Micro Maths (UK) (Face A) (1985) (1. Micro Maths 1) [Original] [TAPE] [COMPILATION] [EDUCATIF].cdt
HexaDumpAscii only
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000CF0:  4D 53 54 52 41 44 2C 43 6F 70 79 72 69 67 68 74    MSTRAD,Copyright
000D00:  20 47 2E 4C 75 64 69 6E 73 6B 69 20 31 39 38 31     G.Ludinski 1981
000D10:  2C 61 64 61 70 74 65 64 20 66 6F 72 20 41 6D 73    ,adapted for Ams
000D20:  74 72 61 64 20 31 39 38 35 00 0A 00 29 00 AD 20    trad 1985...).. 
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000DC0:  CC 00 33 00 03 00 00 F3 EF 22 20 20 20 20 20 20    ..3......"      
000DD0:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
000DE0:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
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000F80:  0F 01 BF 20 03 00 00 F3 F4 22 20 20 50 65 72 63    ... ....."  Perc
000F90:  65 6E 74 61 67 65 73 20 28 4D 69 63 72 6F 20 4D    entages (Micro M
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002EB0:  70 01 FF 56 0F 00 00 00 00 00 00 00 00 00 00 00    p..V............
002EC0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
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003040:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
003050:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
003060:  20 20 20 20 20 20 20 22 01 B2 20 9C 20 A0 20 1E           ".. . . .
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003190:  A4 29 F4 22 20 4C 43 4C 20 31 39 38 31 20 20 20    .)." LCL 1981   
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004D10:  73 2E 20 22 F4 03 00 00 D3 2C 19 28 29 01 BB 20    s. ".....,.().. 
004D20:  0F 01 A9 20 0D 00 00 78 F0 2C 0D 00 00 79 F0 00    ... ...x.,...y..
004D30:  17 00 87 01 A1 20 03 00 00 69 B1 EF 22 22 20 EB    ..... ...i.."" .
004D40:  20 A0 20 1E 73 01 00 51 00 91 01 A1 20 03 00 00     . .s..Q.... ...
004D50:  69 B1 EF FF 03 28 19 7F 29 20 FA 20 FF 78 28 23    i....(..) . .x(#
004D60:  0E 29 20 EE 20 10 20 EB 20 BF 20 FF 03 28 16 29    .) . . . . ..(.)
004D70:  3B FF 03 28 19 10 29 3B 01 03 00 00 E9 85 56 EF    ;..(..);......V.
004D80:  FF 75 28 03 00 00 E9 2C FF 0E 28 03 00 00 E9 29    .u(....,..(....)
004D90:  F5 0F 29 01 A0 20 1E 73 01 00 30 00 9B 01 A1 20    ..).. .s..0.... 
004DA0:  03 00 00 69 B1 EF FF 03 28 19 0D 29 20 FC 20 FF    ...i....(..) . .
004DB0:  0E 28 03 00 00 E9 29 20 EE 19 25 20 EB 20 BF 01    .(....) ..% . ..
004DC0:  BF 01 BF 01 A0 20 1E AF 01 00 22 00 A5 01 BF 03    ..... ....".....
004DD0:  00 00 69 B1 3B 01 03 00 00 E9 EF 03 00 00 E9 F4    ..i.;...........
004DE0:  03 00 00 69 B1 01 A0 20 1E 73 01 00 06 00 AF 01    ...i... .s......
004DF0:  C9 00 41 00 B9 01 03 00 00 EC EF 22 22 01 03 00    ..A........""...
004E00:  00 ED EF 22 22 01 03 00 00 EE EF 22 22 01 03 00    ...""......""...
004E10:  00 EF 28 0F 29 EF 22 22 01 03 00 00 EF 28 0E 29    ..(.)."".....(.)
004E20:  EF 22 22 01 0D 00 00 E2 EF 19 28 01 0D 00 00 F8    ."".......(.....
004E30:  EF 0E 00 35 00 C3 01 0B 00 00 F7 EF F5 0B 00 00    ...5............
004E40:  F7 01 03 00 00 FA EF 22 54 68 65 20 64 65 63 69    ......."The deci
004E50:  6D 61 6C 20 65 71 75 69 76 61 6C 65 6E 74 20 6F    mal equivalent o
004E60:  66 20 74 68 65 20 22 00 15 00 CD 01 A1 20 0B 00    f the "...... ..
004E70:  00 F7 EF 0F 20 EB 20 A0 20 1E A9 02 00 42 00 EC    .... . . ....B..
004E80:  C7 D7 01 0D 00 00 6C B1 EF 10 01 9F 20 1E F9 02    ......l..... ...
004E90:  01 0D 00 00 65 B3 EF 0D 00 00 65 EC 01 9F 20 1E    ....e.....e... .
004EA0:  F9 02 01 0D 00 00 65 B2 EF 0D 00 00 65 EC 01 9F    ......e.....e...
004EB0:  20 1E F9 02 01 0D 00 00 65 B1 EF 0D 00 00 65 EC     .......e.....e.
004EC0:  00 1C 00 E1 01 9F 20 1E F9 02 01 0D 00 00 65 B0    ...... .......e.
004ED0:  EF 0D 00 00 65 EC 01 9F 20 1E 03 03 00 54 00 EB    ....e... ....T..
004EE0:  01 0D 00 00 E6 EF 0D 00 00 65 B0 F4 28 0D 00 00    .........e..(...
004EF0:  65 B1 F6 10 29 F4 28 0D 00 00 65 B2 F6 12 29 F4    e...).(...e...).
004F00:  28 0D 00 00 65 B3 F6 16 29 01 03 00 00 E6 EF FF    (...e...).......
004F10:  19 28 0D 00 00 E6 29 01 03 00 00 E6 EF FF 79 28    .(....).......y(
004F20:  03 00 00 E6 2C FF 0E 28 03 00 00 E6 29 F5 0F 29    ....,..(....)..)
004F30:  00 40 00 F5 01 03 00 00 F1 EF 22 54 68 65 20 62    .@........"The b
004F40:  69 6E 61 72 79 20 65 71 75 69 76 61 6C 65 6E 74    inary equivalent
004F50:  20 6F 66 20 74 68 65 20 64 65 63 69 6D 61 6C 20     of the decimal 
004F60:  20 20 20 6E 75 6D 62 65 72 20 22 F4 03 00 00 E6       number ".....
004F70:  00 73 00 FF 01 03 00 00 E8 EF 22 72 65 70 65 61    .s........"repea
004F80:  74 41 81 65 64 6C 79 20 64 69 76 69 64 65 20 62    tA.edly divide b
004F90:  79 20 32 20 61 6E 64 20 74 68 65 20 62 69 6E 61    y 2 and the bina
004FA0:  72 79 6E 75 6D 62 65 72 20 69 73 20 6D 61 64 65    rynumber is made
004FB0:  20 75 70 20 6F 66 20 74 68 65 20 66 69 6E 61 6C     up of the final
004FC0:  20 72 65 73 75 6C 74 20 20 20 66 6F 6C 6C 6F 77     result   follow
004FD0:  65 64 20 62 79 20 74 68 65 20 72 65 6D 61 69 6E    ed by the remain
004FE0:  64 65 72 73 22 00 1C 00 09 02 0D 00 00 E1 EF FF    ders"...........
004FF0:  1D 28 03 00 00 E5 29 01 03 00 00 E1 EF 03 00 00    .(....).........
005000:  E5 00 41 00 13 02 03 00 00 EC EF 03 00 00 E1 F4    ..A.............
005010:  22 20 61 73 20 22 F4 03 00 00 E6 F4 22 20 2F 20    " as "......" / 
005020:  32 20 3D 22 F4 FF 19 28 FF 0C 28 0D 00 00 E6 F7    2 ="...(..(.....
005030:  10 29 29 F4 22 20 52 22 F4 FF 19 28 0D 00 00 65    .))." R"...(...e
005040:  B0 29 00 49 00 1D 02 03 00 00 ED EF 22 20 20 20    .).I........"   
005050:  20 20 20 20 22 F4 FF 19 28 FF 0C 28 0D 00 00 E6        "...(..(....
005060:  F7 10 29 29 F4 22 20 2F 20 32 20 3D 22 F4 FF 19    ..))." / 2 ="...
005070:  28 FF 0C 28 0D 00 00 E6 F7 12 29 29 F4 22 20 52    (..(......))." R
005080:  22 F4 FF C7 0E 19 28 0D 00 00 65 B1 29 00 AA 00    ".....(...e.)...
005090:  27 02 03 00 00 EE EF 22 20 20 20 20 20 20 20 22    '......"       "
0050A0:  F4 FF 19 28 FF 0C 28 0D 00 00 E6 F7 12 29 29 F4    ...(..(......)).
0050B0:  22 20 2F 20 32 20 3D 22 F4 FF 19 28 0D 00 00 65    " / 2 ="...(...e
0050C0:  B3 29 F4 22 20 52 22 F4 FF 19 28 0D 00 00 65 B2    .)." R"...(...e.
0050D0:  29 01 03 00 00 EF 28 0F 29 EF FF 03 28 19 0F 29    ).....(.)...(..)
