Home » Archimedes archive » Acorn User » AU 1994-11.adf » !StarInfo_StarInfo » Ainsworth/Thomasina
Ainsworth/Thomasina
This website contains an archive of files for the Acorn Electron, BBC Micro, Acorn Archimedes, Commodore 16 and Commodore 64 computers, which Dominic Ford has rescued from his private collection of floppy disks and cassettes.
Some of these files were originally commercial releases in the 1980s and 1990s, but they are now widely available online. I assume that copyright over them is no longer being asserted. If you own the copyright and would like files to be removed, please contact me.
Tape/disk: | Home » Archimedes archive » Acorn User » AU 1994-11.adf » !StarInfo_StarInfo |
Filename: | Ainsworth/Thomasina |
Read OK: | ✔ |
File size: | 11CB bytes |
Load address: | 0000 |
Exec address: | 0000 |
File contents
10REM Thomasina 20REM LEN 1994 Mark Ainsworth 30REM Based on an algorithm by Peter Barnes/Mark Ainsworth 40REM which was in turn inspired by the play 50REM PAGEArcadiaTIME by Tom Stoppard, where a girl called Thomasina discovers 60REM ABSA wonderful new method whereby all the forms of nature must 70REM give up their secrets and draw themselves in number alone.ACS 80: 90ON ERROR REPORT:PRINT " at line ";ERL:END 100PROCinit 110REPEAT 120 CLS 130 COLOUR black% 140 PRINTTAB(0,0)"a= ";a 150 PRINTTAB(0,1)"b= ";b 160 IF info% THEN PROCorigin(48) 170 PROCplot 180 PROCorigin (48/factor) 190 PROCzoom 200UNTIL FALSE 210: 220DEF PROCinit 230MODE 12 240width%=1280 250height%=1024 260maxcols%=15 270screen%=1 280left=-6.5 290right=7.5 300top=9 310bottom=-3 320size=(right-left)*(top-bottom) 330null=RND(-TIME) 340atop=1.3 : abot=-1 : arange=atop-abot 350btop=2.5 : bbot=0 : brange=btop-bbot 360PRINT"THOMASINA � The Barnes-Ainsworth Curve" 370PRINT"Program � 1994 Mark Ainsworth" 380PRINT'"Use + and - to alter grey shades." 390PRINT"Press Select to zoom, and then drag a zoom box." 400PRINT''"Press RETURN for random values..." 410INPUT TAB(1,8)"a = "a$ 420IF a$="" THEN 430 a=arange*RND(1)+abot 440ELSE 450 a=VAL(a$) 460ENDIF 470PRINT TAB(5,8)a 480INPUT TAB(1,9)"b = "b$ 490IF b$="" THEN 500 b=brange*RND(1)+bbot 510ELSE 520 b=VAL(b$) 530ENDIF 540PRINT TAB(5,9)b 550INPUT'"Setting? (Fast/Info/Normal : 1st letter) "info$ 560fast%=FALSE 570info%=FALSE 580CASE info$ OF 590 WHEN "F","f" : fast%=TRUE 600 WHEN "I","i" : info%=TRUE 610ENDCASE 620PROCfactor 630PROCrecolour 640PROCresize 650ENDPROC 660: 670DEF PROCrecolour 680IF colours%>maxcols% THEN colours%=maxcols% 690IF colours%=0 THEN colours%=1 700FOR col%=0 TO colours% 710 grade%=255-col%*(255/colours%) 720 COLOUR col%,grade%,grade%,grade% 730NEXT col% 740col%=colours%+1 750WHILE col%<=maxcols% 760 COLOUR col%,0,0,0 770 col%+=1 780ENDWHILE 790black%=maxcols% 800ENDPROC 810: 820DEF