Adi Mathematiques Ce1 (F) (128K) (Face B) (1991) (Version Basic 1.1) [Original] [EDUCATIF].dsk
HexaDumpAscii only
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00A7E0: 35 20 2B 20 31 30 20 3D 20 34 35 02 36 00 4B 00 5 + 10 = 45.6.K.
00A7F0: 34 35 20 46 02 04 00 5B 00 50 6F 75 72 20 63 61 45 F...[.Pour ca
00A800: 02 7C 00 6C 00 6E 6F 6D 62 72 65 73 02 A9 00 6C .|.l.nombres...l
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00A830: 00 69 02 CC 00 6C 00 66 02 D0 00 6C 00 66 02 D4 .i...l.f...l.f..
00A840: 00 6C 00 72 02 D8 00 6C 00 65 02 DC 00 6C 00 73 .l.r...l.e...l.s
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00A860: 00 1E 00 15 FF FF 02 06 00 00 00 03 22 31 33 02 ............"13.
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00A8E0: 2E 00 15 BE 00 2E 00 E3 00 2E 00 15 5E 00 38 00 ............^.8.
00A8F0: 85 00 38 00 15 B8 00 38 00 E1 00 38 00 15 FF FF ..8....8...8....
00A900: 02 06 00 00 00 03 22 35 02 D8 00 00 00 32 2F 32 ......"5.....2/2
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00A980: 02 12 00 30 00 2B 20 03 25 31 03 22 20 30 20 20 ...0.+ .%1." 0
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00A9A0: 30 00 7A 02 6E 00 30 00 61 02 73 00 30 00 69 02 0.z.n.0.a.s.0.i.
00A9B0: 78 00 30 00 6E 02 7D 00 30 00 65 02 82 00 30 00 x.0.n.}.0.e...0.
00A9C0: 73 02 8A 00 30 00 73 6F 75 73 02 A5 00 30 00 6C s...0.sous...0.l
00A9D0: 02 AA 00 30 00 65 02 AF 00 30 00 73 20 02 B9 00 ...0.e...0.s ...
00A9E0: 30 00 64 02 BE 00 30 00 69 02 C3 00 30 00 7A 02 0.d...0.i...0.z.
00A9F0: C8 00 30 00 61 02 CD 00 30 00 69 02 D2 00 30 00 ..0.a...0.i...0.
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00AA80: 9A 00 7E 00 12 AC 00 1E 00 AC 00 7E 00 12 BE 00 ..~........~....
00AA90: 1E 00 BE 00 7E 00 12 D0 00 1E 00 D0 00 7E 00 12 ....~........~..
00AAA0: 0B 00 2E 00 E4 00 2E 00 12 0B 00 36 00 E3 00 36 ...........6...6
00AAB0: 00 12 0B 00 3E 00 E4 00 3E 00 12 0C 00 46 00 E4 ....>...>....F..
00AAC0: 00 46 00 12 0B 00 4E 00 E4 00 4E 00 12 0B 00 56 .F....N...N....V
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00AB30: FF FF 02 06 00 00 00 03 22 38 02 D8 00 00 00 33 ........"8.....3
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00AC20: 09 00 C6 02 00 00 00 02 09 00 C2 02 00 00 00 02 ................
00AC30: 09 00 C7 02 00 00 00 02 09 00 C3 02 00 00 00 02 ................
00AC40: 09 00 C8 02 00 00 00 02 09 00 C4 02 00 00 00 02 ................
00AC50: 09 00 C9 02 00 00 00 02 09 00 C5 02 00 00 00 02 ................
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00AC70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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00ACD0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00ACE0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00ACF0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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00AD10: 00 40 00 03 25 34 20 03 22 35 02 18 00 50 00 4F .@..%4 ."5...P.O
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00AD60: 20 2B 20 31 20 3D 20 34 01 00 4C 00 2B 00 3B 01 + 1 = 4..L.+.;.
00AD70: AB 00 0B 2F 00 11 00 B9 00 11 00 15 24 00 57 00 .../........$.W.
00AD80: 2A 00 5E 00 15 20 00 42 00 27 00 42 00 15 3F 00 *.^.. .B.'.B..?.
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00AEA0: 74 61 62 6C 65 20 64 27 61 64 64 69 74 69 6F 6E table d'addition
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00AF20: 00 00 00 33 2F 33 02 0C 00 0E 00 32 29 20 4A 65 ...3/3.....2) Je
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00AF90: 00 61 20 02 C0 00 20 00 72 02 C4 00 20 00 65 02 .a ... .r... .e.
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00B030: 0C 00 53 00 33 29 20 4A 65 20 63 6F 6D 70 74 65 ..S.3) Je compte
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00B050: 02 12 00 5D 00 36 20 2B 20 32 20 3D 20 38 20 20 ...].6 + 2 = 8
00B060: 20 20 38 20 2B 20 31 20 28 72 65 74 65 6E 75 65 8 + 1 (retenue
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00B090: 6C 74 61 74 20 65 73 74 20 39 32 33 2E 01 00 55 ltat est 923...U
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00B0B0: 12 FF FF 02 16 00 03 00 03 22 54 61 70 65 20 75 ........."Tape u
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00B0F0: 25 20 08 B0 45 1A 1A 64 65 63 3A 0D CE 00 73 75 % ..E..dec:...su
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00B110: 18 00 59 00 37 20 20 03 22 32 02 5A 00 59 00 03 ..Y.7 ."2.Z.Y..
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00B150: 73 20 3A 20 36 20 2B 20 36 20 3D 20 31 32 02 06 s : 6 + 6 = 12..
00B160: 00 6C 00 4A 65 20 70 6F 73 65 20 32 20 65 74 20 .l.Je pose 2 et
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00B1B0: 00 12 FF FF 02 06 00 0A 00 03 22 43 6C 69 71 75 .........."Cliqu
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00B1F0: 69 65 72 2E 01 00 88 00 4F 00 05 01 7E 00 0B 01 ier.....O...~...
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00B250: 4C 00 2B 00 3B 01 AB 00 0B 1B 00 2E 00 45 00 2E L.+.;........E..
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00B270: 00 32 2F 34 02 06 00 15 00 4A 65 20 63 6F 6D 70 .2/4.....Je comp
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00B290: 36 20 2B 20 36 20 3D 20 31 32 02 06 00 1D 00 4A 6 + 6 = 12.....J
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00B300: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
00B310: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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012500: 4F 00 32 20 02 B3 00 4F 00 63 02 B7 00 4F 00 6D O.2 ...O.c...O.m
012510: 20 3D 20 31 34 20 63 6D 02 0C 00 57 00 03 25 6F = 14 cm...W..%o
012520: 75 02 0C 00 5F 00 03 22 2D 20 03 25 28 4C 03 35 u..._.."- .%(L.5
012530: 20 03 25 2B 03 35 20 03 25 6C 29 20 03 35 71 03 .%+.5 .%l) .5q.
012540: 25 20 32 02 18 00 66 00 03 22 28 35 20 2B 20 32 % 2...f.."(5 + 2
012550: 29 03 25 20 03 32 71 03 22 20 32 20 3D 20 37 20 ).% .2q." 2 = 7
012560: 03 32 71 03 22 20 32 20 3D 20 31 34 02 18 00 70 .2q." 2 = 14...p
012570: 00 50 82 72 69 6D 8A 74 72 65 20 64 75 20 72 65 .P.rim.tre du re
012580: 63 74 61 6E 67 6C 65 20 3D 20 31 34 20 63 6D 20 ctangle = 14 cm
012590: 02 54 00 78 00 50 20 3D 20 31 34 20 63 6D 01 00 .T.x.P = 14 cm..
0125A0: 4C 00 2B 00 3B 01 AB 00 0B 17 00 34 00 60 00 34 L.+.;......4.`.4
0125B0: 00 12 37 00 22 00 6C 00 34 00 02 37 00 22 00 17 ..7.".l.4..7."..
0125C0: 00 34 00 02 5F 00 34 00 6B 00 34 00 02 53 00 11 .4.._.4.k.4..S..
0125D0: 00 95 00 11 00 15 AF 00 2D 00 BE 00 2D 00 15 24 ........-...-..$
0125E0: 00 51 00 57 00 51 00 15 24 00 5B 00 4D 00 5B 00 .Q.W.Q..$.[.M.[.
0125F0: 15 24 00 66 00 52 00 66 00 15 FF FF 02 06 00 00 .$.f.R.f........
012600: 00 03 22 37 02 D8 00 00 00 31 2F 34 02 54 00 08 .."7.....1/4.T..
012610: 00 4C 65 20 74 72 69 61 6E 67 6C 65 02 36 00 19 .Le triangle.6..
012620: 00 42 02 84 00 1D 00 4C 65 20 70 6F 6C 79 67 6F .B.....Le polygo
012630: 6E 65 20 41 42 43 02 84 00 25 00 65 73 74 20 75 ne ABC...%.est u
012640: 6E 20 74 72 69 61 6E 67 6C 65 02 72 00 2D 00 43 n triangle.r.-.C
012650: 20 20 28 74 72 69 20 76 65 75 74 20 64 69 72 65 (tri veut dire
012660: 20 33 29 02 0C 00 31 00 41 02 18 00 3D 00 4C 65 3)...1.A...=.Le
012670: 20 74 72 69 61 6E 67 6C 65 20 65 73 74 20 75 6E triangle est un
012680: 20 70 6F 6C 79 67 6F 6E 65 20 71 75 69 20 61 20 polygone qui a
012690: 3A 02 24 00 49 00 33 20 73 6F 6D 6D 65 74 73 20 :.$.I.3 sommets
0126A0: 3A 20 41 2C 20 42 2C 20 43 2C 02 24 00 53 00 33 : A, B, C,.$.S.3
0126B0: 20 63 93 74 82 73 20 3A 20 41 42 2C 20 42 43 2C c.t.s : AB, BC,
0126C0: 20 41 43 2C 02 65 00 59 00 5E 20 20 5E 20 20 5E AC,.e.Y.^ ^ ^
0126D0: 02 24 00 5E 00 33 20 61 6E 67 6C 65 73 20 3A 20 .$.^.3 angles :
0126E0: 41 2C 20 42 2C 20 43 2E 02 59 00 66 00 28 5E 20 A, B, C..Y.f.(^
0126F0: 76 65 75 74 20 64 69 72 65 20 61 6E 67 6C 65 29 veut dire angle)
012700: 63 61 73 65 73 20 65 74 20 64 65 20 6E 6F 65 75 cases et de noeu
012710: 64 73 02 06 00 18 00 2D 20 4C 65 20 63 6F 75 70 ds.....- Le coup
012720: 6C 65 2E 02 18 00 24 00 41 20 6C 27 61 69 64 65 le....$.A l'aide
012730: 20 64 65 20 64 65 75 78 20 6C 65 74 74 72 65 73 de deux lettres
012740: 20 61 2C 20 62 20 6F 75 20 64 65 02 18 00 2C 00 a, b ou de...,.
012750: 64 65 75 78 20 63 68 69 66 66 72 65 73 20 31 2C deux chiffres 1,
012760: 32 20 6F 75 20 65 6E 63 6F 72 65 20 64 27 75 6E 2 ou encore d'un
012770: 65 02 18 00 34 00 6C 65 74 74 72 65 20 65 74 20 e...4.lettre et
012780: 64 27 75 6E 20 63 68 69 66 66 72 65 2C 20 6F 6E d'un chiffre, on
012790: 20 66 6F 72 6D 65 20 75 6E 02 18 00 3C 00 63 6F forme un...<.co
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0127B0: 32 20 20 33 02 62 00 4C 00 4C 65 20 72 65 70 82 2 3.b.L.Le rep.