0050E0:  F4 22 33 22 F4 22 20 20 20 20 44 45 43 49 4D 41    ."3"."    DECIMA
0050F0:  4C 20 20 20 20 20 20 20 20 20 20 20 20 42 49 4E    L            BIN
005100:  41 52 59 20 20 20 20 20 20 20 20 20 20 20 20 20    ARY             
005110:  54 65 6E 73 20 20 20 4F 6E 65 73 3D 20 45 69 67    Tens   Ones= Eig
005120:  68 74 73 20 20 20 20 20 46 6F 75 72 73 20 20 54    hts     Fours  T
005130:  77 6F 73 20 31 73 22 00 16 00 31 02 9E 20 0D 00    wos 1s"...1.. ..
005140:  00 E9 EF 17 20 EC 20 10 20 E6 20 F5 0F 00 6B 00    .... . . . ...k.
005150:  3B 02 A1 20 0D 00 00 E6 F5 19 0A F6 FF 0C 28 0D    ;.. ..........(.
005160:  00 00 E6 F7 19 0A 29 20 F0 20 0D 00 00 E9 20 EB    ......) . .... .
005170:  20 03 00 00 EF 28 FF 0C 28 0D 00 00 E9 F7 14 29     ....(..(......)
005180:  29 EF 03 00 00 2E 41 EF 28 FF 0C 28 0D 00 00 E9    ).....A.(..(....
005190:  F7 14 29 29 F4 FF 16 28 19 0B 29 F4 FF 03 28 19    ..))...(..)...(.
0051A0:  0F 29 F4 22 31 22 F4 FF 03 28 19 E9 29 F4 FF 16    .)."1"...(..)...
0051B0:  28 19 1C 29 01 A0 20 1E 4F 02 00 2B 00 45 02 03    (..).. .O..+.E..
0051C0:  00 00 EF 28 FF 0C 28 0D 00 00 E9 F7 14 29 29 EF    ...(..(......)).
0051D0:  03 00 00 EF 28 FF 0C 28 0D 00 00 E9 F7 14 29 29    ....(..(......))
0051E0:  F4 03 00 00 F3 00 06 00 4F 02 B0 00 85 00 59 02    ........O.....Y.
0051F0:  0D 00 00 6E F3 28 0F 29 EF FF 0C 28 0D 00 00 E6    ...n.(.)...(....
005200:  F7 19 0A 29 01 0D 00 00 6E F3 28 10 29 EF FF 14    ...)....n.(.)...
005210:  28 0D 00 00 E6 F5 19 0A F6 FF 0C 28 0D 00 00 E6    (..........(....
005220:  F7 19 0A 29 29 01 0D 00 00 6E F3 28 11 29 EF 0D    ...))....n.(.)..
005230:  00 00 65 B3 01 0D 00 00 6E F3 28 12 29 EF 0D 00    ..e.....n.(.)...
005240:  00 65 B2 01 0D 00 00 6E F3 28 13 29 EF 0D 00 00    .e.....n.(.)....
005250:  65 B1 01 0D 00 00 6E F3 28 14 29 EF 0D 00 00 65    e.....n.(.)....e
005260:  B1 01 0D 00 00 6E F3 28 14 29 EF 0D 00 00 65 B0    .....n.(.)....e.
005270:  00 11 00 63 02 9E 20 0D 00 00 E9 EF 0F 20 EC 20    ...c.. ...... . 
005280:  14 00 32 00 6D 02 A1 DA 67 20 0D 00 00 6E F3 28    ..2.m...g ...n.(
005290:  0D 00 00 E9 29 EF 0F 20 EB 20 03 00 00 EF 28 0E    ....).. . ....(.
0052A0:  29 EF 03 00 00 EF 28 0E 29 F4 03 00 00 6E F3 28    ).....(.)....n.(
0052B0:  0D 00 00 E9 29 00 32 00 81 02 A1 20 0D 00 00 6E    ....).2.... ...n
0052C0:  F3 28 0D 00 00 E9 29 F2 0F 20 EB 20 03 00 00 EF    .(....).. . ....
0052D0:  28 0E 29 EF 03 00 00 EF 28 0E 29 F4 03 00 00 6F    (.).....(.)....o
0052E0:  F3 28 0D 00 00 E9 29 00 06 00 8B 02 B0 00 1D 00    .(....).........
0052F0:  95 02 A1 20 FF 0C 28 0D 00 00 E6 F7 16 29 EF 0E    ... ..(......)..
005300:  20 EB 20 03 00 00 EE EF 22 22 00 1D 00 9F 02 A1     . .....""......
005310:  20 FF 0C 28 0D 00 00 E6 F7 12 29 EF 0E 20 EB 20     ..(......).. . 
005320:  03 00 00 ED EF 22 22 00 16 00 A9 02 A1 20 0B 00    .....""...... ..
005330:  00 F7 EF F5 0F 20 EB 20 A0 20 1E 0D 03 00 42 00    ..... . . ....B.
005340:  B3 02 0D 00 00 6C B1 EF 16 01 9F 20 1E F9 02 01    .....l..... ....
005350:  0D 00 00 65 B3 EF 0D 00 00 65 EC 01 9F 20 1E F9    ...e.....e... ..
005360:  02 01 0D 00 00 65 B2 EF 0D 00 00 65 EC 01 9F 20    .....e.....e... 
005370:  1E F9 02 01 0D 00 00 65 B1 EF 0D 00 00 65 EC 00    .......e.....e..
005380:  1C 00 BD 02 9F 20 1E F9 02 6B 92 FF FF FF FF 11    ..... ...k......
005390:  B9 09 21 05 7C 04 1D 05 80 09 00 10 08 12 00 07    ..!.|...........
0053A0:  01 00 2C 4C 43 4C 31 32 30 44 00 00 00 00 00 00    ..,LCL120D......
0053B0:  00 00 00 03 FF 00 DF 01 70 11 00 DF 11 00 00 00    ........p.......
0053C0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0053D0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0053E0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0053F0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005400:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005410:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005420:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005430:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005440:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005450:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005460:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005470:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005480:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005490:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0054A0:  00 00 00 8F 5C FF FF FF FF 11 BD 09 21 05 7C 04    ....\.......!.|.
0054B0:  4C 05 57 09 00 10 08 DB 25 09 02 00 16 01 0D 00    L.W.....%.......
0054C0:  00 65 B0 EF 0D 00 00 65 EC 01 9F 20 1E 03 03 00    .e.....e... ....
0054D0:  27 00 C7 02 03 00 00 F1 EF 03 00 00 FA F4 22 6F    '............."o
0054E0:  63 74 61 6C 20 20 20 20 20 6E 75 6D 62 65 72 20    ctal     number 
0054F0:  22 F4 03 00 00 E5 00 58 00 D1 02 03 00 00 E8 EF    "......X........
005500:  22 74 68 65 20 6F 63 74 61 6C 20 6E 75 6D 62 65    "the octal numbe
005510:  72 20 41 42 43 44 20 3D 20 28 44 20 78 20 31 29    r ABCD = (D x 1)
005520:  20 2B 20 20 20 20 28 43 20 78 20 38 29 20 2B 20     +    (C x 8) + 
005530:  28 42 20 78 20 38 20 78 20 38 29 20 2B 20 28 41    (B x 8 x 8) + (A
005540:  20 78 20 38 20 78 20 38 20 78 20 38 29 22 00 57     x 8 x 8 x 8)".W
005550:  00 DB 02 0D 00 00 E1 EF 0D 00 00 65 B0 F4 28 0D    ...........e..(.
005560:  00 00 65 B1 F6 16 29 F4 28 0D 00 00 65 B2 F6 19    ..e...).(...e...
005570:  40 29 F4 28 0D 00 00 65 B3 F6 1A 00 02 29 01 03    @).(...e.....)..
005580:  00 00 E1 EF FF 19 28 0D 00 00 E1 29 01 03 00 00    ......(....)....
005590:  E1 EF FF 79 28 03 00 00 E1 2C FF 0E 28 03 00 00    ...y(....,..(...
0055A0:  E1 29 F5 0F 29 00 74 00 E5 02 03 00 00 EC EF 03    .)..).t.........
0055B0:  00 00 E1 F4 22 20 61 73 22 01 03 00 00 90 9E ED    ...." as".......
0055C0:  EF 22 28 22 F4 FF 19 28 0D 00 00 65 B0 29 F4 22    ."("...(...e.)."
0055D0:  20 78 20 31 29 20 2B 20 28 22 F4 FF 19 28 0D 00     x 1) + ("...(..
0055E0:  00 65 B1 29 F4 22 20 78 20 38 29 20 2B 20 28 22    .e.)." x 8) + ("
0055F0:  F4 FF 19 28 0D 00 00 65 B2 29 F4 22 20 78 20 36    ...(...e.)." x 6
005600:  34 29 20 2B 20 28 22 F4 FF 19 28 0D 00 00 65 B3    4) + ("...(...e.
005610:  29 F4 22 20 78 20 35 31 32 29 22 00 13 00 EF 02    )." x 512)".....
005620:  03 00 00 EE EF 22 3D 20 22 F4 03 00 00 E1 00 1C    ....."= ".......
