visible 0,y lda x2dcords,x sta begx lda y2dcords,x sta begy ldx linepnt1,y lda x2dcords,x ldy y2dcords,x tax jsr drawline ldy pointers+2 dey bpl drawloop sbc unityyhi tay sec txa sbc unityzlo tya sbc unityzhi sta y2dcords+$07 sec lda unitzxlo sbc unitzylo tax lda unitzxhi sbc unitz tax lda unityyhi sbc unityxhi tay clc txa adc unityzlo tya adc unityzhi sta y2dcords+$00 sec lda unitzylo sbc unitzxlo tax l zhi ; calculate new coordinates, ; pretty unoptimized too ; neue koordinaten berechnen, ; auch ziemlich unoptimiert ; p(-1;+1;+1) sec lda unitxylo sbc unitxxlo tax dcords+$03 clc lda unityxlo adc unityylo tax lda unityxhi adc unityyhi tay sec txa sbc unityzlo tya sbc unityzhi sta y2dcords+$03 ; (-cos) sec sbc beta sec sbc #$40 ; (cos) tax ; alpha-beta clc lda alpha adc #$80+$40 ; (-cos) clc adc beta clc adc zylo sbc unitzxlo tax lda unitzyhi sbc unitzxhi tay sec txa sbc unitzzlo sta z2dcrdfr+$02 tya sbc unitzzhi sta z2dcords+$02 ; p(+1;+1;- ec sbc #$40 ; (cos) tax ; alpha-beta clc lda alpha adc beta clc adc #$40 ; (cos) tay ; alpha+beta sec lda sincoslo+$40 lda unitxylo sbc unitxxlo tax lda unitxyhi sbc unitxxhi tay sec txa sbc unitxzlo sta x2dcrdfr+$02 tya sbc unitxzhi sta x2dcords+$02 sec 40,x; - cos(a+g) sbc sincoshi+$40,y sta sinbufh0 ; - sin(a)*cos(g) clc lda sinbufl0 adc sinbufl1 sta unityzlo lda sinbufh0 adc sinbufh1 sta unityzhi ; sin ( adc unityylo tax lda unityxhi adc unityyhi tay clc txa adc unityzlo tya adc unityzhi sta y2dcords+$01 clc lda unitzxlo adc unitzyl 03 ; p(-1;-1;+1) sec lda unitxzlo sbc unitxxlo tax lda unitxzhi sbc unitxxhi tay sec txa sbc unitxylo sta x2dcrdfr+$04 tya sbc da unitzyhi sbc unitzxhi tay clc txa adc unitzzlo sta z2dcrdfr+$00 tya adc unitzzhi sta z2dcords+$00 ; p(+1;+1;+1) clc lda unitxxlo adc lda unitxyhi sbc unitxxhi tay clc txa adc unitxzlo sta x2dcrdfr+$00 tya adc unitxzhi sta x2dcords+$00 sec lda unityylo sbc unityxlo clc lda unitzxlo adc unitzylo tax lda unitzxhi adc unitzyhi tay sec txa sbc unitzzlo sta z2dcrdfr+$03 tya sbc unitzzhi sta z2dcords+$ #$40 ; (cos) tay ; alpha+beta clc lda sincoslo+$40,x sbc sincoslo+$40,y sta unitzzlo lda sincoshi+$40,x; cos(a-b) sbc sincoshi+$40,y; - cos(a+b) sta unitz 1) clc lda unitxxlo adc unitxylo tax lda unitxxhi adc unitxyhi tay sec txa sbc unitxzlo sta x2dcrdfr+$03 tya sbc unitxzhi sta x2 ,x sbc sincoslo+$40,y sta unitzylo lda sincoshi+$40,x; cos(a-b) sbc sincoshi+$40,y; - cos(a+b) sta unitzyhi ; - cos (alpha) * cos (beta) clc lda alpha adc #$80+$40 lda unityylo sbc unityxlo tax lda unityyhi sbc unityxhi tay sec txa sbc unityzlo tya sbc unityzhi sta y2dcords+$02 sec lda unit beta) ldx beta lda sincoslo+$00,x asl a sta unitzxlo lda sincoshi+$00,x rol a sta unitzxhi ; sin (alpha) * cos (beta) sec lda alpha sbc beta s o tax lda unitzxhi adc unitzyhi tay clc txa adc unitzzlo sta z2dcrdfr+$01 tya adc unitzzhi sta z2dcords+$01 ; p(-1;+1;-1) sec unitxyhi sta x2dcords+$04 sec lda unityzlo sbc unityxlo tax lda unityzhi sbc unityxhi tay sec txa sbc unityylo tya sbc unityyhi unitxylo tax lda unitxxhi adc unitxyhi tay clc txa adc unitxzlo sta x2dcrdfr+$01 tya adc unitxzhi sta x2dcords+$01 clc lda unityxlo i+$00,y;+ sin(a+g-b) sta sinbufh0 clc lda alpha adc beta sec sbc gamma tax ; alpha+beta-gamma clc lda alpha adc beta clc adc gamma 40,y; - cos(b+g) sta unityxhi ; sin(a) * sin(b) * sin(g) ; - cos(a) * cos(g) clc lda beta adc gamma sec sbc alpha tax ; beta+gamma-alpha clc adc beta clc adc gamma tay ; alpha+beta+gamma sec lda sincoslo+$00,x sbc sincoslo+$00,y sta sinbufl1 lda sincoshi+$00,x; sin(a+b-g) sbc sincoshi+$00,y;- sin dc sinbufh1 sta unitxzhi ; - cos (beta) * sin (gamma) clc lda beta adc #$40+$80 ; (-cos) sec sbc gamma tax ; beta-gamma clc lda beta dc gamma sec sbc beta tay ; alpha+gamma-beta clc lda sincoslo+$00,x adc sincoslo+$00,y sta sinbufl0 lda sincoshi+$00,x; sin(b+g-a) adc sincoshi+$00,y;+ sin(a+g-b) tax ; alpha-gamma clc lda alpha adc #$80 ; (-) clc adc gamma tay ; alpha+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta sinbufh0 ; - cos(a)*cos(g) clc lda sinbufl0 adc sinbufl1 sta unityylo lda sinbufh0 adc sinbufh1 sta unityyhi ; - cos(a) * sin(b) * sin(g) ; - sin(a) * cos(g) lda sincoslo+$00,x sbc sincoslo+$00,y sta sinbufl1 lda sincoshi+$00,x; sin(a+b-g) sbc sincoshi+$00,y;- sin(a+b+g) sta sinbufh1 clc lda sinbufl0 adc sinbufl1 sta sin80 ; (-cos) sec sbc gamma sec sbc #$40 ; (cos) tax ; alpha-gamma clc lda alpha adc #$40+$80 ; (-cos) clc adc gamma clc 1 clc lda alpha adc #$80 ; (-) sec sbc gamma sec sbc #$40 ; (cos) tax ; alpha-gamma clc lda alpha adc #$80 ; (-) tay ; alpha+beta+gamma sec lda sincoslo+$00,x sbc sincoslo+$00,y sta sinbufl1 lda sincoshi+$00,x; sin(a+b-g) sbc sincoshi+$00,y;- sin(a+b+g) sta sinbufh1 clc ld lda alpha adc gamma sec sbc beta tay ; alpha+gamma-beta clc lda sincoslo+$00,x adc sincoslo+$00,y sta sinbufl0 lda sincoshi+$00,x; sin(b+g-a) adc sincosh(a+b+g) sta sinbufh1 clc lda sinbufl0 adc sinbufl1 sta sinbufl1 lda sinbufh0 adc sinbufh1 cmp #$80 ror a ; - cos(a)*sin(b)*sin(g) ror sinbufl1 sta sinbufhadc #$40+$80 ; (-cos) clc