0127C0: 72 61 67 65 20 64 27 75 6E 65 20 63 61 73 65 02 rage d'une case.
0127D0: 62 00 54 00 73 65 20 66 61 69 74 20 85 20 6C 27 b.T.se fait . l'
0127E0: 61 69 64 65 20 64 65 20 64 65 02 E4 00 54 00 75 aide de de...T.u
0127F0: 02 E9 00 54 00 78 02 1A 00 56 00 61 02 62 00 5C ...T.x...V.a.b.\
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012820: 20 68 6F 72 69 7A 6F 6E 74 61 6C 02 1A 00 6C 00 horizontal...l.
012830: 63 02 60 00 72 00 2D 20 75 6E 20 72 65 70 8A 72 c.`.r.- un rep.r
012840: 65 20 76 65 72 74 69 63 61 6C 01 00 4C 00 2B 00 e vertical..L.+.
012850: 3B 01 AB 00 0B 1F 00 3A 00 07 00 5C 00 02 07 00 ;......:...\....
012860: 5B 00 26 00 71 00 02 1F 00 3A 00 3E 00 4F 00 02 [.&.q....:.>.O..
012870: 3C 00 4E 00 2E 00 56 00 02 2E 00 55 00 25 00 72 <.N...V....U.%.r
012880: 00 02 2F 00 19 00 BE 00 19 00 15 18 00 28 00 44 ../..........(.D
012890: 00 28 00 15 2A 00 30 00 82 00 30 00 15 8C 00 40 .(..*.0...0....@
0128A0: 00 CE 00 40 00 15 5B 00 48 00 84 00 48 00 15 51 ...@..[.H...H..Q
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0128C0: 15 FF FF 02 06 00 00 00 03 22 32 02 D8 00 00 00 ........."2.....
0128D0: 31 2F 31 02 30 00 10 00 51 75 27 65 73 74 2D 63 1/1.0...Qu'est-c
0128E0: 65 20 71 75 27 75 6E 20 70 6F 6C 79 67 6F 6E 65 e qu'un polygone
0128F0: 20 3F 02 06 00 20 00 4C 65 20 70 6F 6C 79 67 6F ?... .Le polygo
012900: 01 00 4C 00 2B 00 3B 01 AB 00 0B 51 00 49 00 79 ..L.+.;....Q.I.y
012910: 00 49 00 12 64 00 25 00 64 00 52 00 12 64 00 25 .I..d.%.d.R..d.%
012920: 00 79 00 49 00 02 63 00 26 00 51 00 49 00 02 64 .y.I..c.&.Q.I..d
012930: 00 54 00 64 00 56 00 12 64 00 51 00 64 00 55 00 .T.d.V..d.Q.d.U.
012940: 12 65 00 45 00 69 00 45 00 15 69 00 45 00 69 00 .e.E.i.E..i.E.i.
012950: 49 00 15 05 00 63 00 0F 00 63 00 15 3C 00 63 00 I....c...c..<.c.
012960: 95 00 63 00 15 05 00 74 00 5D 00 74 00 15 A1 00 ..c....t.].t....
012970: 74 00 DE 00 74 00 15 18 00 0D 00 89 00 0D 00 15 t...t...........
012980: 71 00 36 00 6D 00 3A 00 02 71 00 39 00 6E 00 3C q.6.m.:..q.9.n.<
012990: 00 02 59 00 36 00 5C 00 3A 00 02 57 00 38 00 5B ..Y.6.\.:..W.8.[
0129A0: 00 3C 00 02 FF FF 02 06 00 00 00 03 22 38 02 D8 .<.........."8..
0129B0: 00 00 00 32 2F 34 02 0C 00 05 00 2D 20 4C 65 20 ...2/4.....- Le
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0129F0: 67 61 75 78 20 65 73 74 02 0C 00 17 00 75 6E 20 gaux est.....un
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012A30: 42 00 43 02 66 00 4B 00 48 02 66 00 53 00 78 02 B.C.f.K.H.f.S.x.
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012B40: 00 38 00 41 42 43 44 45 20 65 73 74 20 75 6E 20 .8.ABCDE est un
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012B60: 00 61 20 35 20 63 93 74 82 73 2E 02 42 00 4A 00 .a 5 c.t.s..B.J.
012B70: 43 02 51 00 50 00 41 42 20 65 73 74 20 75 6E 20 C.Q.P.AB est un
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012C50: 46 00 15 14 00 43 00 14 00 46 00 15 33 00 43 00 F....C...F..3.C.
012C60: 33 00 45 00 15 33 00 46 00 36 00 46 00 15 14 00 3.E..3.F.6.F....
012C70: 5C 00 14 00 5F 00 15 11 00 5C 00 14 00 5C 00 15 \..._....\...\..
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012C90: 00 15 FF FF 02 06 00 00 00 03 22 33 20 02 D8 00 .........."3 ...
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012D20: 46 00 6A 00 46 00 12 40 00 32 00 6A 00 46 00 02 F.j.F..@.2.j.F..
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012D50: 00 4B 00 12 4B 00 33 00 4F 00 37 00 02 4A 00 35 .K..K.3.O.7..J.5
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012D80: 02 57 00 44 00 57 00 48 00 12 FF FF 02 06 00 00 .W.D.W.H........
012D90: 00 03 22 39 02 DE 00 00 00 33 2F 02 E9 00 00 00 .."9.....3/.....
012DA0: 34 02 06 00 08 00 2D 20 4C 65 20 74 72 69 61 6E 4.....- Le trian
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012F10: 2C 20 42 43 2C 20 43 44 2C 20 41 44 20 73 6F 6E , BC, CD, AD son
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012F40: 20 3D 20 42 43 20 3D 20 43 44 20 3D 20 41 44 02 = BC = CD = AD.
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0172E0: 00 4D 00 9E 00 B5 00 A6 00 0A FF FF 02 18 00 00 .M..............
0172F0: 00 03 0C 31 32 03 0B 20 2B 20 03 0C 33 38 03 0B ...12.. + ..38..
017300: 61 6E 74 20 6C 65 73 02 08 00 18 00 32 20 6E 6F ant les.....2 no
017310: 6D 62 72 65 73 20 64 6F 6E 74 20 6C 61 20 73 6F mbres dont la so
017320: 6D 6D 65 20 65 73 74 02 08 00 24 00 82 67 61 6C mme est...$..gal
017330: 65 20 85 20 03 0C 31 30 03 0B 2E 01 00 4C 00 7B e . ..10.....L.{
017340: 00 3B 01 94 00 0A FF FF 02 09 00 08 00 03 0C 35 .;.............5
017350: 20 03 0B 2B 03 0C 20 34 20 03 0B 2B 03 0C 20 35 ..+.. 4 ..+.. 5
017360: 20 03 0B 3D 20 03 0C 28 78 20 03 0B 2B 03 0C 20 ..= ..(x ..+..
017370: 78 29 20 03 0B 2B 03 0C 20 78 20 03 0B 3D 03 0C x) ..+.. x ..=..
017380: 20 31 34 01 00 4C 00 7B 00 3B 01 94 00 0A FF FF 14..L.{.;......
017390: 02 09 00 08 00 03 0C 35 20 03 0B 2B 03 0C 20 34 .......5 ..+.. 4
0173A0: 20 03 0B 2B 03 0C 20 36 20 03 0B 3D 20 03 0C 28 ..+.. 6 ..= ..(
0173B0: 78 20 03 0B 2B 03 0C 20 78 29 20 03 0B 2B 03 0C x ..+.. x) ..+..
0173C0: 20 78 20 03 0B 3D 03 0C 20 31 35 01 00 4C 00 7B x ..=.. 15..L.{
0173D0: 00 3B 01 94 00 0A FF FF 02 09 00 08 00 03 0C 37 .;.............7
0173E0: 20 03 0B 2B 03 0C 20 33 20 03 0B 2B 03 0C 20 39 ..+.. 3 ..+.. 9
0173F0: 20 03 0B 3D 20 03 0C 28 78 20 03 0B 2B 03 0C 20 ..= ..(x ..+..
017400: 78 29 20 03 0B 2B 03 0C 20 78 20 03 0B 3D 03 0C x) ..+.. x ..=..
017410: 20 31 39 01 00 4C 00 7B 00 3B 01 94 00 0A FF FF 19..L.{.;......
017420: 02 09 00 08 00 03 0C 39 20 03 0B 2B 03 0C 20 38 .......9 ..+.. 8
017430: 20 03 0B 2B 03 0C 20 31 20 03 0B 3D 20 03 0C 28 ..+.. 1 ..= ..(
017440: 78 20 03 0B 2B 03 0C 20 78 29 20 03 0B 2B 03 0C x ..+.. x) ..+..
017450: 20 78 20 03 0B 3D 03 0C 20 31 38 01 00 4C 00 7B x ..=.. 18..L.{
017460: 00 3B 01 94 00 0A FF FF 02 09 00 08 00 03 0C 32 .;.............2
017470: 20 03 0B 2B 03 0C 20 37 20 03 0B 2B 03 0C 20 38 ..+.. 7 ..+.. 8
017480: 20 03 0B 3D 20 03 0C 28 78 20 03 0B 2B 03 0C 20 ..= ..(x ..+..
017490: 78 29 20 03 0B 2B 03 0C 20 78 20 03 0B 3D 03 0C x) ..+.. x ..=..
0174A0: 20 31 37 01 00 4C 00 7B 00 3B 01 94 00 0A FF FF 17..L.{.;......
0174B0: 02 09 00 08 00 03 0C 34 20 03 0B 2B 03 0C 20 39 .......4 ..+.. 9
0174C0: 20 03 0B 2B 03 0C 20 36 20 03 0B 3D 20 03 0C 28 ..+.. 6 ..= ..(
0174D0: 78 20 03 0B 2B 03 0C 20 78 29 20 03 0B 2B 03 0C x ..+.. x) ..+..
0174E0: 20 78 20 03 0B 3D 03 0C 20 31 39 01 00 4C 00 7B x ..=.. 19..L.{
0174F0: 00 3B 01 94 00 0A FF FF 02 09 00 08 00 03 0C 31 .;.............1
017500: 20 3D 01 00 4D 00 9E 00 B5 00 A6 00 0A FF FF 02 =..M...........
017510: 18 00 00 00 03 0C 33 36 03 0B 20 2B 20 03 0C 32 ......36.. + ..2
017520: 34 03 0B 20 3D 01 00 4D 00 9E 00 B5 00 A6 00 0A 4.. =..M........
017530: FF FF 02 18 00 00 00 03 0C 36 34 03 0B 20 2B 20 .........64.. +
017540: 03 0C 32 38 03 0B 20 3D 01 00 4D 00 9E 00 B5 00 ..28.. =..M.....
017550: A6 00 0A FF FF 02 18 00 00 00 03 0C 34 35 03 0B ............45..
017560: 20 2B 20 03 0C 33 35 03 0B 20 3D 01 00 4D 00 9E + ..35.. =..M..