005630:  00 F9 02 0D 00 00 65 EC EF FF 0C 28 FF 45 28 0F    ......e....(.E(.
005640:  29 F6 0D 00 00 6C B1 29 01 C9 00 4B 00 03 03 03    )....l.)...K....
005650:  00 00 E5 EF FF 79 28 FF 19 28 0D 00 00 65 B3 29    .....y(..(...e.)
005660:  2C 0F 29 F4 FF 79 28 FF 19 28 0D 00 00 65 B2 29    ,.)..y(..(...e.)
005670:  2C 0F 29 F4 FF 79 28 FF 19 28 0D 00 00 65 B1 29    ,.)..y(..(...e.)
005680:  2C 0F 29 F4 FF 79 28 FF 19 28 0D 00 00 65 B0 29    ,.)..y(..(...e.)
005690:  2C 0F 29 01 C9 00 06 00 0D 03 C9 00 00 00 00 00    ,.).............
0056A0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0056B0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 46    ...............F
0056C0:  F4 FF FF FF FF 11 B9 09 EA 04 B3 04 16 05 75 09    ..............u.
0056D0:  00 10 08 12 00 07 01 00 2C 4C 43 4C 31 36 30 43    ........,LCL160C
0056E0:  00 00 00 00 00 00 00 00 00 01 00 00 00 08 70 01    ..............p.
0056F0:  FF AD 15 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005700:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005710:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005720:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005730:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005740:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005750:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005760:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005770:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005780:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
005790:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0057A0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0057B0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0057C0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
0057D0:  00 00 00 00 00 00 00 00 00 45 8B FF FF FF FF 11    .........E......
0057E0:  B1 09 EA 04 B3 04 4C 05 49 09 00 10 08 B3 0A 15    ......L.I.......
0057F0:  08 00 16 1B 00 01 00 A1 20 0D 00 00 74 E5 EF 0E    ........ ...t...
005800:  20 EB 20 A0 20 1E 03 00 20 01 97 20 CE 00 06 00     . . ... .. ....
005810:  02 00 C9 00 4A 00 03 00 C5 20 4C 43 4C 31 36 30    ....J.... LCL160
005820:  43 20 20 41 4D 53 54 52 41 44 2C 43 6F 70 79 72    C  AMSTRAD,Copyr
005830:  69 67 68 74 20 47 2E 4C 75 64 69 6E 73 6B 69 20    ight G.Ludinski 
005840:  31 39 38 31 2C 61 64 61 70 74 65 64 20 66 6F 72    1981,adapted for
005850:  20 41 6D 73 74 72 61 64 20 31 39 38 35 00 14 00     Amstrad 1985...
005860:  04 00 AD 20 0F 01 91 01 B2 20 9C 20 A0 20 1E 23    ... ..... . . .#
005870:  00 00 41 00 05 00 03 00 00 F3 EF 22 20 20 20 20    ..A........"    
005880:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
005890:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
0058A0:  20 20 20 20 22 01 03 00 00 E7 EF 22 9A 9A 9A 9A        "......"....
0058B0:  9A 22 00 23 00 06 00 8D 20 E4 0D 00 00 F2 28 0D    .".#.... .....(.
0058C0:  00 00 E9 29 EF FF 0C 28 0D 00 00 E9 F6 FF 45 28    ...)...(......E(
0058D0:  0F 29 F4 0F 29 00 28 00 07 00 8D 20 E4 0D 00 00    .)..).(.... ....
0058E0:  F3 28 0D 00 00 E9 29 EF FF 0E 28 FF 19 28 0D 00    .(....)...(..(..
0058F0:  00 E9 29 B5 6E 29 F4 28 0D 00 00 E9 F0 0E 29 00    ..).n).(......).
005900:  34 00 08 00 82 20 0E 01 A2 20 0E 2C 0E 01 A2 20    4.... ... .,... 
005910:  0F 2C 19 0B 01 A2 20 10 2C 14 01 A2 20 11 2C 19    .,.... .,... .,.
005920:  18 01 BA 20 0E 01 BB 20 0F 01 8A 01 BB 20 10 01    ... ... ..... ..
005930:  BA 20 11 00 6B 00 09 00 03 00 00 62 F8 EF FF 03    . ..k......b....
005940:  28 19 87 29 F4 FF 7B 28 19 26 2C FF 03 28 19 83    (..)..{(.&,..(..
005950:  29 29 F4 FF 03 28 19 8B 29 F4 FF 03 28 19 85 29    ))...(..)...(..)
005960:  F4 FF 16 28 19 26 29 F4 FF 03 28 19 8A 29 F4 FF    ...(.&)...(..)..
005970:  03 28 19 8D 29 F4 FF 7B 28 19 26 2C FF 03 28 19    .(..)..{(.&,..(.
005980:  8C 29 29 F4 FF 03 28 19 8E 29 F4 FF 03 28 19 0B    .))...(..)...(..
005990:  29 F4 FF 03 28 19 0B 29 F4 FF 03 28 17 29 00 4A    )...(..)...(.).J
0059A0:  00 0A 00 A9 20 11 2C 0F 01 BF 20 03 00 00 F3 F4    .... .,... .....
0059B0:  22 20 42 61 73 65 73 20 28 2B 2C 2D 2C 78 29 20    " Bases (+,-,x) 
0059C0:  28 4D 69 63 72 6F 20 4D 61 74 68 73 29 20 22 F4    (Micro Maths) ".
0059D0:  FF 03 28 19 A4 29 F4 22 20 4C 43 4C 20 31 39 38    ..(..)." LCL 198
0059E0:  31 20 22 F4 03 00 00 F3 00 0C 00 0B 00 BA 20 0E    1 "........... .
0059F0:  01 BB 20 0F 00 CF 08 37 00 0C 00 BF 01 BF 01 A4    .. ....7........
005A00:  20 8D 20 19 0A 2C 0E 2C 19 CF 01 A4 20 8D 20 19     . ..,.,.... . .
005A10:  0B 2C 0E 2C 19 DE 01 A4 20 8D 20 12 2C 0E 2C 19    .,.,.... . .,.,.
005A20:  8F 01 A4 20 8D 20 19 14 2C 0E 2C 19 D6 00 71 00    ... . ..,.,...q.
005A30:  0D 00 A3 20 22 48 65 6C 6C 6F 2C 20 77 68 61 74    ..£ "Hello, what
005A40:  20 69 73 20 79 6F 75 72 20 6E 61 6D 65 22 3B 03     is your name";.
005A50:  00 00 4E 41 CD 01 BF 01 BF 20 22 48 65 72 65 20    ..NA..... "Here 
005A60:  61 72 65 20 73 6F 6D 65 20 70 72 6F 62 6C 65 6D    are some problem
005A70:  73 20 22 3B 01 A1 20 FF 1C 28 03 00 00 4E 41 CD    s ";.. ..(...NA.
005A80:  29 20 F2 20 22 4E 4F 20 53 4F 55 4E 44 22 20 EB    ) . "NO SOUND" .
005A90:  20 BF 20 03 00 00 4E 41 CD 20 01 97 20 BF 00 4F     . ...NA. .. ..O
005AA0:  00 0E 00 A4 20 8D 20 19 0F 2C 0E 2C 19 80 01 A4    .... . ..,.,....
005AB0:  20 0E 2C 22 43 41 4C 43 22 F4 FF 03 28 19 0D 29     .,"CALC"...(..)
005AC0:  F4 22 3F 22 01 A4 20 0F 2C FF 03 28 19 0D 29 F4    ."?".. .,..(..).
005AD0:  22 43 4F 4E 54 22 F4 FF 03 28 19 0D 29 01 A4 20    "CONT"...(..).. 
005AE0:  19 0B 2C FF 03 28 19 0D 29 F4 22 3F 22 00 33 00    ..,..(..)."?".3.
005AF0:  0F 00 0D 00 00 74 E5 BE 9B EF 0E 01 0D 00 00 E3    .....t..........
005B00:  EF 0E 01 0D 00 00 6D EB EF 0E 01 0D 00 00 74 E4    ......m.......t.
005B10:  EF FF 0C 28 FF 46 F7 1A 2C 01 29 01 0D 00 00 F7    ...(.F..,.).....
005B20:  EF 0F 00 27 00 10 00 0D 00 00 D4 EF 0F 01 03 00    ...'............
005B30:  00 C9 EF 22 22 01 9F 20 1E 33 00 01 0D 00 00 74    ..."".. .3.....t
005B40:  E5 EF 0D 00 00 74 E5 F4 0F 00 52 00 12 00 BF 01    .....t....R.....
005B50:  BA 20 10 01 BB 20 11 01 BF 20 03 00 00 F3 3B 01    . ... ... ....;.
005B60:  BF 20 FF 75 28 03 00 00 D1 F4 22 20 3D 20 22 F4    . .u(....." = ".
005B70:  03 00 00 F3 2C FF 0C 28 28 FF 0E 28 03 00 00 F1    ....,..((..(....
005B80:  29 F4 19 2B 29 F7 19 28 29 F6 19 28 29 F4 03 00    )..+)..()..()...
005B90:  00 F3 3B 01 BA 20 0E 01 BB 20 0F 00 13 00 13 00    ..;.. ... ......