PROCmulticolour 830starth=30:endh=180 840hsize=endh-starth 850starts=0:ends=1 860ssize=1 870startv=1:endv=0 880vsize=-1 890FOR col%=0 TO colours% 900 h=(col%/colours%)*hsize+starth 910 s=(col%/colours%)*ssize+starts 920 v=(col%/colours%)*vsize+startv 930 SYS "ColourTrans_ConvertHSVToRGB",h*&10000,s*&10000,v*&FF TO r%,g%,b% 940 COLOUR col%,r%,g%,b% 950NEXT col% 960col%=colours%+1 970WHILE col%<=maxcols% 980 COLOUR col%,0,0,0 990 col%+=1 1000ENDWHILE 1010black%=maxcols% 1020ENDPROC 1030: 1040DEF PROCresize 1050xfactor=width%/(right-left) 1060yfactor=height%/(top-bottom) 1070midx%=-left*width%/(right-left) 1080midy%=-bottom*height%/(top-bottom) 1090VDU29,midx%;midy%; 1100ENDPROC 1110: 1120DEF PROCplot 1130x=0 1140y=0 1150xn=0 1160yn=0 1170count%=0 1180TIME=0 1190IF fast% THEN PROCmonoplot ELSE PROCcolourplot 1200PRINT TAB(40,0)"Speed=";INT(count%*100/TIME);"points/sec" 1210PRINT TAB(40,1)STR$(count%);" points plotted." 1220ENDPROC 1230: 1240DEF PROCmonoplot 1250REPEAT 1260 x=SQR(ABS(x*x-2*x+a))-y 1270 y=SQR(ABS(y*y-2*y-b))+x 1280 GCOL 0,black% 1290 POINT xfactor*x, yfactor*y 1300 count%+=1 1310 MOUSE X%,Y%,T% 1320UNTIL T%>0 1330ENDPROC 1340: 1350DEF PROCcolourplot 1360REPEAT 1370 x=SQR(ABS(x*x-2*x+a))-y 1380 y=SQR(ABS(y*y-2*y-b))+x 1390 REM IF info% THEN PROCinfo 1400 IF INKEY(-42) AND colours%<2*maxcols% THEN colours%=colours%*2:PROCrecolour:REPEAT UNTIL NOT INKEY(-42) 1410 IF INKEY(-58) AND colours%>1 THEN colours%=colours%/2:PROCrecolour:REPEAT UNTIL NOT INKEY(-58) 1420 col%=POINT(xfactor*x, yfactor*y) 1430 IF col%<maxcols% THEN col%+=1 1440 GCOL 0,col% 1450 POINT xfactor*x, yfactor*y 1460 count%+=1 1470 MOUSE X%,Y%,T% 1480UNTIL T%>0 1490ENDPROC 1500: 1510DEF PROCinfo 1520xp=xn 1530yp=yn 1540GCOL 3,colours% 1550xn=x*xfactor 1560yn=y*yfactor 1570MOVE xp,yp:DRAW xn,yn 1580PROCpoint(x,y,count% MOD 4) 1590WAIT 1600MOVE xp,yp:DRAW xn,yn 1610ENDPROC 1620: 1630DEF PROCzoom 1640MOUSE ON 1650REPEAT:MOUSE X%,Y%,T%:UNTIL T%<>4 1660GCOL 3,colours% 1670REPEAT 1680 MOUSE X%,Y%,T% 1690 G$=INKEY$(0) 1700 IF G$<>"" THEN 1710 IF G$="-" AND colours%<2*maxcols% THEN colours%=colours%*2:PROCrecolour 1720 IF G$="+" AND colours%>1 THEN colours%=colours%/2:PROCrecolour 1730 IF G$="s" OR G$="S" THEN OSCLI("Screensave Thomasina"+STR$(screen%)):screen%+=1 1740 ENDIF 1750 PROCcoord 1760UNTIL T%=4 1770X1%=X% 1780Y1%=Y% 1790X2%=X1% 1800Y2%=Y1% 1810PROCrectangle 1820REPEAT 1830 PROCrectangle 1840 MOUSE X%,Y%,T% 1850 X2%=X% 1860 Y2%=Y% 1870 PROCcoord 1880 PROCsides 1890 PROCrectangle 1900 WAIT 1910UNTIL T%<4 1920PROCresize 1930PROCfactor 1940PROCrecolour 1950MOUSE OFF 1960ENDPROC 1970: 1980DEF PROCcoord 1990COLOUR black% 2000PRINT TAB(0,2)"x= ";X%/xfactor 2010PRINT TAB(0,3)"y= ";Y%/yfactor 2020ENDPROC 2030: 2040DEF PROCrectangle 2050RECTANGLE