017570: 00 B5 00 A6 00 0A FF FF 02 18 00 00 00 03 0C 36 ...............6
017580: 36 03 0B 20 2B 20 03 0C 32 36 03 0B 20 3D 01 00 6.. + ..26.. =..
017590: 4D 00 9E 00 B5 00 A6 00 0A FF FF 02 18 00 00 00 M...............
0175A0: 03 0C 32 30 03 0B 20 2B 20 03 0C 37 38 03 0B 20 ..20.. + ..78..
0175B0: 3D 01 00 4D 00 9E 00 B5 00 A6 00 0A FF FF 02 18 =..M............
0175C0: 00 00 00 03 0C 34 39 03 0B 20 2B 20 03 0C 34 32 .....49.. + ..42
0175D0: 03 0B 20 3D 01 00 4D 00 9E 00 B5 00 A6 00 0A FF .. =..M.........
0175E0: FF 02 18 00 00 00 03 0C 35 37 03 0B 20 2B 20 03 ........57.. + .
0175F0: 0C 32 33 03 0B 20 3D 01 00 4D 00 9E 00 B5 00 A6 .23.. =..M......
017600: 00 0A FF FF 02 18 00 00 00 03 0C 32 36 03 0B 20 ...........26..
017610: 2B 20 03 0C 33 34 03 0B 20 3D 01 00 4D 00 9E 00 + ..34.. =..M...
017620: B5 00 A6 00 0A FF FF 02 18 00 00 00 03 0C 33 38 ..............38
017630: 03 0B 20 2B 20 03 0C 32 33 03 0B 20 3D 01 00 4D .. + ..23.. =..M
017640: 00 9E 00 B5 00 A6 00 0A FF FF 02 18 00 00 00 03 ................
017650: 0C 36 37 03 0B 20 2B 20 03 0C 31 33 03 0B 20 3D .67.. + ..13.. =
017660: 01 00 4C 00 2B 00 3B 01 AB 00 0A FF FF 02 08 00 ..L.+.;.........
017670: 02 00 03 0C 35 20 03 0B 2B 03 0C 20 34 20 03 0B ....5 ..+.. 4 ..
017680: 2B 03 0C 20 35 20 03 0B 65 73 74 20 75 6E 65 20 +.. 5 ..est une
017690: 03 0C 73 6F 6D 6D 65 03 0B 2E 02 08 00 0E 00 50 ..somme........P
0176A0: 6F 75 72 20 63 61 6C 63 75 6C 65 72 20 70 6C 75 our calculer plu
0176B0: 73 20 66 61 63 69 6C 65 6D 65 6E 02 E7 00 0E 00 s facilemen.....
0176C0: 74 02 08 00 16 00 6F 6E 20 72 65 67 72 6F 75 70 t.....on regroup
0176D0: 65 20 6C 65 73 20 32 20 6E 6F 6D 62 72 65 73 02 e les 2 nombres.
0176E0: 08 00 1E 00 64 6F 6E 74 20 6C 61 20 73 6F 6D 6D ....dont la somm
0176F0: 65 20 65 73 74 20 82 67 61 6C 65 20 85 20 31 30 e est .gale . 10
017700: 20 03 0B 2B 03 0C 20 37 20 03 0B 2B 03 0C 20 39 ..+.. 7 ..+.. 9
017710: 20 03 0B 3D 20 03 0C 28 78 20 03 0B 2B 03 0C 20 ..= ..(x ..+..
017720: 78 29 20 03 0B 2B 03 0C 20 78 20 03 0B 3D 03 0C x) ..+.. x ..=..
017730: 20 31 37 01 00 4C 00 7B 00 3B 01 94 00 0A FF FF 17..L.{.;......
017740: 02 09 00 08 00 03 0C 33 20 03 0B 2B 03 0C 20 36 .......3 ..+.. 6
017750: 20 03 0B 2B 03 0C 20 37 20 03 0B 3D 20 03 0C 28 ..+.. 7 ..= ..(
017760: 78 20 03 0B 2B 03 0C 20 78 29 20 03 0B 2B 03 0C x ..+.. x) ..+..
017770: 20 78 20 03 0B 3D 03 0C 20 31 36 01 00 4C 00 7B x ..=.. 16..L.{
017780: 00 3B 01 94 00 0A FF FF 02 09 00 08 00 03 0C 36 .;.............6
017790: 20 03 0B 2B 03 0C 20 34 20 03 0B 2B 03 0C 20 39 ..+.. 4 ..+.. 9
0177A0: 20 03 0B 3D 20 03 0C 28 78 20 03 0B 2B 03 0C 20 ..= ..(x ..+..
0177B0: 78 29 20 03 0B 2B 03 0C 20 78 20 03 0B 3D 03 0C x) ..+.. x ..=..
0177C0: 20 31 39 01 00 4C 00 7B 00 3B 01 94 00 0A FF FF 19..L.{.;......
0177D0: 02 09 00 08 00 03 0C 38 20 03 0B 2B 03 0C 20 32 .......8 ..+.. 2
0177E0: 20 03 0B 2B 03 0C 20 35 20 03 0B 3D 20 03 0C 28 ..+.. 5 ..= ..(
0177F0: 78 20 03 0B 2B 03 0C 20 78 29 20 03 0B 2B 03 0C x ..+.. x) ..+..
017800: 20 78 20 03 0B 3D 03 0C 20 31 35 01 00 4C 00 2B x ..=.. 15..L.+
017810: 00 3B 01 AB 00 0A FF FF 02 24 00 03 00 03 0C 50 .;.......$.....P
017820: 61 72 6D 69 20 6C 65 73 20 70 6C 75 73 20 67 72 armi les plus gr
017830: 61 6E 64 73 20 02 0C 00 0B 00 64 6F 6D 70 74 65 ands .....dompte
017840: 75 72 73 20 64 65 20 6C 27 68 69 73 74 6F 69 72 urs de l'histoir
017850: 65 20 64 75 02 08 00 13 00 63 69 72 71 75 65 2C e du.....cirque,
017860: 02 44 00 13 00 6C 27 75 6E 20 64 27 65 75 78 20 .D...l'un d'eux
017870: 70 72 82 73 65 6E 74 61 69 74 02 0C 00 1B 00 75 pr.sentait.....u
017880: 6E 20 6E 75 6D 82 72 6F 20 61 76 65 63 20 32 37 n num.ro avec 27
017890: 20 6C 69 6F 6E 73 20 65 74 20 02 21 00 23 00 75 lions et .!.#.u
0178A0: 6E 20 61 75 74 72 65 20 61 76 65 63 20 38 30 20 n autre avec 80
0178B0: 6F 75 72 73 2E 01 00 4C 00 5B 00 3B 01 71 00 0A ours...L.[.;.q..
0178C0: FF FF 02 08 00 00 00 03 0B 43 6F 6D 70 6C 8A 74 .........Compl.t
0178D0: 65 20 6C 65 73 20 82 67 61 6C 69 74 82 73 2E 02 e les .galit.s..
0178E0: 08 00 0C 00 45 63 72 69 73 20 74 61 20 72 82 70 ....Ecris ta r.p
0178F0: 6F 6E 73 65 2E 01 00 4C 00 78 00 3B 01 91 00 0A onse...L.x.;....
017900: 2E 02 08 00 26 00 45 74 20 6F 6E 20 61 6A 6F 75 ....&.Et on ajou
017910: 74 65 20 6C 65 20 33 8A 6D 65 20 6E 6F 6D 62 72 te le 3.me nombr
017920: 65 2E 02 08 00 32 00 45 78 65 6D 70 6C 65 20 3A e....2.Exemple :
017930: 02 50 00 3E 00 03 0C 38 20 03 0B 2B 03 0C 20 34 .P.>...8 ..+.. 4
017940: 20 03 0B 2B 03 0C 20 32 20 02 08 00 4A 00 03 0B ..+.. 2 ...J...
017950: 4A 65 20 73 61 69 73 20 71 75 65 20 38 20 2B 20 Je sais que 8 +
017960: 32 20 3D 20 31 30 2E 02 08 00 56 00 50 75 69 73 2 = 10....V.Puis
017970: 20 6A 27 61 6A 6F 75 74 65 20 34 2D 2D 3E 31 30 j'ajoute 4-->10
017980: 20 2B 20 34 20 3D 20 31 02 E7 00 56 00 34 02 10 + 4 = 1...V.4..
017990: 00 62 00 03 0C 31 2B 39 3D 31 30 20 20 20 20 34 .b...1+9=10 4
0179A0: 2B 36 3D 31 30 20 20 20 20 37 2B 33 3D 31 30 02 +6=10 7+3=10.
0179B0: 10 00 6A 00 32 2B 38 3D 31 30 20 20 20 20 35 2B ..j.2+8=10 5+
0179C0: 35 3D 31 30 20 20 20 20 38 2B 32 3D 31 30 02 10 5=10 8+2=10..
0179D0: 00 72 00 33 2B 37 3D 31 30 20 20 20 20 36 2B 34 .r.3+7=10 6+4
0179E0: 3D 31 30 20 20 20 20 39 2B 31 3D 31 30 01 00 4C =10 9+1=10..L
0179F0: 00 2B 00 3B 01 AB 00 0A FF FF 02 00 00 02 00 03 .+.;............
017A00: 0B 56 6F 69 63 69 20 75 6E 65 20 73 6F 6D 6D 65 .Voici une somme
017A10: 20 64 65 03 0C 20 03 0B 32 20 6E 6F 6D 62 72 65 de.. ..2 nombre
017A20: 73 02 E7 00 02 00 3A 02 65 00 0E 00 03 0C 36 20 s.....:.e.....6
017A30: 2B 20 38 20 02 08 00 19 00 03 0B 4F 6E 20 70 65 + 8 .......On pe
017A40: 75 74 20 82 63 72 69 72 65 20 36 20 2B 20 38 20 ut .crire 6 + 8
017A50: 3D 20 38 20 2B 20 36 02 08 00 25 00 44 65 20 6D = 8 + 6...%.De m
017A60: 88 6D 65 20 3A 02 50 00 30 00 03 0C 32 20 2B 20 .me :.P.0...2 +
017A70: 33 20 2B 20 34 03 0B 20 02 6C 00 3C 00 6F 75 02 3 + 4.. .l.<.ou.
017A80: 50 00 48 00 03 0C 33 20 2B 20 34 20 2B 20 32 02 P.H...3 + 4 + 2.
017A90: 6C 00 54 00 03 0B 6F 75 02 50 00 60 00 03 0C 34 l.T...ou.P.`...4
017AA0: 20 2B 20 32 20 2B 20 33 02 08 00 6B 00 03 0B 4F + 2 + 3...k...O
017AB0: 6E 20 64 69 74 20 71 75 65 20 6C 27 61 64 64 69 n dit que l'addi
017AC0: 74 69 6F 6E 20 65 73 74 02 08 00 77 00 03 0C 63 tion est...w...c
017AD0: 6F 6D 6D 75 74 61 74 69 76 65 03 0B 2E 01 00 4C ommutative.....L
017AE0: 00 2B 00 3B 01 AB 00 0A 5A 00 6B 00 87 00 7F 00 .+.;....Z.k.....
017AF0: 1B 5A 00 75 00 87 00 75 00 1B 70 00 6B 00 70 00 .Z.u...u..p.k.p.