005BA0:  BF 20 03 00 00 62 F8 3B 01 9F 20 1E 24 00 00 2A    . ...b.;.. .$..*
005BB0:  00 14 00 A1 20 03 00 00 E9 EF 22 43 41 4C 43 22    .... ....."CALC"
005BC0:  20 EB 20 A4 20 8D 20 19 0F 2C 0E 2C 19 81 01 BB     . . . ..,.,....
005BD0:  20 10 01 9F 20 1E 01 00 00 26 00 15 00 A1 20 03     ... ....&.... .
005BE0:  00 00 E9 EF 22 43 41 4C 43 22 20 EB 20 A4 20 8D    ...."CALC" . . .
005BF0:  20 19 0F 2C 0E 2C 19 80 01 D0 A7 A0 20 1E 12 00     ..,.,...... ...
005C00:  00 25 00 16 00 A1 20 0D 00 00 F8 EF 17 20 FA 20    .%.... ...... . 
005C10:  FF 1C 28 03 00 00 E9 29 EF 03 00 00 E1 20 EB 20    ..(....)..... . 
005C20:  A0 20 1E 19 00 00 3A 00 17 00 A1 20 0D 00 00 F8    . ....:.... ....
005C30:  F1 17 20 FA 20 03 00 00 E9 F2 22 22 20 FA 20 FF    .. . ....."" . .
005C40:  00 28 FF 1D 28 03 00 00 E9 29 F5 0D 00 00 E1 29    .(..(....).....)
005C50:  20 F3 20 0D 00 00 F8 20 EB 20 A0 20 1E 19 00 00     . .... . . ....
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007240:  01 03 00 00 F5 28 10 29 EF 22 CF CF 22 01 03 00    .....(.).".."...
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007290:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
0072A0:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
0072B0:  20 20 20 DD CF 88 39 CF 22 01 03 00 00 F5 28 13       ...9.".....(.
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007300:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
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0075A0:  28 19 0D 29 F4 22 3F 22 01 A4 20 0F 2C FF 03 28    (..)."?".. .,..(
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007640:  EF 03 00 00 F3 F4 FF 16 28 19 12 29 F4 03 00 00    ........(..)....
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007670:  EF 22 22 00 5A 00 12 00 BF 01 BA 20 10 01 BB 20    ."".Z...... ... 
007680:  11 01 BF 20 03 00 00 F5 3B 01 BF 20 03 00 00 F3    ... ....;.. ....
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007740:  00 E1 20 FC 20 FF 00 28 FF 1D 28 03 00 00 E9 29    .. . ..(..(....)
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00D5E0:  22 54 65 73 74 22 F4 FF 19 28 0B 00 00 74 E5 29    "Test"...(...t.)
00D5F0:  F4 22 20 20 20 53 63 6F 72 65 22 F4 FF 19 28 0B    ."   Score"...(.
00D600:  00 00 6D EB 29 F4 22 25 20 20 22 F4 FF 19 28 FF    ..m.)."%  "...(.
00D610:  0C 28 FF 46 F7 1A 2C 01 29 F5 0B 00 00 74 E4 29    .(.F..,.)....t.)
00D620:  F4 22 20 73 65 63 73 2E 20 22 F4 03 00 00 D3 2C    ." secs. ".....,
00D630:  19 28 29 01 BB 20 0F 01 A9 20 0D 00 00 78 F0 2C    .().. ... ...x.,
00D640:  0D 00 00 79 F0 00 17 00 27 00 A1 20 03 00 00 69    ...y....'.. ...i
00D650:  B1 EF 22 22 20 EB 20 A0 20 1E 25 00 00 51 00 28    .."" . . .%..Q.(
00D660:  00 A1 20 03 00 00 69 B1 EF FF 03 28 19 7F 29 20    .. ...i....(..) 
00D670:  FA 20 FF 78 28 23 0E 29 20 EE 20 10 20 EB 20 BF    . .x(#.) . . . .
00D680:  20 FF 03 28 16 29 3B FF 03 28 19 10 29 3B 01 03     ..(.);..(..);..
00D690:  00 00 E9 EF FF 75 28 03 00 00 E9 2C FF 0E 28 03    .....u(....,..(.
00D6A0:  00 00 E9 29 F5 0F 29 01 A0 20 1E 25 00 00 30 00    ...)..).. .%..0.
00D6B0:  29 00 A1 20 03 00 00 36 61 FF FF FF FF 11 9E 09    ).. ...6a.......
00D6C0:  21 05 7C 04 0B 05 5C 09 00 10 08 11 00 07 01 00    !.|...\.........
00D6D0:  2C 4C 43 4C 31 33 30 44 00 00 00 00 00 00 00 00    ,LCL130D........
00D6E0:  00 02 FF 00 85 06 70 09 00 85 0E 00 00 00 00 00    ......p.........
00D6F0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D700:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
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00D720:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
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00D750:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D760:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D770:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D780:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D790:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00D7A0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
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00D7C0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
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00D7E0:  42 09 00 10 08 F5 13 13 07 00 16 69 B1 EF FF 03    B..........i....
00D7F0:  28 19 0D 29 20 FC 20 FF 0E 28 03 00 00 E9 29 20    (..) . ..(....) 
00D800:  EE 19 25 20 EB 20 BF 01 BF 01 BF 01 A0 20 1E 2B    ..% . ....... .+
00D810:  00 00 22 00 2A 00 BF 03 00 00 69 B1 3B 01 03 00    ..".*.....i.;...
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00D830:  1E 25 00 00 06 00 2B 00 C9 00 2B 00 2C 00 0D 00    .%....+...+.,...
00D840:  00 6C E6 EF FF 0E 28 03 00 00 66 EC 29 01 A1 20    .l....(...f.).. 
00D850:  0D 00 00 6C E6 20 F3 20 0D 00 00 E2 20 EB 20 A0    ...l. . .... . .
00D860:  20 1E 32 00 00 4B 00 2D 00 9E 20 0D 00 00 E9 EF     .2..K.-.. .....
00D870:  0F 20 EC 20 FF 0C 28 0D 00 00 6C E6 F7 19 28 29    . . ..(...l...()
00D880:  01 0D 00 00 65 EC EF 0D 00 00 E2 F6 0D 00 00 E9    ....e...........
00D890:  01 A1 20 AC 28 03 00 00 66 EC 2C 0D 00 00 65 EC    .. .(...f.,...e.
00D8A0:  2C 0F 29 EF 22 20 22 20 EB 20 A0 20 1E 31 00 00    ,.)." " . . .1..
00D8B0:  61 00 2E 00 A1 20 AC 28 03 00 00 66 EC 2C 0D 00    a.... .(...f.,..
00D8C0:  00 65 EC F4 0F 2C 0F 29 EF 22 20 22 20 EB 20 03    .e...,.)." " . .
00D8D0:  00 00 66 EC EF FF 75 28 03 00 00 66 EC 2C 0D 00    ..f...u(...f.,..
00D8E0:  00 65 EC 29 F4 FF 79 28 03 00 00 E1 72 66 EC 2C    .e.)..y(....rf.,
00D8F0:  0D 00 00 6C E6 F5 0D 00 00 65 EC F5 0F 29 01 0D    ...l.....e...)..
00D900:  00 00 6C E6 EF 0D 00 00 6C E6 F5 0F 01 A0 20 1E    ..l.....l..... .
00D910:  31 00 00 86 00 2F 00 9E 20 0D 00 00 EB EF 0F 20    1..../.. ...... 
00D920:  EC 20 19 27 01 A1 20 AC 28 03 00 00 66 EC 2C 0D    . .'.. .(...f.,.
00D930:  00 00 65 EC F5 0D 00 00 EB 2C 0F 29 EF 22 20 22    ..e......,.)." "
00D940:  20 EB 20 03 00 00 66 EC EF FF 75 28 03 00 00 66     . ...f...u(...f
00D950:  EC 2C 0D 00 00 65 EC F5 0D 00 00 EB 29 F4 FF 16    .,...e......)...
00D960:  28 0D 00 00 EB 29 F4 FF 79 28 03 00 00 66 EC 2C    (....)..y(...f.,
00D970:  0D 00 00 6C E6 F5 0D 00 00 65 EC F4 0D 00 00 EB    ...l.....e......
00D980:  29 01 0D 00 00 6C E6 EF 0D 00 00 6C E6 F4 0D 00    )....l.....l....
00D990:  00 EB 01 A0 20 1E 31 00 00 06 00 30 00 B0 00 06    .... .1....0....
00D9A0:  00 31 00 B0 00 06 00 32 00 C9 00 7B 00 33 00 03    .1.....2...{.3..
00D9B0:  00 00 EC EF 22 22 01 03 00 00 ED EF 22 22 01 03    ....""......""..
00D9C0:  00 00 EE EF 22 22 01 0D 00 00 E2 EF 19 28 01 0D    ...."".......(..
00D9D0:  00 00 F8 EF 1F CD CC CC 4C 7D 01 0D 00 00 E5 EF    ........L}......
00D9E0:  E4 0D 00 00 F2 28 17 29 01 0D 00 00 E6 19 5E EF    .....(.)......^.