X1%,Y1%,(X2%-X1%),(Y2%-Y1%) 2060ENDPROC 2070: 2080DEF PROCfactor 2090IF left<>right AND top<>bottom THEN 2100 factor=(((right-left)*(top-bottom))/size)^0.5 2110ELSE 2120 factor=0 2130ENDIF 2140colours%=maxcols%*factor 2150IF fast% THEN colours%=1 2160ENDPROC 2170: 2180DEF PROCsides 2190left=X1%/xfactor 2200right=X2%/xfactor 2210top=Y1%/yfactor 2220bottom=Y2%/yfactor 2230IF left>right THEN temp=left:left=right:right=temp 2240IF bottom>top THEN temp=bottom:bottom=top:top=temp 2250ENDPROC 2260: 2270DEF PROCorigin(s) 2280GCOL 0,black% 2290ss=s/8 2300MOVE 0,s:DRAW 0,0:DRAW s,0 2310MOVE -ss,s-ss:DRAW 0,s:DRAW ss,s-ss 2320MOVE s-ss,-ss:DRAW s,0:DRAW s-ss,ss 2330ENDPROC 2340: 2350DEF PROCpoint(x,y,p) 2360PRINT TAB(0,3+p)"(";STR$(x);",";STR$(y);") " 2370ENDPROC
� Thomasina � � 1994 Mark Ainsworth :� Based on an algorithm by Peter Barnes/Mark Ainsworth (,� which was in turn inspired by the play 2H� �Arcadia� by Tom Stoppard, where a girl called Thomasina discovers <B� �A wonderful new method whereby all the forms of nature must FA� give up their secrets and draw themselves in number alone.� P: Z� � �:� " at line ";�:� d �init n� x � � � black% � �0,0)"a= ";a � �0,1)"b= ";b � � info% � �origin(48) � �plot � �origin (48/factor) � �zoom �� � �: �� �init �� 12 �width%=1280 �height%=1024 maxcols%=15 screen%=1 left=-6.5 " right=7.5 , top=9 6 bottom=-3 @"size=(right-left)*(top-bottom) Jnull=�(-�) T)atop=1.3 : abot=-1 : arange=atop-abot ^(btop=2.5 : bbot=0 : brange=btop-bbot h-�"THOMASINA � The Barnes-Ainsworth Curve" r$�"Program � 1994 Mark Ainsworth" |)�'"Use + and - to alter grey shades." �6�"Press Select to zoom, and then drag a zoom box." �*�''"Press RETURN for random values..." �� �1,8)"a = "a$ � � a$="" � � a=arange*�(1)+abot �� � a=�(a$) �� �� �5,8)a �� �1,9)"b = "b$ � � b$="" � � b=brange*�(1)+bbot �� b=�(b$) � � �5,9)b &6�'"Setting? (Fast/Info/Normal : 1st letter) "info$ 0fast%=� :info%=� DȎ info$ � N � "F","f" : fast%=� X � "I","i" : info%=� b� l�factor v �recolour ��resize �� �: �� �recolour �+� colours%>maxcols% � colours%=maxcols% �� colours%=0 � colours%=1 �� col%=0 � colours% �$ grade%=255-col%*(255/colours%) �! � col%,grade%,grade%,grade% � � col% �col%=colours%+1 �ȕ col%<=maxcols% � � col%,0,0,0 col%+=1 � black%=maxcols% � *: 4� �multicolour >starth=30:endh=180 Hhsize=endh-starth Rstarts=0:ends=1 \ssize=1 fstartv=1:endv=0 pvsize=-1 z� col%=0 � colours% �$ h=(col%/colours%)*hsize+starth �$ s=(col%/colours%)*ssize+starts �$ v=(col%/colours%)*vsize+startv �I ș "ColourTrans_ConvertHSVToRGB",h*&10000,s*&10000,v*&FF � r%,g%,b% � � col%,r%,g%,b% � � col% �col%=colours%+1 �ȕ col%<=maxcols% � � col%,0,0,0 � col%+=1 �� �black%=maxcols% �� : � �resize xfactor=width%/(right-left) $ yfactor=height%/(top-bottom) .