017B00: FF FF 02 2C 00 08 00 03 0C 32 31 20 03 0B 2B 03 ...,.....21 ..+.
017B10: 0C 20 33 36 20 3D 20 78 78 20 03 0B 2B 20 03 0C . 36 = xx ..+ ..
017B20: 32 31 01 00 4C 00 78 00 3B 01 91 00 0A FF FF 02 21..L.x.;.......
017B30: 2C 00 08 00 03 0C 31 37 20 03 0B 2B 03 0C 20 78 ,.....17 ..+.. x
017B40: 78 20 3D 20 32 34 20 03 0B 2B 20 03 0C 31 37 01 x = 24 ..+ ..17.
017B50: 00 4C 00 78 00 3B 01 91 00 0A FF FF 02 2C 00 08 .L.x.;.......,..
017B60: 00 03 0C 33 36 20 03 0B 2B 03 0C 20 32 31 20 3D ...36 ..+.. 21 =
017B70: 20 32 31 20 03 0B 2B 20 03 0C 78 78 01 00 4C 00 21 ..+ ..xx..L.
017B80: 78 00 3B 01 91 00 0A FF FF 02 2C 00 08 00 03 0C x.;.......,.....
017B90: 31 34 20 03 0B 2B 03 0C 20 31 36 20 3D 20 78 78 14 ..+.. 16 = xx
017BA0: 20 03 0B 2B 20 03 0C 31 34 01 00 4C 00 78 00 3B ..+ ..14..L.x.;
017BB0: 01 91 00 0A FF FF 02 2C 00 08 00 03 0C 34 36 20 .......,.....46
017BC0: 03 0B 2B 03 0C 20 31 33 20 3D 20 31 33 20 03 0B ..+.. 13 = 13 ..
017BD0: 2B 20 03 0C 78 78 01 00 4C 00 78 00 3B 01 91 00 + ..xx..L.x.;...
017BE0: 0A FF FF 02 2C 00 08 00 03 0C 35 39 20 03 0B 2B ....,.....59 ..+
017BF0: 03 0C 20 31 36 20 3D 20 31 36 20 03 0B 2B 20 03 .. 16 = 16 ..+ .
017C00: 0C 78 78 01 00 4C 00 78 00 3B 01 91 00 0A FF FF .xx..L.x.;......
017C10: 02 32 00 08 00 03 0C 38 34 20 03 0B 2B 03 0C 20 .2.....84 ..+..
017C20: 38 20 3D 20 38 20 03 0B 2B 20 03 0C 78 78 01 00 8 = 8 ..+ ..xx..
017C30: 4C 00 78 00 3B 01 91 00 0A FF FF 02 2C 00 08 00 L.x.;.......,...
017C40: 03 0C 37 31 20 03 0B 2B 03 0C 20 31 33 20 3D 20 ..71 ..+.. 13 =
017C50: 31 33 20 03 0B 2B 20 03 0C 78 78 01 00 4C 00 78 13 ..+ ..xx..L.x
017C60: 00 3B 01 91 00 0A FF FF 02 2C 00 08 00 03 0C 33 .;.......,.....3
017C70: 33 20 03 0B 2B 03 0C 20 33 35 20 3D 20 33 35 20 3 ..+.. 35 = 35
017C80: 03 0B 2B 20 03 0C 78 78 01 00 4C 00 78 00 3B 01 ..+ ..xx..L.x.;.
017C90: 91 00 0A FF FF 02 2C 00 08 00 03 0C 78 78 20 03 ......,.....xx .
017CA0: 0B 2B 03 0C 20 32 30 20 3D 20 32 30 20 03 0B 2B .+.. 20 = 20 ..+
017CB0: 20 03 0C 33 39 01 00 4C 00 2B 00 3B 01 AB 00 0A ..39..L.+.;....
017CC0: FF FF 02 18 00 03 00 03 0C 4F 6E 20 6E 65 20 64 .........On ne d
017CD0: 72 65 73 73 65 20 70 61 73 20 71 75 65 20 64 65 resse pas que de
017CE0: 73 20 02 1C 00 0B 00 66 61 75 76 65 73 2E 20 54 s .....fauves. T
017CF0: 6F 75 73 20 6C 65 73 20 67 72 61 6E 64 73 02 04 ous les grands..
017D00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
017D10: 14 00 01 00 02 09 50 E5 14 00 C1 02 00 00 00 02 ......P.........
017D20: 14 00 C6 02 00 00 00 02 14 00 C2 02 00 00 00 02 ................
017D30: 14 00 C7 02 00 00 00 02 14 00 C3 02 00 00 00 02 ................
017D40: 14 00 C8 02 00 00 00 02 14 00 C4 02 00 00 00 02 ................
017D50: 14 00 C9 02 00 00 00 02 14 00 C5 02 00 00 00 02 ................
017D60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D80: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D90: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DA0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DB0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DC0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DD0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DE0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DF0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017E00: 7F 00 1B FF FF 02 08 00 04 00 03 0B 32 35 20 2B ............25 +
017E10: 20 31 34 20 65 73 74 20 75 6E 65 20 03 0C 61 64 14 est une ..ad
017E20: 64 69 74 69 6F 6E 03 0B 2E 02 08 00 0E 00 50 6F dition........Po
017E30: 75 72 20 6C 27 65 66 66 65 63 74 75 65 72 20 3A ur l'effectuer :
017E40: 02 08 00 16 00 74 75 20 63 6F 6D 70 74 65 73 20 .....tu comptes
017E50: 64 27 61 62 6F 72 64 20 6C 65 73 20 75 6E 69 74 d'abord les unit
017E60: 82 73 02 08 00 1E 00 71 75 65 20 74 75 20 70 6C .s.....que tu pl
017E70: 61 63 65 73 20 64 61 6E 73 20 6C 61 20 63 6F 6C aces dans la col
017E80: 6F 6E 6E 65 02 08 00 26 00 64 65 73 20 75 6E 69 onne...&.des uni
017E90: 74 82 73 2E 02 08 00 32 00 54 75 20 63 6F 6D 70 t.s....2.Tu comp
017EA0: 74 65 73 20 65 6E 73 75 69 74 65 20 6C 65 02 AF tes ensuite le..
017EB0: 00 32 00 73 02 08 00 3A 00 64 69 7A 61 69 6E 65 .2.s...:.dizaine
017EC0: 73 20 71 75 65 20 74 75 20 70 6C 61 63 65 73 20 s que tu places
017ED0: 64 61 6E 73 02 08 00 42 00 6C 61 20 63 6F 6C 6F dans...B.la colo
017EE0: 6E 6E 65 20 64 65 73 20 64 69 7A 61 69 6E 65 73 nne des dizaines
017EF0: 2E 02 08 00 4E 00 45 78 65 6D 70 6C 65 20 3A 20 ....N.Exemple :
017F00: 03 0C 33 03 0B 33 03 0C 20 2B 20 31 03 0B 32 03 ..3..3.. + 1..2.
017F10: 0C 20 2B 20 32 03 0B 34 02 08 00 58 00 33 20 2B . + 2..4...X.3 +
017F20: 20 32 20 2B 20 34 20 3D 20 39 20 75 6E 69 74 82 2 + 4 = 9 unit.
017F30: 73 2E 02 08 00 62 00 03 0C 33 20 2B 20 31 20 2B s....b...3 + 1 +
017F40: 20 32 20 3D 20 36 20 64 69 7A 61 69 6E 65 73 2E 2 = 6 dizaines.
017F50: 02 5F 00 6D 00 64 02 78 00 6D 00 03 0B 75 02 60 ._.m.d.x.m...u.`
017F60: 00 77 00 03 0C 36 02 79 00 77 00 03 0B 39 01 00 .w...6.y.w...9..
017F70: 4C 00 2B 00 3B 01 AB 00 0A 07 00 36 00 A7 00 36 L.+.;......6...6
017F80: 00 1B 07 00 5E 00 B7 00 5E 00 1B 07 00 7D 00 48 ....^...^....}.H
017F90: 00 7D 00 1B FF FF 02 08 00 02 00 03 0B 45 78 65 .}...........Exe
017FA0: 6D 70 6C 65 20 3A 20 20 20 20 03 0C 33 03 0B 20 mple : ..3..
017FB0: 36 02 5C 00 0C 00 2B 02 70 00 0C 00 03 0C 31 20 6.\...+.p.....1
017FC0: 03 0B 34 02 08 00 19 00 03 0C 33 03 0B 36 20 3D ..4.......3..6 =
017FD0: 20 03 0C 33 20 64 69 7A 61 69 6E 65 73 03 0B 20 ..3 dizaines..
017FE0: 02 87 00 19 00 65 74 20 20 02 A0 00 19 00 36 02 .....et .....6.
017FF0: AF 00 19 00 75 6E 69 74 82 73 2E 20 02 08 00 21 ....unit.s. ...!
018000: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018010: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018020: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018030: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018040: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018050: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018060: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018070: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018080: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018090: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0180F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018100: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018110: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018120: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018130: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018140: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018150: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018160: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018170: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018180: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
018190: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0181A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0181B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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01ACD0: 74 20 4C 82 6F 74 61 72 64 20 75 74 69 6C 69 73 t L.otard utilis
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01AD30: 73 20 6D 75 6C 74 69 70 6C 69 63 61 74 69 6F 6E s multiplication
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01AD50: 73 20 6C 65 20 63 68 69 66 66 72 65 20 71 75 69 s le chiffre qui
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01DFF0: 00 0A FF FF 02 40 00 00 00 03 0B 39 38 20 2D 20 .....@.....98 -
01E000: 35 35 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 55 = xx..L...;..
01E010: 00 0A FF FF 02 48 00 00 00 03 0B 33 39 20 2D 20 .....H.....39 -
01E020: 36 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 6 = xx..L...;...
01E030: 0A FF FF 02 40 00 00 00 03 0B 38 35 20 2D 20 31 ....@.....85 - 1
01E040: 34 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 4 = xx..L...;...
01E050: 0A FF FF 02 40 00 00 00 03 0B 31 38 20 2D 20 31 ....@.....18 - 1
01E060: 32 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 2 = xx..L...;...
01E070: 0A FF FF 02 40 00 00 00 03 0B 36 39 20 2D 20 32 ....@.....69 - 2
01E080: 31 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 1 = xx..L...;...
01E090: 0A FF FF 02 40 00 00 00 03 0B 37 37 20 2D 20 31 ....@.....77 - 1
01E0A0: 35 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 5 = xx..L...;...
01E0B0: 0A FF FF 02 40 00 00 00 03 0B 37 38 20 2D 20 34 ....@.....78 - 4
01E0C0: 34 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 4 = xx..L...;...
01E0D0: 0A FF FF 02 40 00 00 00 03 0B 39 36 20 2D 20 33 ....@.....96 - 3
01E0E0: 36 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 6 = xx..L...;...
01E0F0: 0A FF FF 02 40 00 00 00 03 0B 33 39 20 2D 20 31 ....@.....39 - 1
01E100: 03 0B 2B 20 78 78 20 3D 20 03 0C 39 35 03 0B 20 ..+ xx = ..95..
01E110: 01 00 4C 00 98 00 3B 01 A2 00 0A FF FF 02 3E 00 ..L...;.......>.