00D9F0:  FF 0C 28 FF 45 28 0F 29 F6 19 5A F4 19 0A 29 01    ..(.E(.)..Z...).
00DA00:  03 00 00 E5 EF FF 79 28 FF 19 28 0D 00 00 E5 29    ......y(..(....)
00DA10:  2C 0F 29 01 03 00 00 E6 EF FF 79 28 FF 19 28 0D    ,.).......y(..(.
00DA20:  00 00 E6 29 2C 10 29 00 0F 00 36 00 0B 00 00 F7    ...),.)...6.....
00DA30:  EF F5 0B 00 00 F7 00 15 00 3C 00 A1 20 0B 00 00    .........<.. ...
00DA40:  F7 EF 0F 20 EB 20 A0 20 1E 50 00 00 97 00 3E 00    ... . . .P....>.
00DA50:  03 00 00 66 EC EF 22 49 66 20 61 20 73 68 6F 70    ...f.."If a shop
00DA60:  6B 65 65 70 65 72 20 62 75 79 73 20 63 68 6F 63    keeper buys choc
00DA70:  6F 6C 61 74 65 73 20 66 6F 72 20 22 F4 03 00 00    olates for "....
00DA80:  E6 F4 22 20 70 65 6E 63 65 20 61 6E 64 20 73 65    .." pence and se
00DA90:  6C 6C 73 20 74 68 65 6D 20 66 6F 72 22 F4 FF 19    lls them for"...
00DAA0:  28 0D 00 00 E5 F4 0D 00 00 E6 29 F4 22 20 70 65    (.........)." pe
00DAB0:  6E 63 65 2E 20 48 69 73 20 70 72 6F 66 69 74 20    nce. His profit 
00DAC0:  61 73 20 61 20 70 65 72 63 65 6E 74 61 67 65 20    as a percentage 
00DAD0:  6F 66 20 68 69 73 20 63 6F 73 74 20 70 72 69 63    of his cost pric
00DAE0:  65 22 00 15 00 3F 00 9F 20 1E 2C 00 01 03 00 6C    e"...?.. .,....l
00DAF0:  9D 00 F1 EF 03 00 00 66 EC 00 C5 00 40 00 03 00    .......f....@...
00DB00:  00 E8 EF 22 70 65 72 63 65 6E 74 61 67 65 20 70    ..."percentage p
00DB10:  72 6F 66 69 74 20 3D 20 73 65 6C 6C 20 2D 20 63    rofit = sell - c
00DB20:  6F 73 74 20 20 20 20 20 20 20 20 20 20 20 20 20    ost             
00DB30:  20 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20                    
00DB40:  5F 5F 5F 5F 5F 5F 5F 5F 5F 5F 5F 20 78 31 30 30    ___________ x100
00DB50:  25 20 20 20 20 20 20 20 20 20 20 20 20 20 20 20    %               
00DB60:  20 20 20 20 20 20 20 20 20 20 20 20 63 6F 73 74                cost
00DB70:  20 20 20 20 20 20 20 20 20 77 68 65 72 65 20 73             where s
00DB80:  65 6C 6C 20 3D 20 73 65 6C 6C 69 6E 67 20 70 72    ell = selling pr
00DB90:  69 63 65 20 20 20 20 20 20 20 20 20 20 20 20 20    ice             
00DBA0:  20 20 20 20 20 20 20 63 6F 73 74 20 3D 20 63 6F           cost = co
00DBB0:  73 74 20 70 72 69 63 65 20 20 20 20 20 22 00 45    st price     ".E
00DBC0:  00 46 00 0D 00 00 E1 EF FF 0C 28 0D 00 00 E5 F6    .F........(.....
00DBD0:  1A 10 27 F7 0D 00 00 E6 29 F7 19 64 01 03 00 00    ..'.....)..d....
00DBE0:  E1 EF FF 19 28 0D 00 00 E1 29 01 03 00 00 E1 EF    ....(....)......
00DBF0:  FF 67 34 79 28 03 00 00 E1 2C FF 0E 28 03 00 00    .g4y(....,..(...
00DC00:  E1 29 F5 0F 29 00 13 00 48 00 03 00 00 EC EF 03    .)..)...H.......
00DC10:  00 00 E1 F4 22 20 25 22 00 46 00 4A 00 03 00 00    ...." %".F.J....
00DC20:  ED EF 22 61 73 28 28 22 F4 FF 19 28 0D 00 00 E5    .."as(("...(....
00DC30:  F4 0D 00 00 E6 29 F4 22 20 2D 20 22 F4 03 00 00    .....)." - "....
00DC40:  E6 F4 22 29 2F 22 F4 03 00 00 E6 F4 22 29 20 78    ..")/"......") x
00DC50:  20 31 30 30 25 20 3D 20 22 F4 03 00 00 E1 00 16     100% = ".......
00DC60:  00 50 00 A1 20 0B 00 00 F7 EF F5 0F 20 EB 20 A0    .P.. ....... . .
00DC70:  20 1E 63 00 00 38 00 51 00 0D 00 00 F6 EF 0D 00     .c..8.Q........
00DC80:  00 E5 F6 19 64 01 03 00 00 F6 EF FF 19 28 0D 00    ....d........(..
00DC90:  00 F6 29 01 03 00 00 F6 EF FF 79 28 03 00 00 F6    ..).......y(....
00DCA0:  2C FF 0E 28 03 00 00 F6 29 F5 0F 29 00 78 00 52    ,..(....)..).x.R
00DCB0:  00 03 00 00 66 EC EF 22 41 20 64 65 61 6C 65 72    ....f.."A dealer
00DCC0:  20 77 69 73 68 65 73 20 74 6F 20 6D 61 6B 65 20     wishes to make 
00DCD0:  61 20 70 72 6F 66 69 74 20 6F 66 20 22 F4 03 00    a profit of "...
00DCE0:  00 E6 F4 22 25 2E 20 49 66 20 74 68 65 20 63 61    ..."%. If the ca
00DCF0:  72 20 63 50 7F 6F 73 74 20 68 69 6D 20 A3 22 F4    r cP.ost him £".
00DD00:  03 00 00 F6 F4 22 20 74 68 65 6E 20 74 68 65 20    ....." then the 
00DD10:  73 65 6C 6C 69 6E 67 20 70 72 69 63 65 20 6D 75    selling price mu
00DD20:  73 74 20 62 65 22 00 15 00 53 00 9F 20 1E 2C 00    st be"...S.. .,.
00DD30:  01 03 00 00 F1 EF 03 00 00 66 EC 00 49 00 54 00    .........f..I.T.
00DD40:  03 00 00 E8 EF 22 66 69 6E 64 20 74 68 65 20 70    ....."find the p
00DD50:  72 6F 66 69 74 20 69 6E 20 6D 6F 6E 65 79 20 74    rofit in money t
00DD60:  65 72 6D 73 2E 54 68 65 6E 20 20 61 64 64 20 69    erms.Then  add i
00DD70:  74 20 74 6F 20 74 68 65 20 63 6F 73 74 20 70 72    t to the cost pr
00DD80:  69 63 65 22 00 65 00 56 00 0D 00 00 E1 EF FF 0C    ice".e.V........
00DD90:  28 28 0D 00 00 F6 F4 28 0D 00 00 E6 F6 0D 00 00    ((.....(........
00DDA0:  E5 29 29 F6 19 64 29 F7 19 64 01 03 00 00 E1 EF    .))..d)..d......
00DDB0:  FF 19 28 0D 00 00 E1 29 01 03 00 00 E1 EF FF 79    ..(....).......y
00DDC0:  28 03 00 00 E1 2C FF 0E 28 03 00 00 E1 29 F5 0F    (....,..(....)..
00DDD0:  29 01 03 00 00 72 B1 EF FF 19 28 FF 0C 28 0D 00    )....r....(..(..
00DDE0:  00 E6 F6 0D 00 00 E5 29 29 00 12 00 58 00 03 00    .......))...X...
00DDF0:  00 EC EF 22 A3 15 11 22 F4 03 00 00 E1 00 3B 00    ..."£.."......;.
00DE00:  5A 00 03 00 00 ED EF 22 61 73 20 70 72 6F 66 69    Z......"as profi
00DE10:  74 20 3D 20 28 22 F4 03 00 00 E6 F4 22 2F 31 30    t = ("......"/10
00DE20:  30 29 20 78 20 22 F4 03 00 00 F6 F4 22 20 3D 20    0) x "......" = 
00DE30:  A3 22 F4 03 00 00 72 B1 00 3B 00 5C 00 03 00 00    £"....r..;.\....
00DE40:  EE EF 22 73 6F 20 73 65 6C 6C 69 6E 67 20 70 72    .."so selling pr
00DE50:  69 63 65 20 3D 20 22 F4 03 00 00 F6 F4 22 20 2B    ice = "......" +
00DE60:  22 F4 03 00 00 72 B1 F4 22 20 3D 20 A3 22 F4 03    "....r.." = £"..
00DE70:  00 00 E1 00 06 00 63 00 C9 00 00 00 00 00 00 00    ......c.........