adc gamma tay ; beta+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta unityxlo lda sincoshi+$40,x; cos(b-g) sbc sincoshi+$ sta sinbufh0 clc lda alpha adc #$40+$80 ; (-cos) adc beta sec sbc gamma tax ; alpha+beta-gamma clc lda alpha adc #$40+$80 ; (-cos) clc sta sinbufl0 ; cos(a-g) lda sincoshi+$40,x; - cos(a+g) sbc sincoshi+$40,y sta sinbufh0 ; - sin(a)*sin(g) clc lda sinbufl0 adc sinbufl1 sta unitxzlo lda sinbufh0 a clc lda beta adc gamma sec sbc alpha sec sbc #$40+$80 ; (-cos) tax ; beta+gamma-alpha clc lda alpha adc #$40+$80 ; (-cos) clc abufl1 lda sinbufh0 adc sinbufh1 cmp #$80 ror a ; cos(a)*sin(b)*cos(g) ror sinbufl1 sta sinbufh1 clc lda alpha adc #$80 ; (-) sec sbc gamma adc #$40 ; (cos) tay ; alpha+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta sinbufl0 ; cos(a-g) lda sincoshi+$40,x; - cos(a+g) sbc sincoshi+$40,y clc adc gamma clc adc #$40 ; (cos) tay ; alpha+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta sinbufl0 ; cos(a-g) lda sincoshi+$a sinbufl0 adc sinbufl1 sta sinbufl1 lda sinbufh0 adc sinbufh1 cmp #$80 ror a ; sin(a)*sin(b)*sin(g) ror sinbufl1 sta sinbufh1 clc lda alpha adc #$40+$ ora #vicbank sta $dd00 lda #$ff sta $d012 lda #$01 sta $d01a lda #$7f sta $dc0d lda #<irq sta $fffe lda #>irq sta $ffff bit $dc0d de+$00,y;- sin(a+b+g) sta sinbufh1 clc lda sinbufl0 adc sinbufl1 sta sinbufl1 lda sinbufh0 adc sinbufh1 cmp #$80 ror a ; - sin(a)*sin(b)*cos(g) ror sinbufl1 ordergrundfarbe setzen lda #foregndc ldx #$00 sta $d800,x sta $d900,x sta $da00,x sta $db00,x inx bne *-13 ; set vic registers ; vic-register setzen bi clc adc beta sec sbc gamma sec sbc #$40 ; (cos) tax ; alpha+beta-gamma clc lda alpha adc #$80 ; (-) clc adc beta clc ; (-) tax ; beta+gamma-alpha clc lda alpha adc #$80 ; (-) clc adc gamma clc adc #$40 ; (cos) sec sbc beta tay ; alpha+gamma-beta a tay ; alpha+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta sinbufl0 ; cos(a-g) lda sincoshi+$40,x; - cos(a+g) sbc sincoshi+$40,y sta sinbufh0 ; - cos(a clc adc #$40 ; (cos) tay ; beta+gamma sec lda sincoslo+$40,x sbc sincoslo+$40,y sta unitxxlo lda sincoshi+$40,x; cos(b-g) sbc sincoshi+$40,y; - cos(b+ga adc gamma clc adc #$40 ; (cos) sec sbc alpha sec sbc #$40 ; (cos) tax ; beta+gamma-alpha clc lda alpha adc #$40 ; (cos) clcvektoren rotieren ; (absolut unoptimiert) sei lda alphahi sta alpha lda gammahi sta gamma lda betahi sta beta cli ; cos (beta) * cos (gamma) clc sin(b+g-a) adc sincoshi+$00,y;+ sin(a+g-b) sta sinbufh0 clc lda alpha adc #$40 ; (cos) clc adc beta sec sbc gamma sec sbc #$40 ; (cos) tc $d019 cli ; reset angles and coordinates ; koordinaten&winkel nullsetzen lda #$00 ldx #numpoint-1 sta oldxcrds,x sta oldycrds,x dex bpl *-5 sta currchar sta sinbufh1 clc lda alpha adc #$40+$80 ; (-cos) sec sbc gamma tax ; alpha-gamma clc lda alpha adc #$40+$80 ; (-cos) clc adc gamm t $d011 bpl *-3 bit $d011 bmi *-3 lda #%00011011 sta $d011 lda #%00001000 sta $d016 lda #screen/64.(charset0/$0400) sta $d018 lda $dd00 and #%11111100 adc gamma clc adc #$40 ; (cos) tay ; alpha+beta+gamma sec lda sincoslo+$00,x sbc sincoslo+$00,y sta sinbufl1 lda sincoshi+$00,x; sin(a+b-g) sbc sincoshi clc lda sincoslo+$00,x adc sincoslo+$00,y sta sinbufl0 lda sincoshi+$00,x; sin(b+g-a) adc sincoshi+$00,y;+ sin(a+g-b) sta sinbufh0 clc lda alpha adc #$80 ; (-))*sin(g) clc lda sinbufl0 adc sinbufl1 sta unitxylo lda sinbufh0 adc sinbufh1 sta unitxyhi ; cos(a) * sin(b) * cos(g) ; - sin(a) * sin(g) clc lda bet) sta unitxxhi ; - sin(a) * sin(b) * cos(g) ; - cos(a) * sin(g) clc lda beta adc gamma clc adc #$40 ; (cos) sec sbc alpha sec sbc #$80 adc gamma clc adc #$40 ; (cos) sec sbc beta tay ; alpha+gamma-beta clc lda sincoslo+$00,x adc sincoslo+$00,y sta sinbufl0 lda sincoshi+$00,x; adc #$40 ; (cos) sec sbc gamma sec sbc #$40 ; (cos) tax ; beta-gamma clc lda beta adc #$40 ; (cos) clc adc gamma ax ; alpha+beta-gamma clc lda alpha adc #$40 ; (cos) clc adc beta clc adc gamma clc adc #$40 ; (cos) tay ; alpha+beta+gamma sec sta alphalo sta betalo sta gammalo sta alphahi sta betahi sta gammahi ; main loop ; hauptschleife mainloop ; rotate unit vectors ; (absolutely unoptimized) ; einheits ; go64! tutorial on 3-d graphics ; part 5: drawing lines (2) ; go64! 3d-kurs ; teil 5: linienzeichnen (2) sincoslo = $4a00 sincoshi = $4c00 log2tabl = $5180 log2tbh0 = $5200 log2tbh1 = $5280 vicbank = %00000011; $0000- #>spidcod0 sta pointers+3 lda #>charset0+v sta pointers+4 jsr makspeed lda #<spidcod1 sta pointers+2 lda #>spidcod1 sta pointers+3 lda #>charset1+v sta pointers+4 rs+2 ldx #$08 tay clearchr sta (pointers+0),y sta (pointers+2),y iny bne clearchr inc pointers+1 inc pointers+3 dex bne clearchr ; clear screen ; bildsch a spdxofsl,y pha txa sta spdxofsh,y pla clc adc #spidraw1-spidraw0 ;= adc #spidrawe-spidraw1 bcc *+3 inx iny bpl mkxofstb+1 ldx #$00 lda six bilden clc lda #<xpos+(ypos*$28)+screen+v sta pointers+0 lda #>xpos+(ypos*$28)+screen+v sta pointers+1 ldx #$00 setupscr txa ldy #$00 sta (pointers+0),y adc #$10 keladditionswerte numpoint = $08 *= $4000 sei lda #$35 sta $01 lda #<return;nmi sta $fffa lda #>return;nmi sta $fffb bit $d011 bpl *-3 bit $d011 G{CBM-+}B{$f6}FBBBBBBFB{$60}BW {$60}BGB{$f6}{CBM-+} BB BBB BBB B BBBB {SHIFT-*} B BB PB BNB {$60} p B B B B B BB B B Bcrdfr = $28+basezp z2dcrdfr = $30+basezp x2dcords = $38+basezp y2dcords = $40+basezp z2dcords = $48+basezp oldxcrds = $50+basezp oldycrds = $58+basezp begx = $0d+basezp endx = $0e+basezp begy = $0f+basezp endy = $10+basezp deltax = $11+{$7e}B B N{$7e}B {$7e}B B {$7e}{$7e}B {$7e}B B B B {$7e}B B B B B XB B B B B NNB B XXB Bj {$e3}B>B0 B B)B{$f1}BaB11{$f1}Ba{$f1}{$f1}B1aB{$f1}AABAQ11BBBBinbufh0 = $0e+basezp sinbufl1 = $0f+basezp sinbufh1 = $10+basezp unitxxlo = $11+basezp unitxxhi = $12+basezp unitxylo = $13+basezp unitxyhi = $14+basezp unitxzlo = $15+basezp unitxzhi = $16+basezp unityxlo = $17+basezp unityxhi = $18+basezp unityylo = $1$4000 v = vicbank($03*$4000;=$0000 screen = $0400 charset0 = $2000 charset1 = $2800 spidcod0 = $5300 spidcod1 = $7100 spdt0ofs = $00 spdt1ofs = $0780 spdt2ofs = $0f00 spdt3ofs = $1680 spdxofsl = $0f00 spdxofsh = $0f80 basezp = $02 currchar = jsr makspeed ; clear charsets ; zeichensaetze loeschen lda #>charset0+v sta pointers+1 lda #>charset1+v sta pointers+3 lda #<charset0+v sta pointers+0 sta pointeirm loeschen lda #$00 tax sta screen+v+$00,x sta screen+v+$0100,x sta screen+v+$0200,x sta screen+v+$0300,x inx bne *-13 ; set up screen matrix ; bildschirmmatrincoslo+$00,x sta sincoslo+$0100,x lda sincoshi+$00,x sta sincoshi+$0100,x inx bne *-13 ; build speedcode ; speedcode generieren lda #<spidcod0 sta pointers+2 lda iny cpy #$10 bne setupscr+3 lda #$27 adc pointers+0 sta pointers+0 bcc *+4 inc pointers+1 inx cpx #$10 bne setupscr ; set foreground colour ; v bmi *-3 lda #$00 sta $d011 lda #backgndc sta $d020 sta $d021 ; build tables ; tabellen generieren lda #$00 tax tay .byte $24 mkxofstb pla st {$f0} {$f7}B{$f0}@{$f0}{$f0}{CBM-S}p{$f0}p{$60} {$f0} {$f0}{CBM-POUND}{$f8}{$f0}{$f0}@ {$f7}{$f7}{$f7}{CBM-M}G p{$f0} {$f0} @{$f7}{$f7}{$f0} {$f0} {CBM-POUND}{CBM-POUND}@{$f0}0B{$f0} {$f8}X {$f0}{$f0} {$f7}G{$f0} {$f0}p {$f0} {$f0}F{$f0}0{$f0}{$f0}p{$f7} @{$f0}{SHIFT-*} 88{$f0} {$f0} @{$f0}{SHIFT-*}{SHIFT-*}{$f0} {$f1}{$f1}B{$f1}{$f1}{CBM-K}a{CBM-K}{$f1}aB{$f1}{$f0} @ h {$f0} {SHIFT-*} {$60} {$f0}{$f0} {$f0} {$60}B {$f0}B @ {$f0}B h {$f0} 1B{$f1}{CBM-K}qa{CBM-K}Aqa{$e1}1{CBM-K}{$f1}B{$f1}A1B{$f1}{CBM-K}{$f1}aqa{$f1}{$f1}{$f1}a{$f1}aB B basezp deltay = $12+basezp linslope = $13+basezp foregndc = $01 backgndc = $06 xpos = $0c; char matrix coordinates ypos = $05; zeichenmatrixkoordinaten alphaadd = $ffff+1-($0200/3) betaadd = $0700/3; angle add values gammaadd = $0300/3; winBBBB{$f6}{CBM-L}BBBBBB {CBM-M}BBBBB BBB BBPBBBBBBG{$f6}BBBBBB BB BBBBBB BBB9+basezp unityyhi = $1a+basezp unityzlo = $1b+basezp unityzhi = $1c+basezp unitzxlo = $1d+basezp unitzxhi = $1e+basezp unitzylo = $1f+basezp unitzyhi = $20+basezp unitzzlo = $21+basezp unitzzhi = $22+basezp dividend = $23+basezp divisor = $25+basezp x2d$00+basezp pointers = $01+basezp alphalo = $04+basezp betalo = $05+basezp gammalo = $06+basezp alphahi = $07+basezp betahi = $08+basezp gammahi = $09+basezp alpha = $0a+basezp beta = $0b+basezp gamma = $0c+basezp sinbufl0 = $0d+basezp s ~{SHIFT-*}---------------- happybirthday! [b]20thann show pic.52480 {SHIFT-*}---------------- 53280,0: 53281,0 # "" r " {CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}" \ "" " UDDDDDDDDDDDDDDDDDDDDDDI" {CBM-D} " G H" T " G c i t y c o b r a H" {$fc} " G H" $ G H" > " G cc 5/2002 H" F " JFFFFFFFFFFFFFFFFFFFFFFK" P ! "" " " {CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}{CBM-L}{CBM-K}" {SHIFT-*} ( " press a key !" U 2 {CBM-K} b$:b${CBM-R}"" {CBM-M} 50 {$fc} D m{CBM-R}0 {CBM-M} m{CBM-R}1: "show pic.52480",8 @ 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8}? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B~B{$ea}B{CBM-N}B{SHIFT-@}{CBM-B}{CBM-B}B~{$fa}{$fa}B{$fe}~~B{CBM-N}{SHIFT-@}{SHIFT-@}B{CBM-S}{CBM-Q}{CBM-Q}B{CBM-B}B{CBM-P}B#~{$fe}{$fb}{$fe}{$fb}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ed}{CBM-O}{$e6}{CBM-O}{$e6}{SHIFT-+}O{CBM-B}{CBM-B}~{CBM-B}B~B{$ea}B{CBM-N}B{SHIFT-@}B~{CBM-N}B{$ea}B{$fa}B{CBM-N}{CBM-Q}{CBM-Q}B{CBM-N}{CBM-P}{CBM-P}BKB~{$fe}{$fb}{$fe}{$fb}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ed}{CBM-O}{$e6}{CBM-L}{SHIFT-+}{SHIFT-+}O{CBM-B}{CBM-B}B+~B{$ea}B{$fa}{$e9}B~B{CBM-N}{CBM-V}{$fd}{$fd}B{CBM-N}{$ea}{$ea}B~B{CBM-N}B{$ea}{$fa}{$fa}B{CBM-N}{SHIFT-@}{SHIFT-@}B{CBM-S}{CBM-Q}{CBM-Q}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{CBM-S}{CBM-F}{CBM-S}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-O}{$e6}{CBM-L}{SHIFT-+}{CBM-L}{SHIFT-+}OO{CBM-B}Bk~B{$fa}B{CBM-N}BKB(~B{CBM-B}B{CBM-N}{$fe}{$ea}B{CBM-N}{CBM-Q}{CBM-Q}{CBM-P}~{CBM-B}{CBM-B}B~B{$fe}{$fa}{$fa}{$e9}{$e9}{CBM-G}BB_B{$fe}B{$ea}B~B{$e9}{$f5}{$fa}{$fa}{$fb}B~BuB{$e9}B{$fd}~BJ{$fd}~B{CBM-N}{$ea}{$fa}B~{$fa}{$fa}B{$fe}B~B{CBM-N}{CBM-Q}{CBM-Q}B{CBM-N}{CBM-F}{CBM-S}KNKN{CBM-F}{$ee}{CBM-O}{$e1}{SHIFT-+}OO{CBM-B}{CBM-B}Bt~B{$fa}B{CBM-N}BKB(~B{CBM-N}{CBM-Q}{CBM-P}{CBM-P}{CBM-B}{CBM-B}B~B{$fe}{$fa}{$fa}{$e9}{$e9}{$fa}B{$ea}B{CBM-N}B{CBM-P}B{$fe}~BB~B{$e9}~B{$fa}uw~{$fe}{CBM-N}{CBM-G}uuw~{$e9}{SHIFT-POUND}uu_~{$fc}B{CBM-N}{CBM-B}~{$f0} {CBM-N}{CBM-N}{CBM-Q}~~{SHIFT-*} {CBM-N}{CBM-P}~{$fc}B {CBM-B}~{$f0}B {$f0}~{SHIFT-*}B {$f0}{$f0}{$fe} {$f0}{$f0}{$f3}{CBM-N}{SHIFT-POUND}{$e6}{$f9}> FFF{$e6}{$f9}{CBM-F}{$ee}{CBM-F}{$ed}{CBM-L}{$e6}O{SHIFT-+}OO{CBM-B}B~{$ea}{$ea}B{$fa}B{$fe}B{CBM-N}B{CBM-M}B{CBM-+}{SHIFT-POUND}Bx~B{$fa}B{$fe}B{CBM-N}KKBOB ~wwvvBuw~{$ea}{SHIFT-POUND}uu{$7f}~{CBM-N}{CBM-G}Bu~~{SHIFT-*}{CBM-G}uuw~{$fc} {CBM-N}{CBM-N}{CBM-P}~{$f0}B {CBM-N}{CBM-B}~{$f0}B ~~{SHIFT-*}B ?