01E120: 00 00 03 0C 35 33 20 03 0B 2B 20 78 78 20 3D 20 ....53 ..+ xx =
01E130: 03 0C 38 34 03 0B 20 01 00 4C 00 98 00 3B 01 A2 ..84.. ..L...;..
01E140: 00 0A FF FF 02 3E 00 00 00 03 0C 36 35 20 03 0B .....>.....65 ..
01E150: 2B 20 78 78 20 3D 20 03 0C 39 38 03 0B 20 01 00 + xx = ..98.. ..
01E160: 4C 00 98 00 3B 01 A2 00 0A FF FF 02 36 00 00 00 L...;.......6...
01E170: 03 0C 31 33 31 20 03 0B 2B 20 78 78 20 3D 20 03 ..131 ..+ xx = .
01E180: 0C 31 37 35 03 0B 20 01 00 4C 00 98 00 3B 01 A2 .175.. ..L...;..
01E190: 00 0A FF FF 02 36 00 00 00 03 0C 31 32 37 20 03 .....6.....127 .
01E1A0: 0B 2B 20 78 78 20 3D 20 03 0C 31 35 39 03 0B 20 .+ xx = ..159..
01E1B0: 01 00 4C 00 98 00 3B 01 A2 00 0A FF FF 02 36 00 ..L...;.......6.
01E1C0: 00 00 03 0C 32 33 34 20 03 0B 2B 20 78 78 20 3D ....234 ..+ xx =
01E1D0: 20 03 0C 32 34 38 03 0B 20 01 00 4C 00 98 00 3B ..248.. ..L...;
01E1E0: 01 A2 00 0A FF FF 02 36 00 00 00 03 0C 31 30 32 .......6.....102
01E1F0: 20 03 0B 2B 20 78 78 20 3D 20 03 0C 31 30 39 03 ..+ xx = ..109.
01E200: 0B 20 01 00 4C 00 58 00 3B 01 71 00 0A FF FF 02 . ..L.X.;.q.....
01E210: 08 00 00 00 03 0C 31 30 20 03 0B 63 68 65 76 61 ......10 ..cheva
01E220: 75 78 20 76 6F 6E 74 20 66 61 69 72 65 20 75 6E ux vont faire un
01E230: 02 08 00 08 00 6E 75 6D 82 72 6F 2E 20 03 0C 38 .....num.ro. ..8
01E240: 20 03 0B 63 68 65 76 61 75 78 20 73 6F 6E 74 20 ..chevaux sont
01E250: 64 82 6A 85 02 08 00 10 00 73 75 72 20 6C 61 20 d.j......sur la
01E260: 70 69 73 74 65 2E 01 00 4C 00 58 00 3B 01 71 00 piste...L.X.;.q.
01E270: 0A FF FF 02 08 00 00 00 03 0C 32 33 20 03 0B 63 ..........23 ..c
01E280: 68 65 76 61 75 78 20 76 6F 6E 74 20 66 61 69 72 hevaux vont fair
01E290: 65 20 75 6E 02 08 00 08 00 6E 75 6D 82 72 6F 2E e un.....num.ro.
01E2A0: 20 03 0C 31 32 20 03 0B 63 68 65 76 61 75 78 20 ..12 ..chevaux
01E2B0: 73 6F 6E 74 20 64 82 6A 85 02 08 00 10 00 73 75 sont d.j......su
01E2C0: 72 20 6C 61 20 70 69 73 74 65 2E 01 00 4C 00 58 r la piste...L.X
01E2D0: 00 3B 01 71 00 0A FF FF 02 08 00 00 00 03 0C 36 .;.q...........6
01E2E0: 35 20 03 0B 63 68 65 76 61 75 78 20 76 6F 6E 74 5 ..chevaux vont
01E2F0: 20 66 61 69 72 65 20 75 6E 02 08 00 08 00 6E 75 faire un.....nu
01E300: 37 20 3D 20 78 78 01 00 4C 00 89 00 3B 01 95 00 7 = xx..L...;...
01E310: 0A FF FF 02 40 00 00 00 03 0B 34 38 20 2D 20 33 ....@.....48 - 3
01E320: 37 20 3D 20 78 78 01 00 4C 00 2B 00 3B 01 AB 00 7 = xx..L.+.;...
01E330: 0A FF FF 02 10 00 03 00 03 0C 4C 65 20 66 6F 6E ..........Le fon
01E340: 64 61 74 65 75 72 20 64 75 20 63 69 72 71 75 65 dateur du cirque
01E350: 2C 20 6C 65 02 10 00 0B 00 6D 61 6A 6F 72 20 41 , le.....major A
01E360: 73 74 6C 65 79 2C 20 70 6F 73 73 82 64 61 69 74 stley, poss.dait
01E370: 20 75 6E 02 3F 00 13 00 63 68 65 76 61 6C 20 73 un.?...cheval s
01E380: 61 76 61 6E 74 2E 01 00 4C 00 52 00 3B 01 78 00 avant...L.R.;.x.
01E390: 0A FF FF 02 08 00 00 00 03 0B 45 66 66 65 63 74 ..........Effect
01E3A0: 75 65 20 6C 61 20 73 6F 75 73 74 72 61 63 74 69 ue la soustracti
01E3B0: 6F 6E 2E 02 08 00 10 00 50 75 69 73 20 82 63 72 on......Puis .cr
01E3C0: 69 73 20 74 61 20 72 82 70 6F 6E 73 65 2E 01 00 is ta r.ponse...
01E3D0: 4C 00 89 00 3B 01 95 00 0A FF FF 02 45 00 00 00 L...;.......E...
01E3E0: 03 0B 38 34 20 2D 20 33 32 20 3D 20 78 78 78 01 ..84 - 32 = xxx.
01E3F0: 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 45 00 00 .L...;.......E..
01E400: 00 03 0B 38 39 20 2D 20 35 37 20 3D 20 78 78 78 ...89 - 57 = xxx
01E410: 01 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 45 00 ..L...;.......E.
01E420: 00 00 03 0B 36 36 20 2D 20 34 31 20 3D 20 78 78 ....66 - 41 = xx
01E430: 78 01 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 45 x..L...;.......E
01E440: 00 00 00 03 0B 39 33 20 2D 20 36 32 20 3D 20 78 .....93 - 62 = x
01E450: 78 78 01 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 xx..L...;.......
01E460: 3D 00 00 00 03 0B 32 34 35 20 2D 20 31 34 20 3D =.....245 - 14 =
01E470: 20 78 78 78 01 00 4C 00 89 00 3B 01 95 00 0A FF xxx..L...;.....
01E480: FF 02 45 00 00 00 03 0B 38 33 20 2D 20 31 34 20 ..E.....83 - 14
01E490: 3D 20 78 78 78 01 00 4C 00 89 00 3B 01 95 00 0A = xxx..L...;....
01E4A0: FF FF 02 35 00 00 00 03 0B 32 33 33 20 2D 20 31 ...5.....233 - 1
01E4B0: 32 35 20 3D 20 78 78 78 01 00 4C 00 89 00 3B 01 25 = xxx..L...;.
01E4C0: 95 00 0A FF FF 02 35 00 00 00 03 0B 36 38 33 20 ......5.....683
01E4D0: 2D 20 32 39 31 20 3D 20 78 78 78 01 00 4C 00 89 - 291 = xxx..L..
01E4E0: 00 3B 01 95 00 0A FF FF 02 3D 00 00 00 03 0B 31 .;.......=.....1
01E4F0: 37 31 20 2D 20 32 31 20 3D 20 78 78 78 01 00 4C 71 - 21 = xxx..L
01E500: 6D 82 72 6F 2E 20 03 0C 32 34 20 03 0B 63 68 65 m.ro. ..24 ..che
01E510: 76 61 75 78 20 73 6F 6E 74 20 64 82 6A 85 02 08 vaux sont d.j...
01E520: 00 10 00 73 75 72 20 6C 61 20 70 69 73 74 65 2E ...sur la piste.
01E530: 01 00 4C 00 58 00 3B 01 71 00 0A FF FF 02 08 00 ..L.X.;.q.......
01E540: 00 00 03 0C 39 35 20 03 0B 63 68 65 76 61 75 78 ....95 ..chevaux
01E550: 20 76 6F 6E 74 20 66 61 69 72 65 20 75 6E 02 08 vont faire un..
01E560: 00 08 00 6E 75 6D 82 72 6F 2E 20 03 0C 37 32 20 ...num.ro. ..72
01E570: 03 0B 63 68 65 76 61 75 78 20 73 6F 6E 74 20 64 ..chevaux sont d
01E580: 82 6A 85 02 08 00 10 00 73 75 72 20 6C 61 20 70 .j......sur la p
01E590: 69 73 74 65 2E 01 00 4C 00 58 00 3B 01 71 00 0A iste...L.X.;.q..
01E5A0: FF FF 02 08 00 00 00 03 0C 38 34 20 03 0B 63 68 .........84 ..ch
01E5B0: 65 76 61 75 78 20 76 6F 6E 74 20 66 61 69 72 65 evaux vont faire
01E5C0: 20 75 6E 02 08 00 08 00 6E 75 6D 82 72 6F 2E 20 un.....num.ro.
01E5D0: 03 0C 35 33 20 03 0B 63 68 65 76 61 75 78 20 73 ..53 ..chevaux s
01E5E0: 6F 6E 74 20 64 82 6A 85 02 08 00 10 00 73 75 72 ont d.j......sur
01E5F0: 20 6C 61 20 70 69 73 74 65 2E 01 00 4C 00 58 00 la piste...L.X.
01E600: 3B 01 71 00 0A FF FF 02 08 00 00 00 03 0C 39 38 ;.q...........98
01E610: 20 03 0B 63 68 65 76 61 75 78 20 76 6F 6E 74 20 ..chevaux vont
01E620: 66 61 69 72 65 20 75 6E 02 08 00 08 00 6E 75 6D faire un.....num
01E630: 82 72 6F 2E 20 03 0C 36 35 20 03 0B 63 68 65 76 .ro. ..65 ..chev
01E640: 61 75 78 20 73 6F 6E 74 20 64 82 6A 85 02 08 00 aux sont d.j....
01E650: 10 00 73 75 72 20 6C 61 20 70 69 73 74 65 2E 01 ..sur la piste..
01E660: 00 4C 00 58 00 3B 01 71 00 0A FF FF 02 08 00 00 .L.X.;.q........
01E670: 00 03 0C 31 37 35 20 03 0B 63 68 65 76 61 75 78 ...175 ..chevaux
01E680: 20 76 6F 6E 74 20 66 61 69 72 65 20 75 6E 02 08 vont faire un..
01E690: 00 08 00 6E 75 6D 82 72 6F 2E 20 03 0C 31 33 31 ...num.ro. ..131
01E6A0: 20 03 0B 63 68 65 76 61 75 78 20 73 6F 6E 74 20 ..chevaux sont
01E6B0: 64 82 6A 85 02 08 00 10 00 73 75 72 20 6C 61 20 d.j......sur la
01E6C0: 70 69 73 74 65 2E 01 00 4C 00 58 00 3B 01 71 00 piste...L.X.;.q.
01E6D0: 0A FF FF 02 08 00 00 00 03 0C 31 35 39 20 03 0B ..........159 ..
01E6E0: 63 68 65 76 61 75 78 20 76 6F 6E 74 20 66 61 69 chevaux vont fai
01E6F0: 72 65 20 75 6E 02 08 00 08 00 6E 75 6D 82 72 6F re un.....num.ro
01E700: 00 2B 00 3B 01 AB 00 0A FF FF 02 12 00 03 00 03 .+.;............