00DE80:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DE90:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DEA0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DEB0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DEC0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DED0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DEE0:  00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00    ................
00DEF0:  00 00 00 00 00 00 00 A7 BB FF FF FF FF             .............
RESULT OF SEARCH :
PRO=21   CHEA=0   COD=0   MUSI=0   COP=12   GRA=13   WRIT=0   198=35   199=0   STARTER=0   KBI=0   CAAV=0   L.TOURNIER=0  
  c &,MENUp hR   Micro Maths menu1A copyright (c) G.Ludinski 1981,adapted for th
e Amstrad 1985     ( )   ( 2() , F , Zt"Micro Maths 1" d tFInl"LCLLCLLCLLCL"p , 
, ,  ,  , , ,  ,$x        lr , , ,  () ,  t ,  ,   ()()t    C""           !  (  
)     (  ), $ C""  F t     ,    , , ,n   (()"           Micro 9Maths 1 menu     
      "(()                                         1"Percentages and fractionsA"
1"Averages and histogramsB"1"Ratio and proportionC"1""Changing bases of numbersD
"1,"Operations on numbers in basesE"16"Polygon propertiesF"1"Simple Algebraic eq
uationsG"1J"Simplification in AlgebraH"1T"Simple and compound interestQI"1"Solut
ion of triangles using formulaeJ"0h"Profit and LossK"rC ""   r() "a"  "b"  "c"  
"d"  "e"  "f"  "g"  "h"  "i"  "j"  "k"   r t "a"   "LCL120C" "b"   "LCL110C"  "c
"   "LCL140B"  "d"   "LCL120D" "e"   "LCL160C" "f"   "LCL140C" "g"   "LCLm150B" 
 "h"   "LCL140A"  "i"   "LCL110B" "j"   "LCL120B" "k"   "LCL130D" ,, ,,2 ,,2 ,R,
2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,!'t,MENU p *ff+,d ,,dH,LCL120Cpi!W   t        AJ LCL1
20C  AMSTRAD,Copyright G.Ludinski 1981,adapted for Amstrad 1985 ) * b ,, b, b, b
, b, b, b, b ,, b, b, b, b, b, b,   ,,  ,,3"                                    
    "d()()dddddddddddddddddddddd#  ( )( E())(GH  ( )(( ))( )4Q  , , , ,    kb()(
&,())()()(&)()()(&,())()()()()Je , "  Percentages (Micro Maths) "()" LCL x1981  
"o  yq£ "Hello, what is your name"NA "Here are some problems " (NA)  "NO SOUND" 
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(()+)()()   b U* "CALC"    ,,  & "CALC"    ,, ,     ""      (()())     ""     S 
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y/n)"rm((d)t)# ()"m"   UZ- () "y"  () "yes"  () "n"  ()  "no"  ""   7 ()"y"  ()"
yes"  ""     ""AU"" iiCCg!$,LCL120Cp!Wcs xx(#) y(#) ,  u("Test"(t)"   Score"(m)"
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e   same numbers,then divide by these       nuI*mbers" hd    J  ( )   h( h)     
h hJ'  ( )   h( h)     h hI1y(( ),(( )))"/"y(( h),(( h)))#E"as ""/100  "cF"as bo
th "" and 100 are exactly divisible"u(,(()))"by"(d h)6H y() z ydd O    4Y"/"" ex
pressed as a percentage" c"P/Q is (P/Q) x 100 %"Im(( ' )d)y(,())"%"0w"as (""/"")
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(  )    (  )         S ,LCL110Cp US  t        $J LCL110C  AMSTRAD,Copyright G.Lu
dinski 1981,adapted for Amstrad 1985$   (), (),()4"                             
           "#  ( )( E())(  ( )(( ))( )4  , , , ,    k b()(&,())()()(&)()()(&,())
()()()()J , " Statistics 1 (Micro Maths)  "()" LCL 1981 "7   q£ "Hello, what is 
your name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"CALC"( )""
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  * "CALC"    ,,  1 (() V)     ""     S  "Yes,congratulations"  (NA)"NO SOUND"  
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the answer is "   ()()(£ "Do you want more (y/n)"m((d)t)  ()"m"   %Z! () "y"  ()
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) ()""    P4 ( ) ()y(( ( )),)","   ( )6      ( )    ( ) (  )$u(,)"A" where marks
 are "F    "I ( )( )   OJ in( ) K () () in7Lu(,)y(( ()),(( ())))N  Z inCO"Find t
he mean mark scored where the     marks are "GP"mean  total marks scored / numbe
r ofscores" ( )TR( )y(,())"as sum of ("")/9 "( )S    J  ( ())y(,())  (())C"Find 
the length of the histogram bar of mark "6a"length is number of people with mark
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    4"()"1",LCL140BpV£QQ  t     J LCL140B  AMSTRAD,Copyright G.Ludinski 1981,ada
pted for Amstrad 1985  ()"                                        "   ##  ( )( E
())(  ( )(( ))( )4  , , , ,    kb()(&,())()()(&)()()(&,())()()()()J  , "     Rat
io (Micro Maths) "()" LCL 1981     "  7o   ,,  ,,  ,,  ,,q £ "Hello, what is you
r name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"CALC"( )"" ,(
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 ,,  & "CALC"    ,, 5   (() )   #z     S  "Yes,congratulations"  (NA)"NO SOUND" 
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y,the answer is "   (£ "Do you want more (y/n)"m((d)t) ()"m"   $Z  () "y"  () "y
es"  () "n"  ()  "no"  ""   ! ()"y"  ()"yes"  ""    " ""#$"" %iC& xx(#) y(#) ,  
u("Test"7(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, y' i""   %Q( i()  x(#)   
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8y(( ),)( )y(,())    r   r  r d * r   r r       ( r )/( r )  ( r )( r )   r r  r
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oportiton of "" m. is "" cm.   "D"convert both values into the same    units. Pu
t the second value over the    first value. Then cancel out by any     common fa
ctors"Fy(( r),(( r)))"/"y(( r),(( r))) G r r" or"( )"as "" x 100 "( d)" and ""/"
y(( d),(( d)))"  "P    c0Q" minutes "    " minute ",R" hours "    " hour "MVSf"W
hat is the ratio of ""to " ,fT"convert both values into the same    units,then c
ancel out by any common     factors"Vy(( r),(( r)))""y(( r),(( r)))Z"as "" x 60 
"( )" and "" "( )"  "c£z,LCL120Dp!RP  t        UJ LCL120D  AMSTRAD,Copyright G.L
udinski 1981,adapted for Amstrad 1985&)   n(),n(),()3"                          
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( )( E())(G  ( )(( ))( )4Q  , , , 3,    kb()(&,())()()(&)()()(&,())()()()()Je , 
" Changing bases (Micro Maths) "()"LCL 1981 "o  +y   ,,  ,,  ,,4q£ "Hello, what 
is your name"NA "Here are some problems " (NA)  "NO SOUND"   NA  P  ,, ,"CALC"( 
)""  ,( )"CONT"( ) ,( )"" t,c,m,wtmt(F,))'"" ttR    u("  ",((()+)()()   b * "CAL
C"    ,,  * "CALC"    ,,  1 (() )     ""     S  "Yes,congratulations"  (NA)"NO S
OUND"   ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,,d ,,d     "No,"",try again" 9 
"Sorry,the answer is "      £ "Press Return for more""Sorry,the answer is "    (
) (), £ "Do(n,LCL120DpU!PW  you want more (y/n)"#m((d)t)- ()"m"   Z7 () "y"  () 
"yes"  () "n"  ()  "no"  ""   A ()"y"  ()"yes"  ""   K""Ui"" siC xx(#) y(#) ,  u
("Test"(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, y i""   sQ i()  x(#)     ()
()Vu(,()) s0 i( )  () %   "ii sA""""""()""()"" ( 5"The decimal equivalent of the
 "    B l  e e  e e  e e  e e T  e( e)( e)( e)( )y(,())"The binary equivalent of
 the decimal    number "s"repeatAedly divide by 2 and the binarynumber is made u
p of the final result   followed by the remainders" ()A" as "" / 2 "(( ))" R"( e