~{$fc}B B{$fc}B B{$f0} B{$f3} ?~~{$f3}BCBO{$fc}{$fc}~B{$f3}B?BC{SHIFT-*}{SHIFT-*}B {SHIFT-*}{$f0}<B > {SHIFT-*}{$f0} B ~ 0< {SHIFT-*}{$f0}B {SHIFT-*}{$f0}<B B {SHIFT-*}{$f0}<B > {SHIFT-*}{$f0}<JJ{$ea}{$ea}: B{CBM-Q}B{CBM-N}~~{CBM-B}B{$7f}OBh~B{$fe}B{CBM-N}BOB ~B{CBM-Q}~B{SHIFT-*}~{$f0}{$f0}{$fc}<<{$fc}{$f0}{$f0}B{$f3}{$f0}B{SHIFT-*} B<B BB B ~{$f0}{$f0}B ~{$fc}{$f0}B ?~{$f0}B ~~{SHIFT-*}B ~{$fc}B ?~{$f0}B ~{SHIFT-*}B {$fc}B {SHIFT-*}{$f0}< {SHIFT-*}{$f0}< {SHIFT-*}{$f0}B ( B B brB B{CBM-N}**B{CBM-M}{SHIFT-POUND}B5~B B~B B~B B{$fe} B{CBM-N}BBu{$eb}{CBM-T}{CBM-P}B~{$e8}B{$fa}{$e8}{$e8}B0 <B% B~B?B B{$f8}{$fe}Bh B~B@xB8 B{$fe}BJOBJ{CBM-C}{CBM-C}{$f0}{$f0}{CBM-C}{CBM-P}{CBM-P}~B~{$ea}B {$e3}~B{$fe}>>{$fe}{$fe}{$fa}~{$ea}{CBM-N}B {CBM-Q}{CBM-T}B B{$e8} B {CBM-N}B {SHIFT-*}{$f0}B@ BB B{$fe}B~B B B; B ~~{CBM-N}But{CBM-@}{CBM-@}BtppB9 {$fe}{$fe}B~?{CBM-V}B{$fe}{$fa}{CBM-N}{$f0}B{SHIFT-*} B {CBM-N}{CBM-N}{SHIFT-POUND}u ~{CBM-G}p@ ~{$fc}B ?~{$f0}B ~~{SHIFT-*}B ~{$fc}B *{CBM-N} B {CBM-N}B {$fc}B {SHIFT-*}{$f0}<B {SHIFT-*} dLd B dLd B dLdB B B dLd B qOaB+ B<B0B@ {$f0}0B B{SHIFT-*}B{$e5} <B B0B B dqdB ee 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? ? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B)B BB BB B{$7e}{$7e}B BB B{$7e} " G p r e s e n t s H" l " G -first c64-project H" V " G for go64- H" " G H" F " G happy birthday H" {$ee} " G little one H" " O,1 N a${CBM-R}"[b]20thann" # 52480,8,a$,1 6 wait for key <" r,{CBM-K} a$:a${CBM-R}"" {CBM-M} 300 Et 52480,8,"",0 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8}B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 BB{CBM-N}B{SHIFT-@}B~B{$fe}B~B{CBM-N}{$ea}{$ea}B{CBM-N}{SHIFT-@}{SHIFT-@}B{CBM-S}{CBM-Q}{CBM-Q}B~B{CBM-B}{CBM-P}B~{$fe}{$fb}{$fe}{$fb}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-O}{$e6}{CBM-L}{SHIFT-+}BO{CBM-B}B5~B{$fa}B{CBM-N}B{SHIFT-@}B0~B{CBM-N}{CBM-P}B{CBM-N}B~B{CBM-N}{CBM-P}{CBM-P}{CBM-B}{CBM-B}B{CBM-N}B~Bu{CBM-G}{$fa}{$fa}B8~{$ea}B{$fa}B{$fe}B{CBM-N}{CBM-Q}{CBM-Q}B{CBM-N}{CBM-P}{CBM-P}OOKK~{$fe}~{$fe}{$fb}{$ee}{$fb}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-O}{$e6}{CBM-O}{$e6}{CBM-L}{SHIFT-+}OO{CBM-B}~{CBM-B}B?~B{$fa}B{CBM-N}BJKKB(~{CBM-N}{CBM-Q}{CBM-Q}{CBM-P}{CBM-P}B{CBM-B}B~{$e9}{$e9}{$fa}{$fa}B{$fe}uuwwBB~{$fe}B~{CBM-P}{CBM-Q}{$fe}{$fe}B~{CBM-G}{CBM-G}B{$fe}{$fa}B{CBM-N}{$ea}B~B{$fe}B~B{CBM-P}{CBM-G}B{$e9}B~{$fe}{$fb}{$fe}{$fb}{$ee}{CBM-F}{$ee}{CBM-N}{$ea}{CBM-N}{$ea}{SHIFT-@}{$ea}{SHIFT-@}{$ee}B{CBM-N}B{CBM-+}{SHIFT-POUND}{SHIFT-POUND}{CBM-B}{CBM-B}B~{CBM-B}Bx~B{$fa}B{CBM-N}BKB(~{CBM-Q}{CBM-P}{CBM-P}B{CBM-B}B~B{$fe}{$fa}~{CBM-G}{CBM-G}B~~B{CBM-N}{CBM-P}B~B_wwB{CBM-G}B~{CBM-B}B ~{$fe}{$fe}{$fa}{$fa}{$e9}{$e9}{CBM-G}{CBM-G}Bu{$fe}~{$7f}{$7f}_^zuB{$fa}{CBM-N}uB{$fe}{$ea}B{CBM-N}{CBM-P}{CBM-Z}{CBM-G}B{CBM-N}{CBM-Q}~{$e9}{SHIFT-POUND}BuU{$f5}B~{$fe}{$fb}{$fe}{$fb}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{CBM-F}{$ee}{SHIFT-@}{$ee}{SHIFT-@}{$ee}{CBM-F}{$ed}{CBM-L}{$e6}B{CBM-N}{$ea}{$ea}{CBM-Q}{CBM-Q}B{CBM-N}{CBM-B}{CBM-B}{$7f}{$7f}OOBx~B{$fa}B{CBM-N}BKB ~B{CBM-N}B{CBM-Q}B~{$fe}{CBM-N}B{$fe}{$fa}{CBM-N}B{$ea}B{CBM-N}{$7f}__zB<ZJ{$ea}{$fa}> B{CBM-N}{$ea}{$fa}B~B{CBM-N}B{$ea}{$fa}B{CBM-Q}B{CBM-N}~{CBM-B}{CBM-B}{$7f}{$7f}OOBp~B{$fe}B{CBM-N}BOB ~{CBM-Q}B{CBM-POUND}B{CBM-Q}{$f0}B ~~{$f0}B {SHIFT-*}{$f0}{$f0}{$fc} B{$f3}~~{$f0}B{SHIFT-*}C{$f3}{$f0}{$fc}B<~OBB B{$f0}~~B{$f3}BCBOB~B B B {SHIFT-*}{$f0}<B > {SHIFT-*}{$f0}<{CBM-N}{CBM-N}{$ea}{$fa}> zBvuU{$f5}B{CBM-N}{CBM-M}{CBM-M}{CBM-+}{CBM-+}{SHIFT-POUND}Bp~B{$fe}B{CBM-N}BOB ~B{CBM-Q}B{SHIFT-*}B~B<{$f0}{$f0}{SHIFT-*}{SHIFT-*}B{$f3}{SHIFT-*}B~B{SHIFT-*}{$f0}{$f0}{SHIFT-*}{SHIFT-*}{$f0}{$f0}{$fc}<BB ~~B{$f0}B{$f3}BC~~{$fc} BOB BBO{$60}@@B~B B~B B~B B~B B{CBM-Q}{CBM-POUND}{CBM-POUND} ~~{SHIFT-*}B ?~{SHIFT-*}B ~~{SHIFT-*}B ~{$fc}B ~{$f0}B ?~{$f0}B ~~{SHIFT-*}B {$fc}B B{CBM-N}B {SHIFT-*}B{$fa}B ??~{$fb}{$fb}{$eb}{SHIFT-*}B{$e8}B <B ( ( B *B:>BB{CBM-Q}B{CBM-N}B~{$7f}{$7f}@@B~B B~B B~B B~B B~B# B~BB B {$f0}B ??~~{$fe} {$f0}B{$fe}{CBM-V}{CBM-N} B0{$fa}B~{$ea}B {CBM-B}~~{$fa}{SHIFT-@}( {$e8}{$fa}{$fa}{$f0}B8 B?B{CBM-N}PVzB{CBM-N}{CBM-POUND}Bb B{$f0} B{SHIFT-*}B' B ?~B ~~{SHIFT-*} ~{$fc} ~{$f0}B ?~{$f0}B ~~{SHIFT-*}B {$fc}Bg <B {SHIFT-*}{$f0}<B {SHIFT-*}{$f0}B( ? B<{$f0} B0B@ B{$f0}B{SHIFT-*}B B {$f0}B <B- B<B0B@ B{$f0}B{SHIFT-*}B "?"B B B {CBM-POUND}0 B d0 B 0 B 3B (?