01E710: 0C 4C 65 20 63 68 65 76 61 6C 20 64 75 20 6D 61 .Le cheval du ma
01E720: 6A 6F 72 20 41 73 74 6C 65 79 02 23 00 0B 00 61 jor Astley.#...a
01E730: 6D 75 73 61 69 74 20 6C 65 73 20 66 6F 75 6C 65 musait les foule
01E740: 73 20 65 6E 20 02 08 00 13 00 69 6E 64 69 71 75 s en .....indiqu
01E750: 61 6E 74 20 6C 65 20 6A 6F 75 72 20 65 74 20 6C ant le jour et l
01E760: 27 68 65 75 72 65 02 1A 00 1B 00 70 61 72 20 64 'heure.....par d
01E770: 65 73 20 63 6F 75 70 73 20 64 65 20 73 61 62 6F es coups de sabo
01E780: 74 2E 01 00 4C 00 55 00 3B 01 9F 00 0A FF FF 02 t...L.U.;.......
01E790: 08 00 00 00 03 0B 4C 65 20 70 61 72 6B 69 6E 67 ......Le parking
01E7A0: 20 64 75 20 73 75 70 65 72 6D 61 72 63 68 82 02 du supermarch..
01E7B0: 08 00 0C 00 63 6F 6E 74 69 65 6E 74 20 78 78 78 ....contient xxx
01E7C0: 20 70 6C 61 63 65 73 2E 02 08 00 18 00 78 78 78 places......xxx
01E7D0: 20 70 6C 61 63 65 73 20 73 6F 6E 74 20 6F 63 63 places sont occ
01E7E0: 75 70 82 65 73 2E 02 08 00 24 00 03 0C 43 6F 6D up.es....$...Com
01E7F0: 62 69 65 6E 20 72 65 73 74 65 2D 74 2D 69 6C 20 bien reste-t-il
01E800: 64 65 20 70 6C 61 63 65 73 02 08 00 30 00 6C 69 de places...0.li
01E810: 62 72 65 73 20 3F 02 4F 00 40 00 78 78 78 20 70 bres ?.O.@.xxx p
01E820: 6C 61 63 65 73 01 00 4C 00 2B 00 3B 01 AB 00 0A laces..L.+.;....
01E830: FF FF 02 56 00 08 00 03 0C 50 52 4F 42 4C 45 4D ...V.....PROBLEM
01E840: 45 02 08 00 1C 00 03 0B 41 75 20 73 75 70 65 72 E.......Au super
01E850: 6D 61 72 63 68 82 2C 20 6D 61 6D 61 6E 20 61 63 march., maman ac
01E860: 68 8A 74 65 02 08 00 28 00 75 6E 20 72 61 64 69 h.te...(.un radi
01E870: 6F 2D 72 82 76 65 69 6C 20 85 20 31 37 35 20 46 o-r.veil . 175 F
01E880: 2C 02 08 00 34 00 65 74 20 75 6E 65 20 63 61 73 ,...4.et une cas
01E890: 73 65 74 74 65 20 85 20 36 35 20 46 2E 02 08 00 sette . 65 F....
01E8A0: 40 00 45 6C 6C 65 20 64 6F 6E 6E 65 20 32 35 30 @.Elle donne 250
01E8B0: 20 46 2E 02 08 00 50 00 03 0C 43 6F 6D 62 69 65 F....P...Combie
01E8C0: 6E 20 64 6F 69 74 2D 6F 6E 20 6C 75 69 20 72 65 n doit-on lui re
01E8D0: 6E 64 72 65 20 3F 02 6A 00 68 00 66 72 61 6E 63 ndre ?.j.h.franc
01E8E0: 73 01 00 4C 00 2B 00 3B 01 AB 00 0A 03 00 3C 00 s..L.+.;......<.
01E8F0: E9 00 3C 00 1B FF FF 02 50 00 04 00 03 0B 35 20 ..<.....P.....5
01E900: 2E 20 03 0C 31 32 37 20 03 0B 63 68 65 76 61 75 . ..127 ..chevau
01E910: 78 20 73 6F 6E 74 20 64 82 6A 85 02 08 00 10 00 x sont d.j......
01E920: 73 75 72 20 6C 61 20 70 69 73 74 65 2E 01 00 4C sur la piste...L
01E930: 00 58 00 3B 01 71 00 0A FF FF 02 08 00 00 00 03 .X.;.q..........
01E940: 0C 32 34 38 20 03 0B 63 68 65 76 61 75 78 20 76 .248 ..chevaux v
01E950: 6F 6E 74 20 66 61 69 72 65 20 75 6E 02 08 00 08 ont faire un....
01E960: 00 6E 75 6D 82 72 6F 2E 20 03 0C 32 33 34 20 03 .num.ro. ..234 .
01E970: 0B 63 68 65 76 61 75 78 20 73 6F 6E 74 20 64 82 .chevaux sont d.
01E980: 6A 85 02 08 00 10 00 73 75 72 20 6C 61 20 70 69 j......sur la pi
01E990: 73 74 65 2E 01 00 4C 00 58 00 3B 01 71 00 0A FF ste...L.X.;.q...
01E9A0: FF 02 08 00 00 00 03 0C 31 30 39 20 03 0B 63 68 ........109 ..ch
01E9B0: 65 76 61 75 78 20 76 6F 6E 74 20 66 61 69 72 65 evaux vont faire
01E9C0: 20 75 6E 02 08 00 08 00 6E 75 6D 82 72 6F 2E 20 un.....num.ro.
01E9D0: 03 0C 31 30 32 20 03 0B 63 68 65 76 61 75 78 20 ..102 ..chevaux
01E9E0: 73 6F 6E 74 20 64 82 6A 85 02 08 00 10 00 73 75 sont d.j......su
01E9F0: 72 20 6C 61 20 70 69 73 74 65 2E 01 00 4C 00 2B r la piste...L.+
01EA00: 00 3B 01 AB 00 0A FF FF 02 1C 00 03 00 03 0C 4C .;.............L
01EA10: 65 73 20 61 63 72 6F 62 61 74 69 65 73 20 85 20 es acrobaties .
01EA20: 63 68 65 76 61 6C 02 08 00 0B 00 63 6F 6E 73 74 cheval.....const
01EA30: 69 74 75 65 6E 74 20 6C 65 73 20 70 6C 75 73 20 ituent les plus
01EA40: 61 6E 63 69 65 6E 73 02 33 00 13 00 6E 75 6D 82 anciens.3...num.
01EA50: 72 6F 73 20 64 65 20 63 69 72 71 75 65 2E 01 00 ros de cirque...
01EA60: 4C 00 52 00 3B 01 78 00 0A FF FF 02 08 00 00 00 L.R.;.x.........
01EA70: 03 0B 43 6F 6D 70 6C 8A 74 65 20 6C 61 20 73 6F ..Compl.te la so
01EA80: 75 73 74 72 61 63 74 69 6F 6E 20 71 75 69 02 08 ustraction qui..
01EA90: 00 0C 00 63 6F 72 72 65 73 70 6F 6E 64 20 85 20 ...correspond .
01EAA0: 63 68 61 71 75 65 20 61 64 64 69 74 69 6F 6E 02 chaque addition.
01EAB0: E7 00 0C 00 2E 02 08 00 18 00 45 63 72 69 73 20 ..........Ecris
01EAC0: 74 61 20 72 82 70 6F 6E 73 65 2E 01 00 4C 00 89 ta r.ponse...L..
01EAD0: 00 3B 01 95 00 0A FF FF 02 03 00 00 00 03 0B 32 .;.............2
01EAE0: 38 20 2B 20 31 32 20 3D 20 34 30 20 03 0C 3C 3D 8 + 12 = 40 ..<=
01EAF0: 3E 03 0B 20 34 30 20 2D 20 03 0C 78 78 03 0B 20 >.. 40 - ..xx..
01EB00: 2B 20 03 0C 3F 03 0B 20 3D 20 38 02 08 00 10 00 + ..?.. = 8.....
01EB10: 4F 6E 20 70 65 75 74 20 82 63 72 69 72 65 20 3A On peut .crire :
01EB20: 02 50 00 1C 00 35 20 2B 20 03 0C 33 20 03 0B 3D .P...5 + ..3 ..=
01EB30: 20 38 02 30 00 24 00 6F 75 20 20 03 0C 33 20 03 8.0.$.ou ..3 .
01EB40: 0B 3D 20 38 20 2D 20 35 02 04 00 34 00 41 76 65 .= 8 - 5...4.Ave
01EB50: 63 02 2A 00 34 00 64 65 73 02 48 00 34 00 6E 6F c.*.4.des.H.4.no
01EB60: 6D 62 72 65 73 02 86 00 34 00 64 65 02 9C 00 34 mbres...4.de...4
01EB70: 00 32 02 AA 00 34 00 63 68 69 66 66 72 65 73 02 .2...4.chiffres.
01EB80: E7 00 34 00 3A 02 48 00 40 00 33 34 20 2B 20 03 ..4.:.H.@.34 + .
01EB90: 0C 3F 03 0B 20 3D 20 38 35 02 08 00 4C 00 4F 6E .?.. = 85...L.On
01EBA0: 20 72 65 63 68 65 72 63 68 65 20 6C 65 20 63 68 recherche le ch
01EBB0: 69 66 66 72 65 20 64 65 73 02 08 00 54 00 75 6E iffre des...T.un
01EBC0: 69 74 82 73 20 3A 20 34 20 2B 20 03 0C 31 03 0B it.s : 4 + ..1..
01EBD0: 20 3D 20 35 2E 02 08 00 5C 00 50 75 69 73 20 63 = 5....\.Puis c
01EBE0: 65 6C 75 69 20 64 65 73 20 64 69 7A 61 69 6E 65 elui des dizaine
01EBF0: 73 20 3A 02 50 00 64 00 33 20 2B 20 03 0C 35 20 s :.P.d.3 + ..5
01EC00: 03 0B 3D 20 38 02 08 00 70 00 44 6F 6E 63 20 33 ..= 8...p.Donc 3
01EC10: 34 20 2B 20 03 0C 35 31 20 03 0B 3D 20 38 35 2E 4 + ..51 ..= 85.
01EC20: 01 00 4C 00 2B 00 3B 01 AB 00 0A FF FF 02 08 00 ..L.+.;.........
01EC30: 1C 00 03 0B 54 75 20 73 61 69 73 2C 20 70 61 72 ....Tu sais, par
01EC40: 20 65 78 65 6D 70 6C 65 2C 20 71 75 65 02 48 00 exemple, que.H.
01EC50: 28 00 35 20 2B 20 33 20 3D 20 38 2E 02 08 00 38 (.5 + 3 = 8....8
01EC60: 00 43 65 74 74 65 20 61 64 64 69 74 69 6F 6E 20 .Cette addition
01EC70: 70 65 75 74 20 73 27 82 63 72 69 72 65 02 08 00 peut s'.crire...