)I"       "(( ))" / 2 "(( ))" R"( e)'"       "(( ))" / 2 "( e)" R"( e)()()"3""  
  DECIMAL            BINARY             Tens   Ones Eights     Fours  Twos 1s"1 
     k   (  )     (( )).A(( ))()()"1"()() O+E(( ))(( ))OY n()(  ) n()(  (  )) n(
) e n() e n() e n() e n() ec    2mg  n( )  ()()n( )2  n( )  ()()o( ) ( )  "" ( )
  ""     B l  e e  e e  e e k!,LCL120Dp!LW% e e '"octal     number "X"the octal 
number ABCD  (D x 1) +    (C x 8) + (B x 8 x 8) + (A x 8 x 8 x 8)"W  e( e)( e)( 
e)( )y(,())t" as""("( e)" x 1) + ("( e)" x 8) + ("( e)" x 64) + ("( e)" x 512)""
 " e(E() l)Ky(( e),)y(( e),)y(( e),)y(( e),) Fu,LCL160CpELI   t     J LCL160C  A
MSTRAD,Copyright G.Ludinski 1981,adapted for Amstrad 1985    #A"                
                        """#  ( )( E())(  ( )(( )n)( )4  , , , ,    kb()(&,())()
()(&)()()(&,())()()()()J  , " Bases (+,-,x) (Micro Maths) "()" LCL 1981 "  7   ,
,  ,,  ,,  ,,q £ "Hello, what is your name"NA "Here are some problems " (NA)  "N
O SOUND"   NA  O  ,, ,"CALC"( )"" ,( )"CONT"( ) ,( )""3 t  m t(F,) ' "" 3 t tR  
  u("  ",((()+)()()   b $* "CALC"    ,,  & "CALC"    ,, %    ()       ""  (() ) 
       S  "Yes,congratulations"    (NA)"NO SOUND"   ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 
,R,2 ,,2 ,, ,,d ,,d      "No,"",try again"  9 "Sorry,the answer is "   (£ "Do yo
u want more (y/n)" m((d26 ) t) ()"m"   $Z  () "y"  () "yes"  () "n"  ()  "no"  "
"   ! ()"y"  ()"yes"  ""     " ""#$"" %iC& xx(#) Cy(#) ,  u("Test"( t)"   Score"
( m)"%  "((F,) t)" secs. ",()   x, y' i""   %Q( i()  x(#)     ()()u(,()) %0) i( 
)  (!,LCL160Cp8AI ) %   +"*ii %++, l(f)  l      2K-    ( l() e   (f, e,)" "   1a
. (f, e,)" "  fu(f, e)y(f, l eb) l l 1/    ' (f, e ,)" "  fu(f, e )( )y(f, l e )
 l l  1012d3"""""" (  "" a a aEi""i""S4b""b""o""o"" c (E())c""c""5      q6     b
( )(E()) o( )(E()) b( )(E()) o( )(E())D7        o()(E()) o()(E())H8by(( b( )),)b
by(( b( )),)bHoy(( o( )),)ooy(( o( )),)o8      b( ) b( ) c j     C'  o( ) o( ) c
0     c c( )  CB c( )  cHCcy(( c( )),)ccy(( c( )),)cDb bb Obc co oy(,)o oy(,))E 
    c  c"1"c)F     c  c"0"cH     RIby(b,)J"Binary numbers                       
    "b(#)"+"b(#)()K"in binary addition you must carry 1  two when the sum of the
 two digits beingadded is 2 or more leaving the sum minus2"BLc"0" k ( b() b())  
c"1" kMc"0" ( b() b() k)    c"1"N (c)( ) "as"( b())" +"( b())" "( c())" carry "c
u(" two",((c)))P"and"( b())" +"(!,LCL160Cp7A!EK  b())" + "c"(carried) "( c())" c
arry "cu(" two",((c)))R     ZT"Octal numbers                            "o(#)"-"
o(#)()U"if the difference is negative then   borrow 1 eight leaving the differen
ce   plus 8"CVc"0" k ( o() o())   c"1" k9Wk"0" ( o() o() k)   k"1"X (c)c"as"( o(
))" -"( o())" "( cM())" borrow "cu(" eight",((c)))Y( o())" -"( o())" -"( k)"(bor
rowed) "( c())" borrow "ku(" eight",((k)))Z     lVdby(((b)),)  ()  9b" "y(b,)  b
"10"Kf"Binary numbers"()b(%)"x"b(#)()g"for binary numbers multiply in the   norm
al (decimal) way" b"10"    (b"0")"as when multiplying by 10 add a 0 to thenumber
" ih b" 1"   (b)"as multiplying by 1 does not change the value of the number"   
"as 0 times anything is 0" iy(( ),)Cj c( )  c     c( )  cQkl#n p"y"  p""   xJsf"
"  c  ()f(, ,)ffxy(,)9nw,LCL140Cp8s!FE  t     J LCL140C  AMSTRAD,Copyright G.Lud
inski 1981,adapted for Amstrad 1985  ()()""()""()"                              
        "()"                                     9"()"                          
           "()"                                      "s"                        
                "()"                                     "   ##  ( )( E()x)(  ( 
)(( ))( )4  , , , ,    kb()(&,())()()(&)()()(&,())()()()()J  , "   Polygons (Mic
ro Maths)  "()£-" LCL 1981   "  7   ,,  ,,  ,,  ,,q £ "Hello, what is your name"
NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"CALC"( )"" ,( )"CONT
"WO( ) ,( )"" t,c,m,wtmt(F,)'"" 3tt()( )()   ""Z     u("  ",((()+)()()   b $* "C
ALC"    ,,  & "CALC"    ,, 5   (() )   #z     S  "Yes,congratulations"  (NA)"NO 
SOUND" "  ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,,d ,,d     "No,"",try again" 
9 "Sorry,the answer is "   (£ "Do you want more (y/n)"m((d)t) ()"m"   $Z  () "y"
  () "yes"  () "n"  ()  "no"  ""   ! ()"y"  ()"yes"  ""  !s,LCL140C8p8k!N$"  " "
"#$"" %iC& xx(#) y(#) ,  u("Test"(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, y
' i""   %Q( i()  x(#)     ()()u(,()) %0) i( )  () %   +"*ii %++, l(f)  l      2K
-    ( l() e   (f, e,)" "   1a. (f, e,)" "  fu(f, e)y(f, l e) l l 1/    ' (f, e 
,)" "  fu(f, e )( )y(f, l e ) l l  1012+3"""""" ( A4 (E())( )y(,() )6o8"The sum 
of the interior angles of a  polygon  (2N - 4) x 90 degrees where N is the numbe
r of sides" ( )Z(  )y(,()) a 0"As ((2 x"") - 4) x 90  "     PG"The sum of the in
terior angles of a""   sided polygon"D" degrees"P    cWR"TheG size of each of th
e interior angles of a"" sided regular polygon "JT" and a regular    polygon has
 all interior angles equal  "DV (d  )d( )y(,())XX" degrees""and each ehinterior 
angle "( a)"/""  "co,LCL150Bp$ !ID  t     J LCL150B  AMSTRAD,Copyright G.Ludinsk
i 1981,adapted for Amstrad 1985   #  ()4"                                       
 "#  ( )( E())(  ( )(( ))(t )4  , , , ,    kb()(&,())()()(&)()()(&,())()()()()J 
 , "   Equations (Micro Maths) "()" LCL 1981   "  7-   ,,  ,,  ,,  ,,q £ "Hello,
 what is your name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"C
ALC"( )"" ,( )"CONT"( ) ,( )"" t,c,m,"wtmt(F,)'"" 3ttR    u("  ",((()+)()()   b 
$* "CALC"    ,,  & "CALC"    ,, c    (()()  ()()  ()()  ()())       ""  (() )   
     S  "Yes,congratulations"  (NA)"NO SOUND"   ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2
 ,,2 ,, ,,d ,,d     "No,"",try again" 9 "Sorry,the answer is "   (£ "Do you want
 more (y/n)"m((d)t) ()"m"   $Z  () "y"  () "yes"  () "n"  ()  "no"  ""   ! ()"y"
  ()"yes"  ""   """#$"" %iC& xx(#) y(#) ,  u("Test"(t)"   Score"(m)"%  "((F,)t)"
 secs. ",()   x, y' i""   %Q( i()  x(#)     !,LCL150Bp!GM ()()u(,()) %0) i( )  (
) %   +"*ii %++, l(f)  l      2K-    ( l() e   (f, e,)" "   1a. (f, e,)" "  fu(f
, e)y(f, l e) l l 1/    ' (f, e ,)" "  fu(f, e )( )y(f, l e ) l l  1012Q3"""""" 
( m dm ()*4 (E()) (E())/6 (E()) (E()) 8   bJy(( ),)y(( ),)y(( ), ( ))# t  t  () 
   F("If Y"""" then Y"8A  d( d)   d d ( d)B"If Y+cd then to find Y,subtract c   
from both sides of the equation toK give Yd-c"Ct"th"m( d) m  t"st"uD   y(( ), ( 
))"as "" - "y(( ), ( ))"  "E m  t"rd"F    P1G   y(( ), ( ))(H"If ""Y"" then Y"YJ
"If cYd then find Y,divide both      sides of the equation by c to give Yd/c"bL 
  y(( ), ( ))"as Y ""/""  ",P    c6Q (E())    b1R"If ""Y""""X then Y"T"apply bot
h of the rules you have justlearnt. That is,if aY+bcX then first   subtract b fr
om both sides then divide  both sides by 'a'"aV r   r    r br"X"  r brWsy(( r), 
( r))sy((( r)), (( r))) ( r)  s""s""ru(r,)"X"0Xr"!i,LCL150Bp£1M X"s  r  r"-"rZ()
s"X"r()rr()y(( r), ( r))r()y(( r), ( r))u(r,)"X"s n(E())v ()"as equation becomes