*B (<"B ?"B B dB ddB 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8} 3 B? 3 {$f0}B{$f8}B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 B? 3 B{$f8}{$e8} 3 BB B{$7e}{$7e}B BB B B{$7e}{$7e}B BB HB B{$7e}B{$7e}{$7e}B {$7e}B HHHH B B{$7e}{$7e}B {$7e}B BHH BH BB{$7e}B {$7e}B HH HBH B{$7e}B {$7e}B HHBHH {$7e}{$7e}B {$7e}B HBHB {$e6}{$e6}{$7e}{$7e}{$7e}B {$7e}B BHB B {$e6} {$7e}B {$7e}B B N{$7e}B a ~~ L{SHIFT-+} go64! 05/02 S1 2a {SHIFT-*} ---------------- happybirthday! [b]20thann show pic.52480 {SHIFT-*} ---------------- rotlinwslope.src 5 rotlinwslope.txt sine/cosinetable division tables. rotslp@$4000.obj calculate divtab calculate sintab {SHIFT-*} ---------------- dobbel-1 dobbel-2 dobbel-3 {SHIFT-*} ---------------- cave wizard- [o] x {SHIFT-*} ---------------- prev.s1.0 (e) prev.s2.2 (e) prev.s3.0 (e) prev.s4.0 (e) prev.s5.1 (e) prev.s6.0 (e) {SHIFT-*} ---------------- bomb chase prv! 3 {SHIFT-*} ---------------- cyber jesus h ---------------- dizzy /jailbird 8 armitage shanks! ~ ---------------- M{SHIFT-POUND} MO P hN {$fd}{CBM-S} {CBM-Y}{SHIFT-POUND} {SHIFT-@}~ {$fd}{CBM-S} {CBM-Z} {CBM-T}{CBM-L}{CBM-+}"{CBM-@}#h {CBM-X}~ {$fd}{CBM-S} {CBM-Y}NO{CBM-I} {$fd}{$fe}H{$f0}{SHIFT-POUND} U~l{$f9} {CBM-Z}NO) RN{$f0} SN{$ee}MO O{CBM-Z}MOP{CBM-S}NO {$f0}{CBM-Z}RNMNOP{$60} SN{CBM-Z}NOP Ml{$7e}N CMl{$7e}N P{CBM-O} H X{CBM-O} I Y{CBM-O} J Z{CBM-O} K {SHIFT-+}HP{$e5}{SHIFT-POUND}P{CBM-Z} L!P{SHIFT-POUND}HP{SHIFT-POUND}P{SHIFT-POUND} {SHIFT--}{SHIFT-POUND} RN{$60} {CBM-O} {SHIFT-*} X{CBM-O} A Y{CBM-O} B Z{CBM-O} C {SHIFT-+}P{$e5}{SHIFT-POUND}P{CBM-Z}L!P{SHIFT-POUND}XP{SHIFT-POUND};P{SHIFT-POUND} {SHIFT--}{SHIFT-POUND} V{$fe}S RX{CBM-I} P{$fb}{$fc} N {CBM-O}@{$ef} D{CBM-O}@{$f0} E{CBM-O}@{$f1} F{CBM-O}@{$f2} G{CBM-O}({$f3} {SHIFT-*}{CBM-O}({$f4} A{CBM-O}({$f5} B{CBM-O}({$f6} CHPM{CBM-Z}{$f7}L{CBM-I} {SHIFT-POUND}{$ef} {$fe}{$fd}{SHIFT-POUND}~{$fc}{$fb}{CBM-E}{$fd}{$fb}HP{$f9}F{$fe}F{$fc}JP{$f2}{SHIFT-POUND}7x{$60} T ~ X{$e5}H {CBM-X}{CBM-X}{CBM-P}{$ef}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}yyyyyyyyyyyy{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}.text {CBM-Z}O{$fc}{$60} _3s {CBM-Z}B OHP{$f7}l{CBM-J}.byte l{$eb} _HHF %{CBM-+}l{$ec}{CBM-X}{$de}{CBM-Q}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X}{CBM-X} * und endpunkte tabelle der linienanfangs- and end points table with the line begin0P0J( %@*{CBM-N}M8cf( f( 0n{SHIFT-POUND}( bis 0 grad steigungswinkel von +/-45 speedcodeelement fuer einen degrees slope angle of +/-45 to 0 speedcode element for a (16x8) bytes{SHIFT-POUND}( 1 char column is 1288Q0o@*JHjh{CBM-O}0o@*{$ee}0@*%@*0@* M0@* 0N{$60}P0O@* 8N 0na8o{SHIFT-POUND}0Pa8n0O@*0@* {CBM-O}8n0O 0Pa0na* 128 pixel breite{CBM-I}( 128 pixels width0n@*0n@*{CBM-Z}0@*0n@*{SHIFT-POUND},0@*M0@*0@* M0@*0L{$60}P0M@* 8N 0oa8o{SHIFT-POUND}0na8o0M@*es speedcodes unterroutine zum generieren the speedcode subroutine to build{$60}0@* {SHIFT-POUND}(H0@* {SHIFT-POUND}({CBM-N}H0@* {SHIFT-POUND}8cH0@* {SHIFT-POUND}(EH code wiederherstellen0@* den speed-{SHIFT-POUND}( restore the speedcode ( zeichnen die linie endlich0G f( finally draw the line{CBM-D}8?{CBM-I}(w the line{CBM-D}8?{CBM-I}( fuer rts0@* op-code{SHIFT-POUND}({$60} op-code for rts ({CBM-A}8HM8a{CBM-Z}8b0@* bestimmenM0@* adresse{CBM-O}8 rueckkehr-0@* M0@* return address{CBM-O}8 determine{CBM-D}8>0G@*0F@* bestimmenY8 adresse{CBM-Z}0@* einsprung-0G@*0F@*Y8 address{CBM-Z}0@*%@*{CBM-D}8b0A{CBM-S}8a{SHIFT-POUND}d8h{SHIFT-POUND}e80B{$ee}8@ grad linienwinkel von 45 bis 90 degrees line angles from 45 to 908A{SHIFT-POUND}d8h{SHIFT-POUND}e8 grad linienwinkel von 0 bis 45 degrees line angles from 0 to 45{CBM-A}8BM8a8bI(0_i(~8A{SHIFT-POUND}d8 h0{$60}{SHIFT-POUND}e8 grad linienwinkel von -45 bis 0 degrem right to left{CBM-Z}8= if the line runs{CBM-A}%@* swap line end points{$ec}8=8@0\8> eine linie zeichnen draw a line{$60}ursprung bei ($40;$40)I(@origin is at ($40;$40)i(~%@*{CBM-Z}05@* H8^.05@*04@*04@* %@*{$ed}05@* {CBM-Z}04@* {CBM-POUND}{$ed}05@*{CBM-Z}04@*8N05@*0^N05@* 805@*H05@*hoehen advance angles0sh irq-routine irq routinel8t8y{CBM-D}0@* 8\{CBM-N}{CBM-C}89{CBM-X}88{CBM-V}8z8?{CBM-X}898={CBM-X}88{CBM-V}8[0y0@* 0za0[a* vektorobjekt zeichnen draw vector object8w{$e8}0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@)RN{$60}{CBM-I} {$fb}{$e6}{$fb}P{$e6}{$fc}{$60}{CBM-I} {CBM-K}{$fd}{$e6}{$fd}P{$e6}{$fe}{$60} NIB{$f0} NlN NI {$f0}{CBM-POUND} Nh{CBM-N}H {$fb}HJP{$fa}E{$fb}{$fb}T{$e6}{$fc}lN{$60}{CBM-Z}RN{$f0}{$60} {CBM-O} X H{CBM-O} Y I{CBM-O} Z J{CBM-O} {SHIFT-+} KHP{$e5}{CBM-Z}!P L{$60} {SHIFT-POUND} N{SHIFT-POUND}P{$60}{SHIFT-POUND}~NX{CBM-S}~N{CBM-X}{$fd}N{$f8}N{CBM-Z}~?h{SHIFT-POUND}~~?~~{CBM-Z}PI.P{$f9}{CBM-Z}P0{$f4}{CBM-Z}P) P{CBM-D}{$f8}N{CBM-S}P{CBM-Z}Ph){$f0}{$fb}H)IIP{SHIFT-POUND} {$fb}P{$ec}P{$f0}{$fb}P{CBM--}{CBM-Z}{$f8}N{CBM-S}~N{$7d}{$f9}N{$f8}N{SHIFT--}{$fb}NP{CBM-E}H~?