#midx%=-left*width%/(right-left) 8&midy%=-bottom*height%/(top-bottom) B�29,midx%;midy%; L� V: `� �plot jx=0 ty=0 ~xn=0 �yn=0 �count%=0 ��=0 �%� fast% � �monoplot � �colourplot �1� �40,0)"Speed=";�(count%*100/�);"points/sec" �(� �40,1)�(count%);" points plotted." �� �: �� �monoplot �� � x=�(�(x*x-2*x+a))-y � y=�(�(y*y-2*y-b))+x � 0,black% Ȓ xfactor*x, yfactor*y count%+=1 ȗ X%,Y%,T% ( � T%>0 2� <: F� �colourplot P� Z x=�(�(x*x-2*x+a))-y d y=�(�(y*y-2*y-b))+x n � IF info% THEN PROCinfo xQ � �(-42) � colours%<2*maxcols% � colours%=colours%*2:�recolour:� � � �(-42) �H � �(-58) � colours%>1 � colours%=colours%/2:�recolour:� � � �(-58) �! col%=�xfactor*x, yfactor*y) � � col%<maxcols% � col%+=1 � � 0,col% � Ȓ xfactor*x, yfactor*y � count%+=1 � ȗ X%,Y%,T% � � T%>0 �� �: �� �info � xp=xn � yp=yn � 3,colours% xn=x*xfactor yn=y*yfactor "� xp,yp:� xn,yn ,�point(x,y,count% � 4) 6Ȗ @� xp,yp:� xn,yn J� T: ^� �zoom hȗ � r�:ȗ X%,Y%,T%:� T%<>4 |� 3,colours% �� � ȗ X%,Y%,T% � G$=�(0) � � G$<>"" � �D � G$="-" � colours%<2*maxcols% � colours%=colours%*2:�recolour �; � G$="+" � colours%>1 � colours%=colours%/2:�recolour �K � G$="s" � G$="S" � �("Screensave Thomasina"+�(screen%)):screen%+=1 � � � �coord � � T%=4 � X1%=X% � Y1%=Y% �X2%=X1% Y2%=Y1% �rectangle � & �rectangle 0 ȗ X%,Y%,T% : X2%=X% D Y2%=Y% N �coord X �sides b �rectangle l Ȗ v � T%<4 ��resize ��factor � �recolour �ȗ � �� �: �� �coord �� black% �� �0,2)"x= ";X%/xfactor �� �0,3)"y= ";Y%/yfactor �� �: �� �rectangle "ȓ X1%,Y1%,(X2%-X1%),(Y2%-Y1%) � : � �factor *!� left<>right � top<>bottom � 43 factor=(((right-left)*(top-bottom))/size)^0.5 >� H factor=0 R� \colours%=maxcols%*factor f� fast% � colours%=1 p� z: �� �sides �left=X1%/xfactor �right=X2%/xfactor �top=Y1%/yfactor �bottom=Y2%/yfactor �2� left>right � temp=left:left=right:right=temp �2� bottom>top � temp=bottom:bottom=top:top=temp �� �: �� �origin(s) �� 0,black% � ss=s/8 �� 0,s:� 0,0:� s,0 � -ss,s-ss:� 0,s:� ss,s-ss � s-ss,-ss:� s,0:� s-ss,ss � $: .� �point(x,y,p) 8(� �0,3+p)"(";�(x);",";�(y);") " B� �
00000000 0d 00 0a 0f f4 20 54 68 6f 6d 61 73 69 6e 61 0d |..... Thomasina.| 00000010 00 14 1b f4 20 a9 20 31 39 39 34 20 4d 61 72 6b |.... . 1994 Mark| 00000020 20 41 69 6e 73 77 6f 72 74 68 0d 00 1e 3a f4 20 | Ainsworth...:. | 00000030 42 61 73 65 64 20 6f 6e 20 61 6e 20 61 6c 67 6f |Based on an algo| 00000040 72 69 74 68 6d 20 62 79 20 50 65 74 65 72 20 42 |rithm by Peter B| 00000050 61 72 6e 65 73 2f 4d 61 72 6b 20 41 69 6e 73 77 |arnes/Mark Ainsw| 00000060 6f 72 74 68 0d 00 28 2c f4 20 77 68 69 63 68 20 |orth..