 ""Y  ""X"u(r,)y((( )), (( )))r"so Y  (""/"")X "u(r,)" ("y((( )), (( )))"/"")  "
()  a cb( )    "+"y(,(3))cn,LCL140Ap!JJ  t     J LCL140A  AMSTRAD,Copyright G.Lu
dinski 1981,adapted for Amstrad 1985   #  ()4"                                  
      "#  ( )( E())(  ( )(( ))*( )4  , , , ,    kb()(&,())()()(&)()()(&,())()()(
)()J  , " Simplification (Micro Maths) "()"LCL 1981 "  7"   ,,  ,,  ,,  ,,q £ "H
ello, what is your name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,
, ,"CALC"( )"" ,( )"CONT"( ) ,( )"" t,c,my,wtmt(F,)'"" 3ttR    u("  ",((()+)()()
   b $* "CALC"    ,,  & "CALC"    ,,      " ()( )    S  "Yes,congratulations"  (
NA)"NO SOUND"   ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2m ,,2 ,, ,,d ,,d     "No,"",try 
again" 9 "Sorry,the answer is "   (£ "Do you want more (y/n)"m((d)t) ()"m"j   $Z
  () "y"  () "yes"  () "n"  ()  "no"  ""   ! ()"y"  ()"yes"  ""    " ""#$"" %iC&
 xx(#) y(#) ,  u("Test!"(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, y' i""   %
Q( i()  x(#)     ()()u(,()) %0) i( )  () %   +"*P!X,LCL140Ap2!FJ ii %++, l(f)  l
      2K-    ( l() e   (f, e,)" "   1a. (f, e,)" "  fu(f, e)y(f, l e) l l 1/    
' (f, e ,)" "  fu(f, e )( )y(f, l e ) l l  1012$3"""""" (.4     ( )""%6 (E())  (
)8ey(( ),)ee (E())      e( )+ (E())      ,     (  )   6"         b   bB   bCv( )
    vy(v,(v))D   bF    VHe"(Y"")"PJ"a(Y + b)  aY + ab                     -a(Y +
 b) -aY -KQ ab         " /Lr"Y"e    r"-"roN()e"Y"()v"Y"()r()vu(,)"Y"e P()eR    "
and a minus sign outside the brackets   means change signs inside the brackets"M
T"as you must multiply each term inside   the brackets by "( )V    c"X"(Y"")(Y""
)"Z"(Y+a)(Y+b) Y2 + (a+b)Y + ab        first multiply the Y terms together thenm
9ultiply the two inside terms (a and thesecond Y) and then the two outside terms
(b and the first Y),then add them. Then multiply the constants"r"Y2"r"Y"ru(,)"Y"
y(( ),(( )))r"+Y2"ry(( ),(( ))( ))"Y"       r"Y"y(( ),(( )))6    r"-Y"y(( ),(( )
))()rr()rr()vrr()vrr()r!h,LCL140Ap2Sar()rr()rr()rra()vrr( )vrr()rr()rr ()"  as Y
 x Y  Y2""and ""Y + ""Y  ""Y""and "" x ""  " cb( )     "+"y(,())cdUo,LCL110Bp0!A
B  t        $J LCL110B  AMSTRAD,Copyright G.Ludinski 1981,adapted for Amstrad 19
85  4"                                        "#  ( )( E())(  ( )(( ))( 0)4  , ,
 , ,    k b()(&,())()()(&)()()(&,())()()()()J , "   Interest (Micro Maths)  "()"
 LCL 1981   "   q£ "Hello, what is your name"NA "Here are some problems " (NA)  
"NO SOUND"   NA  O  ,, ,"CALC"( )"" ,( )"CONT"( ) ,( )"" t,c,m,wtmt(F,)'"" 2ttO 
  u("  ",((()+)()()   b %* "CALC"    ,,  & "CALC"    ,, ' (() )        S  "Yes,c
ongratulations"  (NA)"NO SOUND"   ,, ,,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,,d ,,
d     d"No,"",try again"  "Sorry,the answer is "   (£ "Do you want more (y/n)"m(
(d)t)  ()"m"   %Z! () "y"  () "yes"  () "n"  ($)  "no"  ""   " ()"y"  ()"yes"  "
"    # ""$%&"" 'iC( xx(#) y(#) ,  u("Test"(t)"   Score"(m)"%  "((F,)t)" secs. ",
()   x, y) i""   'Q* i()  x(#)     ()()u(,()) '0+ i( )  () %   -",ii '-(2(E()d) 
 !T,LCL110BpR!3# ()C4 (E()Z )"""""" ()( )( )    F (  )d( )     2TP   "Simple int
erest on £"" at""% for""   years"Q   " Simple interest  (P x T x R) / 100"GR"£""
as ("" x"" x"" )/100 "(S    u(,())T    cZ f( ) (2 )d b(( ) ) ( ) d (  )( )     2
"I1(PxR)/100   I2((p+I1)xR/100...   II1+I2+..."B"Compound interest on £"" at""% 
for 2 years"E"£"" as I1  ("" x"")/100 "( fd)H"I2  ((""+"( )") x"")/100) "( bd)a"
I  I1 + I2 "c!f,LCL120Bp p8  t        $J LCL120B  AMSTRAD,Copyright G.Ludinski 1
981,adapted for Amstrad 1985  4"                                        "#  ( )(
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riangles (Micro Maths) "()"LCL 1981    "  + W   ,,  ,,  ,,q£ "Hello, what is you
r name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"CALC"( )"" ,(
 )"CONT"( ) ,( )"" t,c,m,wtjmt(F,)"                   A                         
             cb                                  B  C                           
         a                   "'"" ttQ   u("  ",((()+)()()   b %* "CALC"    ,,  &
 "CALC"    ,, 1 (() )     ""     S  "Yes,congratulations"  (NA)"NO SOUND"   ,, ,
,2 ,,2 ,R,2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,,d ,,d     "No,"",try again"U 9 "Sorry,the 
answer is "   (£ "Do you want more (y/n)"m((d)t)  ()"m"   %Z! () "y"  () "yes"  
() "n"  ()  "no"  ""   " ()"y"  ()"yes"  ""    # ""$%&"" 'iC( xx(#) y(#) ,  u("T
est"(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, yC!i,LCL120Bp 6) i""   'Q* i()
  x(#)     ()()u(,()) '0+ i( )  () %   -",ii '-+"""""" ( . (E()Z ) (E()Z )." (E(
)F ) (E()F ),( )y(,)( )y(,)( )y(,)( )y(,)A6"In triangle ABC, if angle C"()((E() 
)P)    rQJ" degrees, a""m. and angle A"" degrees,then c "T"  a       b       c  
                                          sin A   sin B   sin C               "K
 ( ( S)( ))( )y(,())Oh" m.""as "" x sin("") / sin("")  "r    D" degrees ,a""m. a
nd b""m. then c"M" 2    2    2                            c   a  + b  - 2ab cos 
C " ((  (  ( ))))( )y(,())9" m. as the square root of"" "J"2 + ""2 - 2 x "" x ""
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dapted for Amstrad 1985   #  ()4"                                        "#  ( )
( E())(  ( )(( ))( )4  , , , ,    kb()(&,())()()(&)()()(&,())()()()()J  , " Prof
it & Loss (Micro Maths) "()" LCL 1981 "  7   ,,  ,,  ,,  ,,q £ "Hello, what is y
our name"NA "Here are some problems " (NA)  "NO SOUND"   NA  O  ,, ,"CALC"( )"" 
,( )"CONT"( ) ,( )"" t,c,m,"wtmt(F,)'"" 3ttR    u("  ",((()+)()()   b $* "CALC" 
   ,,  & "CALC"    ,,     ((() )     "")   +    (u(,))     S  "Yes,congratulatio
ns"  (NA)"NO SOUND"   ,, ,,2 ,,2 ,R,F2 ,,d ,,d ,,2 ,R,2 ,,2 ,, ,,d ,,d     "No,"
",try again" 9 "Sorry,the answer is "   (£ "Do you want more (y/n)"9m((d)t) ()"m
"   $Z  () "y"  () "yes"  () "n"  ()  "no"  ""   ! ()"y"  ()"yes"  ""    " ""#$"
" %iC&p xx(#) y(#) ,  u("Test"(t)"   Score"(m)"%  "((F,)t)" secs. ",()   x, y' i
""   %Q( i()  x(#)     ()()u(,()) %0) 6a!,LCL130Dp8Bi( )  () %   +"*ii %++, l(f)
  l      2K-    ( l() e   (f, e,)" "   1a. (f, e,)" "  fu(f, e)y(rf, l e) l l 1/
    ' (f, e ,)" "  fu(f, e )( )y(f, l e ) l l  10123"""""" ( L  () (E()Z )y(( ),
)y(( ),)6    Pf"If a shopkeeper buys chocolates for "" pence and sells them for"
(  )" pence. His profit as a percentage of his cost price" ,lf"percentage profit
  sell - cost                              x100%                           cost 
        where sell  selling price                    cost  cost price     "EF ( 
' )d( )g4y(,())H" %"FJ"as(("(  )" - "")/"") x 100%  "P    c8Q  d( )y(,())xRf"A d
ealer wishes to make a profit of ""%. If the car cPost him £"" then the selling 
price must be"S ,fIT"find the profit in money terms.Then  add it to the cost pri
ce"eV (( (  ))d)d( )y(,())r((  ))X"£"Z"as profit  (""/100) x ""  £"r"so selling 
price  "" +"r"  £"c
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