{CBM-Z}P) Px{$60} 0@0@)0@0@) 0@0@)0@0@) 0@0@(0w0@0@( 00ya*8x{$e8}0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@)0@0@) 0@0@(0x0@0@( {$f0}8w{CBM-D}8{CBM-N}{SHIFT-POUND}( loeschen{CBM-X}{CBM-X}{$60}({SHIFT-POUND}(7) ~{CBM-Z}) ~({SHIFT-POUND}(00SXl)@h{SHIFT-POUND}(~h{SHIFT-POUND}(){CBM-*}{SHIFT-POUND}({$ed}){CBM-*} )@%a*)@{CBM-O}8S (){CBM-*}{SHIFT-POUND}({$ec}) {CBM-*}){CBM-*}){CBM-*} ({$f8}){CBM-*}){CBM-*} (){CBM-*}){CBM-*}J){CBM-*}{CBM-I}( ){CBM-B}{$e3} )s{$e4} )[~ ){$fd} ){$fd} ( {CBM-I}( ({CBM-W}({CBM-R} ({CBM-I}(<P%a* H) ) ({CBM-POUND}{SHIFT-POUND}( ){CBM-T}{$fd}{CBM-I}(~({SHIFT-POUND}(70lX) 0R@0z**** ********0[* **** ******8o{CBM-N}M8c0I( f( f( 0o{SHIFT-POUND}( bis +/-45 grad steigungswinkel von +/-90 speedcodeelement fuer einen +/-45 degrees slope angle of +/-90 to speedcode element for a{$60}0QJ0o@*0o@*Y0o@*{SHIFT-POUND}( 0o@*0o@*Y0o@* 128 (16*8) bytes 1 zeichenspalte sind 0@* {CBM-O}8o0M 0na0oa* 128 pixel breite{CBM-I}( 128 pixels width0o@*0o@*{CBM-Z}0@*0o@*{SHIFT-POUND},0@*M0@*0@* M0@*0Kl8K{CBM-I}d8{SHIFT-POUND}e8 8L{CBM-I}d8{SHIFT-POUND}e88J8I op-code fuer iny{SHIFT-POUND}(H op-code for iny 8L{CBM-I}d8 {SHIFT-POUND}e8 8K{CBM-I}d8{SHIFT-POUND}e88J8I op-code fuer dey0p{SHIFT-POUND}( op-code for dey d0@* op-code fuer rts{SHIFT-POUND}({$60} op-code for rtsH0@* {SHIFT-POUND}({$f3} *-11H0@* op-code fuer bne{SHIFT-POUND}(P op-code for bneH0@* {CBM-Z}8@H0@* op-code fuer cpy #${SHIFT-POUND}({SHIFT-*} op-code for cpy #$0H ({$60} fuer txa0@* op-code{SHIFT-POUND}( op-code for txa ( die linie zeichnen0F f( dra jump-in0E{CBM-D}8= determine0@*Id80@* Ie80DHP8E0@*Id8 0@* Ie8 H{$f0}8D{CBM-Z}8hH{CBM-POUND}H8c berechnen0C{CBM-Z}f( anstieg zu0C@* den linien-{$fd}8 fuehren, um{CBM-O}8 division voll-0C@* line slope{$fd}8 ulate the{CBM-O}8 sion to calc-8 perform divi-h{CBM-D}8a{CBM-S}8b{CBM-A}es line angles from -45 to 0{CBM-A}8A{SHIFT-POUND}d8h{SHIFT-POUND}e8N8@ grad linienwinkel von -90 bis -45 degrees line angles from -90 to -458{$60}M8a8b8_{$ed}8@{CBM-Z}8?8a{$ed}8={CBM-Z}8>88? nach links verlaeuft8= linie von rechts8@ tauschen, wenn die{CBM-Z}8? linienendpunkte ver-8> fro ( 05@* {$7d}89 werte nur positive tiefen- values{SHIFT-POUND}(p only positive depth04@*0]04@* I( i(~H{CBM-POUND}I(i(~h8]0vhperspektivdivision vollfuehrenperform perspective division@HN)P8M8{SHIFT-POUND}d8j8M8{SHIFT-POUND}e8j8M8{SHIFT-POUND}d8i8M8{SHIFT-POUND}e8i8M8{SHIFT-POUND}d8h8M8{SHIFT-POUND}e8h winkel er solutely unoptimized)0t rotate unit vectors hauptschleife main loop8888888%a*J8<8;{CBM-I}0ka*{SHIFT-POUND}( koordinaten&winkel nullsetzen reset angles and coordinatesxN)P,) {CBM--})~~{SHIFT-POUND}d8s){$fe}~{SHIFT-POUND}e8s) {CBM--}{SHIFT-POUND}({$7f})P{SHIFT-POUND}()P{SHIFT-POUND}(~) {SHIFT--}8),{$fc}{CBM-Z}) {SHIFT--})P{SHIFT-POUND}0c"@hj0c! [) den unsichtbaren zeichensatz clear the invisible charset)Pm)P{SHIFT-POUND}0j0c) 8m8{SHIFT-POUND}({CBM-A}%a*M)P{SHIFT-POUND}(V%@*I(s{CBM-A}%@* I(V{CBM-Z})P umschalten sichtbaren bildschirm toggle visible screen8uJ89 8v{CBM-X}8:{CBM-C}8788 8v{CBM-X}880u{CBM-C}86{CBM-I}0ka* koordinaten nach 2d wandeln convert coo{SHIFT-POUND}( {CBM-N}{$ed}8"{SHIFT-POUND}( 8 p(-1;-1;-1)0:@(M8307@(M82{CBM-POUND}{$ed}81{CBM-Z}8/{CBM-N}{$ed}80{CBM-Z}8&809@(M8-M8,{CBM-POUND}{$ed}8+{CBM-Z}8){CBM-N}{$ed}8*{CBM-Z}8(808@(M8'06@(M8&{CBM-POUND}{$ed}8%{CBM-Z}8#{CBM-N}{$ed}8${CBM-Z}8"8 p(+1;-1;+1)0:@({$ed}8107@({$ed}808{CBM-POUND}{$ed}8/{CBM-Z}83{CBM-N}{$ed}8.{CBM-Z}82809@({$ed}8+{$ed}8*8{CBM-POUND}{$ed}8){CBM-Z}8-{CBM-N}{$ed}8({CBM-Z}8,808@({$ed}8%06@({$ed}8$8{CBM-POUND}{$ed}8#{CBM-Z}8'{CBM-N}{$ed}8"{CBM-Z}8&8 p(-1;-1;+1) 1{CBM-Z}8/{CBM-N}M80{CBM-Z}8.09@(M8-M8,{CBM-POUND}M8+{CBM-Z}8){CBM-N}M8*{CBM-Z}8(08@(M8'06@(M8&{CBM-POUND}M8%{CBM-Z}8#{CBM-N}M8${CBM-Z}8" p(+1;+1;+1)0:@( M8307@( M82{CBM-POUND}{$ed}8/{CBM-Z}81{CBM-N}{$ed}8.{CBM-Z}80809@( M8-M8,{CBM-POUND}{$ed}8){CBM-Z}8+{CBM-N}{$ed}8({CBM-Z}8*808@( M8'06@( M8&{CBM-POUND}{$ed}8#{CBM-Z}8%{CBM-N}{$ed}8"{CBM-Z}8$8 p(-1;+1;+1) auch ziemlich unoptimiert neue koordinaten bos(a+b){CBM-X}0@(@ cos(a-b)80{$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} alpha+betaI(@ (cos)M8{CBM-Z}8{CBM-N} alpha-beta{$e9}(@ (cos)8{$ed}8{CBM-Z}88 sin (alpha) * cos (beta)8/*{CBM-X}0@( 8. {CBM-X}0 @( {CBM-S}8 sin (beta)8-M8!{CBM-Z}88,M8 {CBM-Z}88 - sin(a)*cos(g){$f9}0@(@{CBM-X}0@(@ - cos(a+g)8 cos(a-g){$f9}0 @(a-gamma{$ed}88M8I @@( (-cos){CBM-Z}88Y0@( + sin(a+g-b){CBM-X}0@( sin(b+g-a)8Y0 @( {CBM-X}0 @( {CBM-POUND} alpha+gamma-beta{$ed}88M8I @@( (-cos){CBM-Z}8{CBM-N} beta+gamma-alpha{$e9} @@( (-cos)8{$ed}88M8{CBM-Z}8 - sin(a) * cos(g) - cos(a) * sin(b) * sin(g)8+M8!{CBM-Z}88*M8 {CBM-Z}88 - co@( {CBM-X}0 @( 8{CBM-POUND} alpha+beta+gammaM8M8{CBM-Z}8{CBM-N} alpha+beta-gamma{$ed}88M8{CBM-Z}88Y0@( + sin(a+g-b){CBM-X}0@( sin(b+g-a)8Y0 @( {CBM-X}0 @( {CBM-POUND} alpha+gamma-beta{$ed}88M8{CBM-Z}8{CBM-N} beta+gamma-alpha{$ed}88M8{CBM-Z}8 - cos(a) * cos(g) sin(a) * sin(b) * sin(g)8){$f9}0@(@ - cos(b+{CBM-Z}8{CBM-N} alpha-gamma{$ed}88I( (-){CBM-Z}88!N8 J cos(a)*sin(b)*cos(g)I(M8!{CBM-Z}88 M8 {CBM-Z}88!{$f9}0@( - sin(a+b+g){CBM-X}0@( sin(a+b-g)8 {$f9}0 @( {CBM-X}0 @( 8{CBM-POUND} alpha+beta+gammaI(@ (cos)M8M8I(@ (cos){CBM-Z}8{CBM-N} alpha+beta-gamma{$e9}(@ (cos)8{$ed}88M8I(@ (cos){CBM-Z}88Y0@( +os(a+g)8 cos(a-g){$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} alpha+gammaM8I @@( (-cos){CBM-Z}8{CBM-N} alpha-gamma{$ed}88I @@( (-cos){CBM-Z}88!N8 J - sin(a)*sin(b)*cos(g)I(M8!{CBM-Z}88 M8 {CBM-Z}88!