01EC80: 44 00 73 6F 75 73 20 66 6F 72 6D 65 20 64 65 20 D.sous forme de
01EC90: 32 20 03 0C 73 6F 75 73 74 72 61 63 74 69 6F 6E 2 ..soustraction
01ECA0: 02 E7 00 44 00 73 02 48 00 54 00 03 0B 38 20 2D ...D.s.H.T...8 -
01ECB0: 20 33 20 3D 20 35 02 30 00 60 00 6F 75 20 38 20 3 = 5.0.`.ou 8
01ECC0: 2D 20 35 20 3D 20 33 01 00 4C 00 2B 00 3B 01 AB - 5 = 3..L.+.;..
01ECD0: 00 0A 06 00 35 00 51 00 35 00 1B FF FF 02 08 00 ....5.Q.5.......
01ECE0: 04 00 03 0B 50 6F 75 72 20 63 61 6C 63 75 6C 65 ....Pour calcule
01ECF0: 72 20 75 6E 20 72 65 73 74 65 20 6F 75 02 08 00 r un reste ou...
01ED00: 3D 20 32 38 01 00 4C 00 89 00 3B 01 95 00 0A FF = 28..L...;.....
01ED10: FF 02 03 00 00 00 03 0B 31 38 20 2B 20 31 32 20 ........18 + 12
01ED20: 3D 20 33 30 20 03 0C 3C 3D 3E 03 0B 20 33 30 20 = 30 ..<=>.. 30
01ED30: 2D 20 03 0C 78 78 03 0B 20 3D 20 31 38 01 00 4C - ..xx.. = 18..L
01ED40: 00 89 00 3B 01 95 00 0A FF FF 02 03 00 00 00 03 ...;............
01ED50: 0B 37 35 20 2B 20 32 32 20 3D 20 39 37 20 03 0C .75 + 22 = 97 ..
01ED60: 3C 3D 3E 03 0B 20 39 37 20 2D 20 03 0C 78 78 03 <=>.. 97 - ..xx.
01ED70: 0B 20 3D 20 37 35 01 00 4C 00 89 00 3B 01 95 00 . = 75..L...;...
01ED80: 0A FF FF 02 03 00 00 00 03 0B 38 36 20 2B 20 31 ..........86 + 1
01ED90: 33 20 3D 20 39 39 20 03 0C 3C 3D 3E 03 0B 20 39 3 = 99 ..<=>.. 9
01EDA0: 39 20 2D 20 03 0C 78 78 03 0B 20 3D 20 38 36 01 9 - ..xx.. = 86.
01EDB0: 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 0B 00 00 .L...;..........
01EDC0: 00 03 0B 32 34 20 2B 20 32 20 3D 20 32 36 20 03 ...24 + 2 = 26 .
01EDD0: 0C 3C 3D 3E 03 0B 20 32 36 20 2D 20 03 0C 78 78 .<=>.. 26 - ..xx
01EDE0: 03 0B 20 3D 20 32 01 00 4C 00 89 00 3B 01 95 00 .. = 2..L...;...
01EDF0: 0A FF FF 02 03 00 00 00 03 0B 35 35 20 2B 20 33 ..........55 + 3
01EE00: 34 20 3D 20 38 39 20 03 0C 3C 3D 3E 03 0B 20 38 4 = 89 ..<=>.. 8
01EE10: 39 20 2D 20 03 0C 78 78 03 0B 20 3D 20 33 34 01 9 - ..xx.. = 34.
01EE20: 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 03 00 00 .L...;..........
01EE30: 00 03 0B 35 37 20 2B 20 32 38 20 3D 20 38 35 20 ...57 + 28 = 85
01EE40: 03 0C 3C 3D 3E 03 0B 20 38 35 20 2D 20 03 0C 78 ..<=>.. 85 - ..x
01EE50: 78 03 0B 20 3D 20 32 38 01 00 4C 00 89 00 3B 01 x.. = 28..L...;.
01EE60: 95 00 0A FF FF 02 0B 00 00 00 03 0B 39 31 20 2B ............91 +
01EE70: 20 36 20 3D 20 39 37 20 03 0C 3C 3D 3E 03 0B 20 6 = 97 ..<=>..
01EE80: 39 37 20 2D 20 03 0C 78 78 03 0B 20 3D 20 39 31 97 - ..xx.. = 91
01EE90: 01 00 4C 00 89 00 3B 01 95 00 0A FF FF 02 0B 00 ..L...;.........
01EEA0: 00 00 03 0B 37 33 20 2B 20 35 20 3D 20 37 38 20 ....73 + 5 = 78
01EEB0: 03 0C 3C 3D 3E 03 0B 20 37 38 20 2D 20 03 0C 78 ..<=>.. 78 - ..x
01EEC0: 78 03 0B 20 3D 20 35 01 00 4C 00 89 00 3B 01 95 x.. = 5..L...;..
01EED0: 00 0A FF FF 02 03 00 00 00 03 0B 33 35 20 2B 20 ...........35 +
01EEE0: 31 35 20 3D 20 35 30 20 03 0C 3C 3D 3E 03 0B 20 15 = 50 ..<=>..
01EEF0: 35 30 20 2D 20 03 0C 78 78 03 0B 20 3D 20 31 35 50 - ..xx.. = 15
01EF00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
01EF10: 1A 00 01 00 02 09 50 E5 1A 00 C1 02 00 00 00 02 ......P.........
01EF20: 1A 00 C6 02 00 00 00 02 1A 00 C2 02 00 00 00 02 ................
01EF30: 1A 00 C7 02 00 00 00 02 1A 00 C3 02 00 00 00 02 ................
01EF40: 1A 00 C8 02 00 00 00 02 1A 00 C4 02 00 00 00 02 ................
01EF50: 1A 00 C9 02 00 00 00 02 1A 00 C5 02 00 00 00 02 ................
01EF60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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021C80: 0B 20 2B 01 00 52 00 9A 00 C4 00 A2 00 0A FF FF . +..R..........
021C90: 02 08 00 00 00 03 0B 31 20 63 6D 20 3D 20 03 0C .......1 cm = ..
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021D00: 52 00 9A 00 C4 00 A2 00 0A FF FF 02 08 00 00 00 R...............
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021F70: 65 6E 74 72 61 8C 6E 65 20 64 61 6E 73 20 6C 65 entra.ne dans le
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021F90: 6E 64 72 65 20 6C 65 73 20 66 75 6E 61 6D 62 75 ndre les funambu
021FA0: 6C 65 73 20 71 75 69 02 06 00 1B 00 6D 61 72 63 les qui.....marc
021FB0: 68 65 6E 74 20 73 75 72 20 75 6E 20 66 69 6C 20 hent sur un fil
021FC0: 73 69 20 6D 69 6E 63 65 02 E5 00 1B 00 2E 01 00 si mince........
021FD0: 4C 00 54 00 3B 01 6C 00 0A FF FF 02 08 00 00 00 L.T.;.l.........
021FE0: 03 0B 43 6C 69 71 75 65 20 6C 27 75 6E 69 74 82 ..Clique l'unit.
021FF0: 20 71 75 69 20 63 6F 6E 76 69 65 6E 74 02 08 00 qui convient...
022000: 01 93 00 0A FF FF 02 26 00 00 00 03 0B 35 20 63 .......&.....5 c
022010: 6D 20 65 74 20 33 20 6D 6D 20 3D 20 03 0C 78 78 m et 3 mm = ..xx
022020: 78 03 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 x.. ..mm..L...;.
022030: 93 00 0A FF FF 02 26 00 00 00 03 0B 38 20 63 6D ......&.....8 cm
022040: 20 65 74 20 39 20 6D 6D 20 3D 20 03 0C 78 78 78 et 9 mm = ..xxx
022050: 03 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 .. ..mm..L...;..
022060: 00 0A FF FF 02 26 00 00 00 03 0B 37 20 63 6D 20 .....&.....7 cm
022070: 65 74 20 36 20 6D 6D 20 3D 20 03 0C 78 78 78 03 et 6 mm = ..xxx.
022080: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
022090: 0A FF FF 02 1E 00 00 00 03 0B 39 20 63 6D 20 65 ..........9 cm e
0220A0: 74 20 31 30 20 6D 6D 20 3D 20 03 0C 78 78 78 03 t 10 mm = ..xxx.
0220B0: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
0220C0: 0A FF FF 02 1E 00 00 00 03 0B 31 30 20 63 6D 20 ..........10 cm
0220D0: 65 74 20 32 20 6D 6D 20 3D 20 03 0C 78 78 78 03 et 2 mm = ..xxx.
0220E0: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
0220F0: 0A FF FF 02 1E 00 00 00 03 0B 35 20 63 6D 20 65 ..........5 cm e
022100: 74 20 31 30 20 6D 6D 20 3D 20 03 0C 78 78 78 03 t 10 mm = ..xxx.
022110: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
022120: 0A FF FF 02 1E 00 00 00 03 0B 32 20 63 6D 20 65 ..........2 cm e
022130: 74 20 38 30 20 6D 6D 20 3D 20 03 0C 78 78 78 03 t 80 mm = ..xxx.
022140: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
022150: 0A FF FF 02 1E 00 00 00 03 0B 31 35 20 63 6D 20 ..........15 cm
022160: 65 74 20 33 20 6D 6D 20 3D 20 03 0C 78 78 78 03 et 3 mm = ..xxx.
022170: 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 00 . ..mm..L...;...
022180: 0A FF FF 02 16 00 00 00 03 0B 32 30 20 63 6D 20 ..........20 cm
022190: 65 74 20 31 30 20 6D 6D 20 3D 20 03 0C 78 78 78 et 10 mm = ..xxx
0221A0: 03 0B 20 03 0C 6D 6D 01 00 4C 00 84 00 3B 01 93 .. ..mm..L...;..
0221B0: 00 0A FF FF 02 26 00 00 00 03 0B 33 20 63 6D 20 .....&.....3 cm
0221C0: 65 74 20 38 20 6D 6D 20 3D 20 03 0C 78 78 78 03 et 8 mm = ..xxx.
0221D0: 0B 20 03 0C 6D 6D 01 00 4C 00 2B 00 3B 01 AB 00 . ..mm..L.+.;...
0221E0: 0A FF FF 02 09 00 03 00 03 0C 55 6E 20 46 72 61 ..........Un Fra
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022220: 00 00 03 0C 6C 27 82 70 61 69 73 73 65 75 72 20 ....l'.paisseur
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022250: 6E 00 3B 01 86 00 0A FF FF 02 08 00 00 00 03 0C n.;.............
022260: 6C 61 20 64 69 73 74 61 6E 63 65 20 64 65 20 50 la distance de P
022270: 61 72 69 73 20 85 20 02 08 00 0C 00 4D 61 72 73 aris . .....Mars
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0222C0: 0A FF FF 02 08 00 00 00 03 0C 6C 61 20 68 61 75 ..........la hau
0222D0: 74 65 75 72 20 64 75 20 63 68 61 70 65 61 75 20 teur du chapeau
0222E0: 64 75 02 08 00 0C 00 63 6C 6F 77 6E 20 3F 01 00 du.....clown ?..
0222F0: 4C 00 6E 00 3B 01 86 00 0A FF FF 02 08 00 00 00 L.n.;...........
022300: 03 0C 6C 61 20 6C 6F 6E 67 75 65 75 72 20 64 65 ..la longueur de
022310: 20 6C 61 20 63 6F 72 64 65 20 64 75 02 08 00 0C la corde du....