(,. which | 00000070 77 61 73 20 69 6e 20 74 75 72 6e 20 69 6e 73 70 |was in turn insp| 00000080 69 72 65 64 20 62 79 20 74 68 65 20 70 6c 61 79 |ired by the play| 00000090 0d 00 32 48 f4 20 90 41 72 63 61 64 69 61 91 20 |..2H. .Arcadia. | 000000a0 62 79 20 54 6f 6d 20 53 74 6f 70 70 61 72 64 2c |by Tom Stoppard,| 000000b0 20 77 68 65 72 65 20 61 20 67 69 72 6c 20 63 61 | where a girl ca| 000000c0 6c 6c 65 64 20 54 68 6f 6d 61 73 69 6e 61 20 64 |lled Thomasina d| 000000d0 69 73 63 6f 76 65 72 73 0d 00 3c 42 f4 20 94 41 |iscovers..<B. .A| 000000e0 20 77 6f 6e 64 65 72 66 75 6c 20 6e 65 77 20 6d | wonderful new m| 000000f0 65 74 68 6f 64 20 77 68 65 72 65 62 79 20 61 6c |ethod whereby al| 00000100 6c 20 74 68 65 20 66 6f 72 6d 73 20 6f 66 20 6e |l the forms of n| 00000110 61 74 75 72 65 20 6d 75 73 74 0d 00 46 41 f4 20 |ature must..FA. | 00000120 67 69 76 65 20 75 70 20 74 68 65 69 72 20 73 65 |give up their se| 00000130 63 72 65 74 73 20 61 6e 64 20 64 72 61 77 20 74 |crets and draw t| 00000140 68 65 6d 73 65 6c 76 65 73 20 69 6e 20 6e 75 6d |hemselves in num| 00000150 62 65 72 20 61 6c 6f 6e 65 2e 95 0d 00 50 05 3a |ber alone....P.:| 00000160 0d 00 5a 1b ee 20 85 20 f6 3a f1 20 22 20 61 74 |..Z.. . .:. " at| 00000170 20 6c 69 6e 65 20 22 3b 9e 3a e0 0d 00 64 09 f2 | line ";.:...d..| 00000180 69 6e 69 74 0d 00 6e 05 f5 0d 00 78 07 20 20 db |init..n....x. .| 00000190 0d 00 82 0e 20 20 fb 20 62 6c 61 63 6b 25 0d 00 |.... . black%..| 000001a0 8c 13 20 20 f1 8a 30 2c 30 29 22 61 3d 20 22 3b |.. ..0,0)"a= ";| 000001b0 61 0d 00 96 13 20 20 f1 8a 30 2c 31 29 22 62 3d |a.... ..0,1)"b=| 000001c0 20 22 3b 62 0d 00 a0 1b 20 20 e7 20 69 6e 66 6f | ";b.... . info| 000001d0 25 20 8c 20 f2 6f 72 69 67 69 6e 28 34 38 29 0d |% . .origin(48).| 000001e0 00 aa 0b 20 20 f2 70 6c 6f 74 0d 00 b4 19 20 20 |... .plot.... | 000001f0 f2 6f 72 69 67 69 6e 20 28 34 38 2f 66 61 63 74 |.origin (48/fact| 00000200 6f 72 29 0d 00 be 0b 20 20 f2 7a 6f 6f 6d 0d 00 |or).... .zoom..| 00000210 c8 07 fd 20 a3 0d 00 d2 05 3a 0d 00 dc 0b dd 20 |... .....:..... | 00000220 f2 69 6e 69 74 0d 00 e6 08 eb 20 31 32 0d 00 f0 |.init..... 12...| 00000230 0f 77 69 64 74 68 25 3d 31 32 38 30 0d 00 fa 10 |.width%=1280....| 00000240 68 65 69 67 68 74 25 3d 31 30 32 34 0d 01 04 0f |height%=1024....| 00000250 6d 61 78 63 6f 6c 73 25 3d 31 35 0d 01 0e 0d 73 |maxcols%=15....s| 00000260 63 72 65 65 6e 25 3d 31 0d 01 18 0d 6c 65 66 74 |creen%=1....left| 00000270 3d 2d 36 2e 35 0d 01 22 0d 72 69 67 68 74 3d 37 |=-6.5..".right=7| 00000280 2e 35 0d 01 2c 09 74 6f 70 3d 39 0d 01 36 0d 62 |.5..,.top=9..6.b| 00000290 6f 74 74 6f 6d 3d 2d 33 0d 01 40 22 73 69 7a 65 |ottom=-3..@"size| 000002a0 3d 28 72 69 67 68 74 2d 6c 65 66 74 29 2a 28 74 |=(right-left)*(t| 000002b0 6f 70 2d 62 6f 74 74 6f 6d 29 0d 01 4a 0e 6e 75 |op-bottom)..J.nu| 000002c0 6c 6c 3d b3 28 2d 91 29 0d 01 54 29 61 74 6f 70 |ll=.(-.)..T)atop| 000002d0 3d 31 2e 33 20 3a 20 61 62 6f 74 3d 2d 31 20 3a |=1.3 : abot=-1 :| 000002e0 20 61 72 61 6e 67 65 3d 61 74 6f 70 2d 61 62 6f | arange=atop-abo| 000002f0 74 0d 01 5e 28 62 74 6f 70 3d 32 2e 35 20 3a 20 |t..