{$f9}0@( - sin(a+b+g){CBM-X}0@( sin(a+b-g)8 {$f9}0 @( {CBM-X}0 @( 8{CBM-POUND} alpha+beta+gammaI(@ (cos)M8M8I b) * cos(g)8#{$f9}0@(@ - cos(b+g){CBM-X}0@(@ cos(b-g)8"{$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} beta+gammaI(@ (cos)M8I(@ (cos){CBM-Z}8{CBM-N} beta-gamma{$e9}(@ (cos)8{$ed}88I(@ (cos) cos (beta) * cos (gamma)x8{CBM-Z}88{CBM-Z}88{CBM-Z}8X (absolut unoptimiert) einheitsvektoren rotieren (ab P{SHIFT-POUND},)P{SHIFT-POUND},0%a*,)P%a*,)P vic-register setzen set vic registersP%a* {$e8}) {SHIFT-+}) Z) Y) X{CBM-I}( {SHIFT-POUND}8d vordergrundfarbe setzen set foreground colourP8r ({$e8}{$ee}0@*%@*0@* M0@* {SHIFT-POUND}('P0r@*{SHIFT-*}(HI(0@* ( 0r{CBM-I}( 0@*{SHIFT-POUND}d0f@j0gb (k@0@80@* {SHIFT-POUND}e0f@j0gb (k@0@8rdinates to 2-d0:@({$ed}8307@({$ed}828{CBM-POUND}{$ed}81{CBM-Z}8/{CBM-N}{$ed}80{CBM-Z}8.809@({$ed}8-{$ed}8,8{CBM-POUND}{$ed}8+{CBM-Z}8){CBM-N}{$ed}8*{CBM-Z}8(808@({$ed}8'06@({$ed}8&8{CBM-POUND}{$ed}8%{CBM-Z}8#{CBM-N}{$ed}8${CBM-Z}8"8 p(+1;-1;-1)0:@({$ed}8307@({$ed}828{CBM-POUND}{$ed}81{CBM-N}{$ed}808{CBM-POUND}{$ed}8/{SHIFT-POUND}( {CBM-N}{$ed}8.{SHIFT-POUND}( 809@({$ed}8-{$ed}8,8{CBM-POUND}{$ed}8+{CBM-N}{$ed}8*8{CBM-POUND}{$ed}8){SHIFT-POUND}( {CBM-N}{$ed}8({SHIFT-POUND}( 808@({$ed}8'06@({$ed}8&8{CBM-POUND}{$ed}8%{CBM-N}{$ed}8$8{CBM-POUND}{$ed}8#0:@({$ed}8307@({$ed}828{CBM-POUND}M81{CBM-Z}8/{CBM-N}M80{CBM-Z}8.09@({$ed}8-{$ed}8,8{CBM-POUND}M8+{CBM-Z}8){CBM-N}M8*{CBM-Z}8(08@({$ed}8'06@({$ed}8&8{CBM-POUND}M8%{CBM-Z}8#{CBM-N}M8${CBM-Z}8" p(+1;+1;-1)0:@({$ed}8307@({$ed}828{CBM-POUND}{$ed}8/{CBM-Z}81{CBM-N}{$ed}8.{CBM-Z}80809@({$ed}8-{$ed}8,8{CBM-POUND}{$ed}8){CBM-Z}8+{CBM-N}{$ed}8({CBM-Z}8*808@({$ed}8'06@({$ed}8&8{CBM-POUND}{$ed}8#{CBM-Z}8%{CBM-N}{$ed}8"{CBM-Z}8$8 p(-1;+1;-1)0:@(M8307@(M82{CBM-POUND}M8erechnen, pretty unoptimized too calculate new coordinates,83{$f9}0@(@ - cos(a+b){CBM-X}0@(@ cos(a-b)82{$f9}0 @(@{CBM-X}0 @(@{CBM-POUND} alpha+betaI(@ (cos)M8I @(@ (-cos){CBM-Z}8{CBM-N} alpha-beta{$e9}(@ (cos)8{$ed}88I @(@ (-cos){CBM-Z}8 - cos (alpha) * cos (beta)81{$f9}0@(@ - c@{CBM-X}0 @(@8{CBM-POUND} alpha+gammaI(@ (cos)M8I( (-){CBM-Z}8{CBM-N} alpha-gamma{$e9}(@ (cos)8{$ed}88I( (-){CBM-Z}88!N8 J - cos(a)*sin(b)*sin(g)I(M8!{CBM-Z}88 M8 {CBM-Z}88!{$f9}0@( - sin(a+b+g){CBM-X}0@( sin(a+b-g)8 {$f9}0 @( {CBM-X}0 @( 8{CBM-POUND} alpha+beta+gammaM8M8I @@( (-cos){CBM-Z}8{CBM-N} alpha+bets(a)*cos(g){$f9}0@(@{CBM-X}0@(@ - cos(a+g)8 cos(a-g){$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} alpha+gammaI(@ (cos)M8I @@( (-cos){CBM-Z}8{CBM-N} alpha-gamma{$e9}(@ (cos)8{$ed}88I @@( (-cos){CBM-Z}88!N8 J sin(a)*sin(b)*sin(g)I(M8!{CBM-Z}88 M8 {CBM-Z}88!{$f9}0@( - sin(a+b+g){CBM-X}0@( sin(a+b-g)8 {$f9}0 g){CBM-X}0@(@ cos(b-g)8({$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} beta+gammaM8I @@( (-cos){CBM-Z}8{CBM-N} beta-gamma{$ed}88I @@( (-cos){CBM-Z}8 - cos (beta) * sin (gamma)8'M8!{CBM-Z}88&M8 {CBM-Z}88 - sin(a)*sin(g){$f9}0@(@{CBM-X}0@(@ - cos(a+g)8 cos(a-g){$f9}0 @(@{CBM-X}0 @(@8{CBM-POUND} alpha+gammaM8I( (-) sin(a+g-b){CBM-X}0@( sin(b+g-a)8Y0 @( {CBM-X}0 @( {CBM-POUND} alpha+gamma-beta{$ed}88I(@ (cos)M8I(@ (cos){CBM-Z}8{CBM-N} beta+gamma-alpha{$e9}(@ (cos)8{$ed}88I(@ (cos)M8{CBM-Z}8 - sin(a) * sin(g) cos(a) * sin(b) * cos(g)8%M8!{CBM-Z}88$M8 {CBM-Z}88 - cos(a)*sin(g){$f9}0@(@{CBM-X}0@(@ - c( (-){CBM-Z}8{CBM-N} alpha+beta-gamma{$e9}(@ (cos)8{$ed}88M8I( (-){CBM-Z}88Y0@( + sin(a+g-b){CBM-X}0@( sin(b+g-a)8Y0 @( {CBM-X}0 @( {CBM-POUND} alpha+gamma-beta{$ed}88I(@ (cos)M8I( (-){CBM-Z}8{CBM-N} beta+gamma-alpha{$e9}( (-)8{$ed}88I(@ (cos)M8{CBM-Z}8 - cos(a) * sin(g) - sin(a) * sin( bildschirmmatrix bilden set up screen matrixP%a* {$e8}0@0@) 0@0@) 0@0@) 0@0@( {CBM-N}{SHIFT-POUND}( bildschirm loeschen clear screenP8qJ{$ee}0@*{$ee}0@*P8qH0@*0q0@* {CBM-POUND}{CBM-I}(0@*0@* {SHIFT-POUND}e0@80@*{SHIFT-POUND}d0@80@*{SHIFT-POUND}d0@8 zeichensaetze loeschen clear charse P{SHIFT-POUND}8e)P{SHIFT-POUND}( 0%a*,)P%a*,)P){$fb}~{SHIFT-POUND}d8lnmi){$fa}~{SHIFT-POUND}e8lnmi({SHIFT-POUND}(5X) @0k(0j! c* winkeladditionswerte0i! c* angle add values0h!~~@"aj! c"[0g( zeichenmatrixkoordinaten0f( char matrix coordinates0e(0d(0c @80b @80a @80@ @80? @80 @80 @80 @80 @80 @80 @80 @80 @80 @80 @80 @80 @80(0)0) 0)0) 0 )0( 0) Q0 ) s0) (0) 0) 00j b) @=$00000, $0000-$40000)r0) r0)q0) l0 ) j teil 5: linien H C KK H C CHH E F E E E C 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lY l{CBM-G}I{SHIFT-*}E 8{$e5}{CBM-N}{CBM-G}I{SHIFT-*}E E{CBM-POUND}8{CBM-X} j{$f9} j{CBM-X} l{$f9} l{CBM-G}E{CBM-G}EIJF{CBM-G}I8{$e5}8{$e9}@{CBM-N}{CBM-G}IEI@{CBM-POUND}8{CBM-X}@j{$f9}@j{CBM-X}@l{$f9}@l{CBM-G}E{CBM-G}E{CBM-+} {CBM-X} d8{CBM-G}!{$e5}{CBM-N}{CBM-G}"{$e5} {CBM-POUND}8{$e5}#4{$e5}$l{CBM-G}E{CBM-N}{CBM-G}E{CBM-POUND}8{$e5}-{$e5}={CBM-G}E{CBM-N}{CBM-G}E{CBM-POUND}8{$e5}{$e5}e{CBM-G}E!{CBM-N}{CBM-G} E"{CBM-POUND}8{$e5}#5{$e5}$m8{CBM-G}{$e5}{CBM-N}{CBM-G}{$e5}{CBM-POUND}8{$e5}.{$e5}>8{CBM-G}{$e5}{CBM-N}{CBM-G}{$e5}{CBM-POUND}8{$e5}{$e5}f8{CBM-G}#{$e5}{CBM-N}{CBM-G}${$e5} {CBM-POUND}8{$e5}!6{$e5}"n8{CBM-G}{$e5}{CBM-N}{CBM-G}{$e5}{CBM-POUND}E/E?8{CBM-G}{$e5}{CBM-N}{CBM-G}{$e5}{CBM-POUND}EEg8{CBM-G}{$e5}!{CBM-N}{CBM-G} {$e5}"{CBM-POUND}E#7E$o8{SHIFT-POUND} {$e5}{CBM-N}{SHIFT-POUND} {$e5}{CBM-POUND}8{$e5}{CBM-N}{$e5}{CBM-POUND}8{$e5}0{$e5}@8{SHIFT-POUND} {$e5}{CBM-N}{SHIFT-POUND}+ ,, -- .. //{$e8}M {CBM-V}i{CBM-J}:{CBM-J}b{CBM-V}i{CBM-J}:{CBM-H}b{CBM-N} {CBM-I}g{CBM-@}{$e3}l3ah{SHIFT-POUND}vE{SHIFT-POUND}~E{SHIFT-POUND}uE{SHIFT-POUND}E {SHIFT-POUND} E{SHIFT-POUND}ENPH@h hi~I{CBM-POUND}Hi~I %&{SHIFT-POUND}pUb' (H)8F'F(8{CBM-G}&{$e5}({CBM-POUND}{CBM-G}%{$e5}'%&&){$e8}H {CBM-G})i~I@{$60}{$e4}{CBM-A}{CBM-G}{CBM-G}8{CBM-G}{$e5}{CBM-G}{$e5}EF{SHIFT-POUND} h{SHIFT-POUND} {CBM-A}{SHIFT-POUND}h{SHIFT-POUND}i~IE{CBM-A}{SHIFT-POUND} h{SHIFT-POUND}{$e6}{SHIFT-POUND} t0{CBM-R}20864 t1{CBM-R}20992 ( t2{CBM-R}21120 ?( t3{CBM-R}19968:t4{CBM-R}t3{CBM-Z}256 e2 : rD x{CBM-R}1{CBM-@}127 IH y{CBM-R}128{CBM-D}{CBM-C}(x){CBM-Z}{CBM-C}(2){CBM-N}.5 Y,t0{CBM-N}x,y{CBM-P}255 y{CBM-R}y{CBM-Z}256:t1{CBM-N}x,y{CBM-N}t4:t2{CBM-N}x,y {$f4} {CBM-@}w: {CBM-J}xx{CBM-R}$01{CBM-@}$037f O{CBM-C}y{CBM-R}2{CBM-S}(8{CBM-Q}x{CBM-Z}128):t3{CBM-N}x,y U {SHIFT-+}: {$fa}t0,.:t1,t4:t2,.:t3,255 N ({CBM-E}:BjQx{$de}B{$e6}I{$ea}K{$ea}G{$e4}^XoE8{CBM-N}{$f4}^F+{$ee}m{CBM-POUND}w{CBM-Q}{$fc}j{$de}$F{CBM-+}{$e3}s{CBM-L}{$e3} 3wW{CBM-Z}CU{$e4}{$f0}{$f9}{$fe}~{$fe}{$f9}{$f0}{$e4}UC{CBM-Z}Ww3 {$e3}{CBM-L}s{$e3}{CBM-+}F${$de}j{$fc}{CBM-Q}w{CBM-POUND}m{$ee}+F^{$f4}{CBM-N}8EoX^{$e4}G{$ea}K{$ea}I{$e6}B{$de}xQjB:{CBM-E}( U{$eb}AWnE={CBM-J}.{CBM-M}!{CBM-K}'{CBM-A}:Gu{$e5}W{CBM-K}9TQ{CBM-R}w{$fe}{CBM-POUND}t{CBM-J}I!{SHIFT-+}y{$e3}{CBM-D}Yi{$f2}L{CBM-POUND}Lr<* *<rL{CBM-POUND}L{$f2}iY{CBM-D}{$e3}y{SHIFT-+}!I{CBM-J}t{CBM-POUND}{$fe}w{CBM-R}QT9{CBM-K}W{$e5}u ~{$fe}{$fe}{$fd}{$fd}{$fc}{$fc}{$fb}{$fb}{$fa}{$fa}{$f9}{$f9}{$f8}{$f8}{$f7}{$f7}{$f6}{$f6}{$f5}{$f5}{$f4}{$f4}{$f3}{$f3}{$f2}{$f2}{$f2}{$f1}{$f1}{$f0}{$f0}{$f0}{$ef}{$ef}{$ee}{$ee}{$ee}{$ee}{$ed}{$ed}{$ed}{$ec}{$ec}{$ec}{$ec}{$eb}{$eb}{$eb}{$eb}{$eb}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$ea}{$eb}{$eb}{$eb}{$eb}{$eb}{$ec}{$ec}{$ec}{$ec}{$ed}{$ed}{$ed}{$ee}{$ee}{$ee}{$ee}{$ef}{$ef}{$f0}{$f0}{$f0}{$f1}{$f1} ~{$fe}{$fd}{$fb}{$fa}{$f9}{$f7}{$f6}{$f5}{$f3}{$f2}{$f1}{$ef}{$ee}{$ed}{$ec}{$ea}{$e9}{$e8}{$e6}{$e5}{$e4}{$e3}{$e2} {CBM-*}{$de}{SHIFT--}{SHIFT-+}ZYXWVTSRQPONMKJIHGFEDCBA{SHIFT-*}{CBM-B}{CBM-V}{CBM-X}{CBM-C}{SHIFT-@}{CBM-O}{CBM-U}{CBM-Y}{CBM-L}{CBM-L}{CBM-J}{CBM-H}{CBM-W}{CBM-R}{CBM-E}{CBM-A}{CBM-P}{CBM-S}{CBM-Z}{CBM-D}{CBM-Q}{CBM-N}{SHIFT-POUND}{CBM-POUND}{CBM-M}{CBM-+}{CBM-G}{CBM-G}{CBM-@}{CBM-T}{CBM-I}{CBM-K} {$7f}{$7e}{$7d}{$7d}{$7c}{$7b}{$7b}ZYYXWWVVUTTSRRQQPOONMMLLKKJIIHHGGFEEDDCCBBAA{$60}{$60}__^^]\\[[[zzyyxxwwvvuuttssrrrqqppooonnmmll ?acegikmoqrtvxz[]_ABDFGIKLNOQSTVWYZ{$7c}{$7d}{$7f}nnnnooooooooooooppppppppppppppppppppppppppppppppppppppppppppppppqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqq W tb{CBM-R}4096 #D an{CBM-R}0{CBM-@}2{CBM-D}~{SHIFT-POUND}2{CBM-D}~{CBM-Z}256 6H y{CBM-R}{CBM-B}(an){CBM-D}255{CBM-N}.5 d,tb,y{CBM-P}255 wx{CBM-R}0:y{CBM-W}0{CBM-M}x{CBM-R}255 E{$f4}tb{CBM-N}256,x Sxtb{CBM-R}tb{CBM-N}1: 2059 X{$fd}~{CBM-I}9{CBM-O} X Xi~ 8{CBM-O} Y Yi~ 9{SHIFT-POUND}7{SHIFT-*}{CBM-A}{CBM-O}H T{SHIFT-POUND} {SHIFT-POUND} X Y Z {SHIFT-+}HP{CBM-O} P P !P{SHIFT-POUND}[P{SHIFT-POUND} {$fe}{SHIFT-POUND}TTT{SHIFT-POUND} {CBM-POUND}{CBM-O}8988988{CBM-O}9999999IP{CBM--}{SHIFT-POUND}?8j88{SHIFT-POUND}~MPP{$fb}{$e6}{CBM-G}j)Ii{CBM-POUND}{CBM-O}{$e1}"P{CBM-O}{$e8}#P{CBM-O}{$ef}$P{CBM-Z}TjjT{CBM-G}{$fd}0u{CBM-I}{$fc}I?{$f0}i)?h{$fd}{$fb} {CBM-Q}HI?{$fd}P{CBM-E}{$fb}{$ef} 2061 X{SHIFT-POUND}8{SHIFT-POUND}{CBM-N}-{SHIFT-POUND}o.{CBM-I}{$f0}{CBM-X}<{$f6} JP{$f7} J{CBM-X}{$f4}hnP{$f6}N-N*P{$ed}l{$e6}{$fa}P{$e6}{$fb}J{$60}{CBM-@}{$f8}{CBM-I} C{$f8}{CBM-I} C {$f9} {CBM-I} CE{$f8}P{$ec} {CBM-A}/jP= f PH {CBM-A}/I{CBM-I} {CBM-V}/ {CBM-A}{CBM-POUND} {CBM-A}{CBM-N}{CBM-X}F {CBM-I} {CBM-V}{CBM-+}/{$e8} {$f9} P{$fb}P{$f8}{$f0}{CBM-P} {CBM-A}I~{$f0}%{$e9} {CBM-I} C0{CBM-I} {CBM-V}E{$fa}{CBM-+}//{CBM-G}{$fb}{$e5}00{$e8}{CBM-E}/H {$f9} P{$f8}{$f0}R{SHIFT-POUND}7xl{$f7}Ph{CBM-Z}{$7d}a*{$f7}{$ee}{CBM-K}P{$ee}{CBM-I}H{$60}{$e8} {CBM-H}@{CBM-*}'{$fe} I)?hW{$ec}.{CBM-V}H*Bzo{$f3}Wj){$e7}q ^G{$7f}2YR#V{$f3}{$7f}R{$7f}{$e6}{$7b}{$e8} Tb{$7f}L-A6xoP{$e4}{SHIFT-POUND}s:S'd@]C{CBM-B}{$f8}u*{$7f} {CBM--}{CBM-Z}{CBM--} m{$e4}{$fc}{CBM-*}o{CBM--}, E&Q{$7e}{$7f}{$f7} '{CBM--}'{$ec}{$60}F{CBM-@}BHT{$f4}b{CBM-H} s&a{CBM-G}{$fe}S{$ec}{$de}fO7{$f7}7{$e6}v{$7f}{$fe}hJYs{$7f}EcE'{$fc}7{$f7}RE{CBM-U}M{$7d}H{$fe}{CBM-J}{CBM-J}{$f8}MC_{CBM-E}ek{$fc}{CBM-D}!{CBM-K}{$ea}{$fa}C $:{$e1}{CBM-POUND}N w4d{$f3} {$e6}3H{$ea}{$f9}{$ef}0P{$fd}{$e3}a{$f3}O@P{$f0} {CBM-A}@ p0P@9{$eb}3{$f9}d4{$e4}4b .2061 X{CBM-I}h{CBM-X} JP{$f8} Tl3 {$e8}{CBM-E}IPHP{$e6}{CBM-V} {$f8}HP{$e6} G:{CBM-A}'{CBM-K}!{CBM-M}.{CBM-J}=EnWA{$eb}U {$f2}{$f2}{$f2}{$f3}{$f3}{$f4}{$f4}{$f5}{$f5}{$f6}{$f6}{$f7}{$f7}{$f8}{$f8}{$f9}{$f9}{$fa}{$fa}{$fb}{$fb}{$fc}{$fc}{$fd}{$fd}{$fe}{$fe}~ lkkjjjiihhhggfffeeeddcccbbbaaa@@@??>>>===<<<;;;;:::99988877766665554444333222211110000////...-----,,,,++++****)))))(((('''''&&&&&%%%%%$$$$$#####"""""!!!!!! 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