^(btop=2.5 : | 00000300 62 62 6f 74 3d 30 20 3a 20 62 72 61 6e 67 65 3d |bbot=0 : brange=| 00000310 62 74 6f 70 2d 62 62 6f 74 0d 01 68 2d f1 22 54 |btop-bbot..h-."T| 00000320 48 4f 4d 41 53 49 4e 41 20 97 20 54 68 65 20 42 |HOMASINA . The B| 00000330 61 72 6e 65 73 2d 41 69 6e 73 77 6f 72 74 68 20 |arnes-Ainsworth | 00000340 43 75 72 76 65 22 0d 01 72 24 f1 22 50 72 6f 67 |Curve"..r$."Prog| 00000350 72 61 6d 20 a9 20 31 39 39 34 20 4d 61 72 6b 20 |ram . 1994 Mark | 00000360 41 69 6e 73 77 6f 72 74 68 22 0d 01 7c 29 f1 27 |Ainsworth"..|).'| 00000370 22 55 73 65 20 2b 20 61 6e 64 20 2d 20 74 6f 20 |"Use + and - to | 00000380 61 6c 74 65 72 20 67 72 65 79 20 73 68 61 64 65 |alter grey shade| 00000390 73 2e 22 0d 01 86 36 f1 22 50 72 65 73 73 20 53 |s."...6."Press S| 000003a0 65 6c 65 63 74 20 74 6f 20 7a 6f 6f 6d 2c 20 61 |elect to zoom, a| 000003b0 6e 64 20 74 68 65 6e 20 64 72 61 67 20 61 20 7a |nd then drag a z| 000003c0 6f 6f 6d 20 62 6f 78 2e 22 0d 01 90 2a f1 27 27 |oom box."...*.''| 000003d0 22 50 72 65 73 73 20 52 45 54 55 52 4e 20 66 6f |"Press RETURN fo| 000003e0 72 20 72 61 6e 64 6f 6d 20 76 61 6c 75 65 73 2e |r random values.| 000003f0 2e 2e 22 0d 01 9a 13 e8 20 8a 31 2c 38 29 22 61 |.."..... .1,8)"a| 00000400 20 3d 20 22 61 24 0d 01 a4 0d e7 20 61 24 3d 22 | = "a$..... a$="| 00000410 22 20 8c 0d 01 ae 18 20 20 61 3d 61 72 61 6e 67 |" ..... a=arang| 00000420 65 2a b3 28 31 29 2b 61 62 6f 74 0d 01 b8 05 cc |e*.(1)+abot.....| 00000430 0d 01 c2 0d 20 20 61 3d bb 28 61 24 29 0d 01 cc |.... a=.(a$)...| 00000440 05 cd 0d 01 d6 0c f1 20 8a 35 2c 38 29 61 0d 01 |....... .5,8)a..| 00000450 e0 13 e8 20 8a 31 2c 39 29 22 62 20 3d 20 22 62 |... .1,9)"b = "b| 00000460 24 0d 01 ea 0d e7 20 62 24 3d 22 22 20 8c 0d 01 |$..... b$="" ...| 00000470 f4 18 20 20 62 3d 62 72 61 6e 67 65 2a b3 28 31 |.. b=brange*.(1| 00000480 29 2b 62 62 6f 74 0d 01 fe 05 cc 0d 02 08 0d 20 |)+bbot......... | 00000490 20 62 3d bb 28 62 24 29 0d 02 12 05 cd 0d 02 1c | b=.(b$)........| 000004a0 0c f1 20 8a 35 2c 39 29 62 0d 02 26 36 e8 27 22 |.. .5,9)b..&6.'"| 000004b0 53 65 74 74 69 6e 67 3f 20 28 46 61 73 74 2f 49 |Setting? (Fast/I| 000004c0 6e 66 6f 2f 4e 6f 72 6d 61 6c 20 3a 20 31 73 74 |nfo/Normal : 1st| 000004d0 20 6c 65 74 74 65 72 29 20 22 69 6e 66 6f 24 0d | letter) "info$.| 000004e0 02 30 0b 66 61 73 74 25 3d a3 0d 02 3a 0b 69 6e |.0.fast%=...:.in| 000004f0 66 6f 25 3d a3 0d 02 44 0e c8 8e 20 69 6e 66 6f |fo%=...D... info| 00000500 24 20 ca 0d 02 4e 19 20 20 c9 20 22 46 22 2c 22 |$ ...N. . "F","| 00000510 66 22 20 3a 20 66 61 73 74 25 3d b9 0d 02 58 19 |f" : fast%=...X.| 00000520 20 20 c9 20 22 49 22 2c 22 69 22 20 3a 20 69 6e | . 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