022320: 00 74 72 61 70 82 7A 69 73 74 65 20 3F 01 00 4C .trap.ziste ?..L
022330: 00 6E 00 3B 01 86 00 0A FF FF 02 08 00 00 00 03 .n.;............
022340: 0C 6C 65 20 70 61 72 63 6F 75 72 73 20 64 27 75 .le parcours d'u
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022360: 63 6C 69 73 74 65 20 3F 01 00 4C 00 8A 00 3B 01 cliste ?..L...;.
022370: A2 00 0A 10 00 04 00 35 00 14 00 1B 47 00 04 00 .......5....G...
022380: 6C 00 14 00 1B 7F 00 04 00 A4 00 14 00 1B B6 00 l...............
022390: 04 00 DB 00 14 00 1B FF FF 02 1B 00 08 00 03 0C ................
0223A0: 6B 6D 02 56 00 08 00 6D 02 8B 00 08 00 63 6D 02 km.V...m.....cm.
0223B0: C1 00 08 00 6D 6D 01 00 4C 00 2B 00 3B 01 AB 00 ....mm..L.+.;...
0223C0: 0A FF FF 02 0C 00 03 00 03 0C 43 27 65 73 74 20 ..........C'est
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0223F0: 72 20 71 75 27 69 6C 73 20 65 78 82 63 75 74 65 r qu'ils ex.cute
022400: 50 65 74 69 74 2C 02 01 00 0B 00 65 78 82 63 75 Petit,.....ex.cu
022410: 74 61 20 6C 65 20 6E 75 6D 82 72 6F 20 64 65 20 ta le num.ro de
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022450: 01 7A 00 0A FF FF 02 08 00 00 00 03 0B 43 6F 6E .z...........Con
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0224B0: 27 00 00 00 03 0B 31 20 6D 20 65 74 20 31 35 20 '.....1 m et 15
0224C0: 63 6D 20 3D 20 03 0C 78 78 78 03 0B 20 03 0C 63 cm = ..xxx.. ..c
0224D0: 6D 01 00 4C 00 84 00 3B 01 93 00 0A FF FF 02 2F m..L...;......./
0224E0: 00 00 00 03 0B 36 20 6D 20 65 74 20 37 20 63 6D .....6 m et 7 cm
0224F0: 20 3D 20 03 0C 78 78 78 03 0B 20 03 0C 63 6D 01 = ..xxx.. ..cm.
022500: 00 4C 00 84 00 3B 01 93 00 0A FF FF 02 27 00 00 .L...;.......'..
022510: 00 03 0B 33 20 6D 20 65 74 20 31 35 20 63 6D 20 ...3 m et 15 cm
022520: 3D 20 03 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 = ..xxx.. ..cm..
022530: 4C 00 84 00 3B 01 93 00 0A FF FF 02 27 00 00 00 L...;.......'...
022540: 03 0B 34 20 6D 20 65 74 20 31 30 20 6D 6D 20 3D ..4 m et 10 mm =
022550: 20 03 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C ..xxx.. ..cm..L
022560: 00 84 00 3B 01 93 00 0A FF FF 02 2F 00 00 00 03 ...;......./....
022570: 0B 39 20 6D 20 65 74 20 32 20 63 6D 20 3D 20 03 .9 m et 2 cm = .
022580: 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 84 .xxx.. ..cm..L..
022590: 00 3B 01 93 00 0A FF FF 02 17 00 00 00 03 0B 33 .;.............3
0225A0: 30 20 6D 6D 20 65 74 20 34 30 20 6D 6D 20 3D 20 0 mm et 40 mm =
0225B0: 03 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 ..xxx.. ..cm..L.
0225C0: 84 00 3B 01 93 00 0A FF FF 02 27 00 00 00 03 0B ..;.......'.....
0225D0: 31 20 6D 20 65 74 20 36 30 20 6D 6D 20 3D 20 03 1 m et 60 mm = .
0225E0: 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 84 .xxx.. ..cm..L..
0225F0: 00 3B 01 93 00 0A FF FF 02 27 00 00 00 03 0B 39 .;.......'.....9
022600: 6E 74 20 02 18 00 13 00 6C 65 75 72 73 20 61 75 nt .....leurs au
022610: 64 61 63 69 65 75 78 20 6E 75 6D 82 72 6F 73 2E dacieux num.ros.
022620: 01 00 4C 00 4C 00 3B 01 82 00 0A FF FF 02 08 00 ..L.L.;.........
022630: 00 00 03 0B 50 6F 75 72 20 6F 62 74 65 6E 69 72 ....Pour obtenir
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022650: 02 08 00 0C 00 03 0C 31 20 6D 20 03 0B 2C 20 63 .......1 m .., c
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022680: 85 20 02 08 00 24 00 46 61 69 73 20 61 66 66 69 . ...$.Fais affi
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0226B0: 6C 65 20 74 6F 75 72 6E 69 71 75 65 74 2E 01 00 le tourniquet...
0226C0: 52 00 9A 00 C4 00 A2 00 0A FF FF 02 08 00 00 00 R...............
0226D0: 03 0B 31 20 6D 20 3D 20 03 0C 33 30 03 0B 20 03 ..1 m = ..30.. .
0226E0: 0C 63 6D 03 0B 20 2B 01 00 52 00 9A 00 C4 00 A2 .cm.. +..R......
0226F0: 00 0A FF FF 02 08 00 00 00 03 0B 31 20 6D 20 3D ...........1 m =
022700: 20 03 0C 35 30 03 0B 20 03 0C 63 6D 03 0B 20 2B ..50.. ..cm.. +
022710: 01 00 52 00 9A 00 C4 00 A2 00 0A FF FF 02 08 00 ..R.............
022720: 00 00 03 0B 31 20 6D 20 3D 20 03 0C 36 30 03 0B ....1 m = ..60..
022730: 20 63 6D 20 2B 01 00 52 00 9A 00 C4 00 A2 00 0A cm +..R........
022740: FF FF 02 08 00 00 00 03 0B 31 20 6D 20 3D 20 03 .........1 m = .
022750: 0C 37 30 03 0B 20 63 6D 20 2B 01 00 52 00 9A 00 .70.. cm +..R...
022760: C4 00 A2 00 0A FF FF 02 08 00 00 00 03 0B 31 20 ..............1
022770: 6D 20 3D 20 03 0C 32 30 03 0B 20 63 6D 20 2B 01 m = ..20.. cm +.
022780: 00 52 00 9A 00 C4 00 A2 00 0A FF FF 02 00 00 00 .R..............
022790: 00 03 0B 31 20 6D 20 3D 20 03 0C 38 30 30 03 0B ...1 m = ..800..
0227A0: 20 03 0C 6D 6D 03 0B 20 2B 01 00 CA 00 81 00 02 ..mm.. +.......
0227B0: 01 A8 00 0A 00 00 15 00 35 00 25 00 1B 19 00 04 ........5.%.....
0227C0: 00 00 00 15 00 0B 19 00 04 00 35 00 15 00 0B FF ..........5.....
0227D0: FF 01 00 52 00 9A 00 C4 00 A2 00 0A FF FF 02 00 ...R............
0227E0: 00 00 00 03 0B 31 20 6D 20 3D 20 03 0C 36 30 30 .....1 m = ..600
0227F0: 03 0B 20 03 0C 6D 6D 03 0B 20 2B 01 00 52 00 9A .. ..mm.. +..R..
022800: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
022810: 1D 00 01 00 02 09 50 E5 1D 00 C1 02 00 00 00 02 ......P.........
022820: 1D 00 C6 02 00 00 00 02 1D 00 C2 02 00 00 00 02 ................
022830: 1D 00 C7 02 00 00 00 02 1D 00 C3 02 00 00 00 02 ................
022840: 1D 00 C8 02 00 00 00 02 1D 00 C4 02 00 00 00 02 ................
022850: 1D 00 C9 02 00 00 00 02 1D 00 C5 02 00 00 00 02 ................
022860: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
022870: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
022880: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
022890: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228A0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228B0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228C0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228D0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228E0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
0228F0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
022900: 20 6D 20 65 74 20 34 30 20 6D 6D 20 3D 20 03 0C m et 40 mm = ..
022910: 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 84 00 xxx.. ..cm..L...
022920: 3B 01 93 00 0A FF FF 02 17 00 00 00 03 0B 38 30 ;.............80
022930: 20 6D 6D 20 65 74 20 32 30 20 6D 6D 20 3D 20 03 mm et 20 mm = .
022940: 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 84 .xxx.. ..cm..L..
022950: 00 3B 01 93 00 0A FF FF 02 17 00 00 00 03 0B 37 .;.............7
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022970: 03 0C 78 78 78 03 0B 20 03 0C 63 6D 01 00 4C 00 ..xxx.. ..cm..L.
022980: 2B 00 3B 01 AB 00 0A FF FF 02 01 00 03 00 03 0C +.;.............
022990: 4C 65 73 20 6E 75 6D 82 72 6F 73 20 64 65 20 66 Les num.ros de f
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022A10: 6C 00 0A FF FF 02 08 00 00 00 03 0B 45 66 66 65 l...........Effe
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022A30: 6F 6E 73 2E 02 08 00 0C 00 43 6C 69 71 75 65 20 ons......Clique
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022A70: 18 00 8D 00 2A 00 1B FF FF 02 21 00 04 00 03 0C ....*.....!.....
022A80: 39 20 63 6D 20 65 74 20 38 30 20 6D 6D 20 2B 20 9 cm et 80 mm +
022A90: 31 30 20 63 6D 02 18 00 1D 00 39 39 20 63 6D 02 10 cm.....99 cm.
022AA0: 5F 00 1D 00 32 37 20 63 6D 02 A4 00 1D 00 31 38 _...27 cm.....18
022AB0: 30 20 63 6D 01 00 4C 00 72 00 3B 01 A2 00 0A 11 0 cm..L.r.;.....
022AC0: 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 00 2A 00 ...F.*........*.
022AD0: 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 25 00 04 .X.....*.....%..
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022B30: 20 3A 02 1A 00 24 00 03 0C 63 6D 02 39 00 24 00 :...$...cm.9.$.
022B40: 6D 6D 02 1D 00 31 00 03 0B 33 20 20 20 30 20 20 mm...1...3 0
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022B60: 00 36 20 20 20 30 20 20 36 30 20 6D 6D 20 3D 20 .6 0 60 mm =
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022C70: 00 01 00 DE 00 0C 00 12 FF FF 02 16 00 03 00 03 ................
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022C90: 20 70 6F 75 72 20 63 6F 6E 74 69 6E 75 65 72 2E pour continuer.
022CA0: 01 00 05 00 00 00 00 00 00 D8 00 17 00 17 00 D8 ................
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022CC0: 00 14 00 EB 01 00 00 B0 00 1C 00 19 00 9B 02 00 ................
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022CF0: 38 28 BB 2D B8 29 B9 29 BB 38 28 B8 19 B8 29 39 8(.-.).).8(...)9
022D00: 6D 02 5F 00 1D 00 34 30 20 63 6D 02 A8 00 1D 00 m._...40 cm.....
022D10: 31 33 20 63 6D 01 00 4C 00 72 00 3B 01 A2 00 0A 13 cm..L.r.;....
022D20: 11 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 00 2A ....F.*........*
022D30: 00 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 25 00 ..X.....*.....%.
022D40: 04 00 03 0C 31 32 20 63 6D 20 65 74 20 36 30 20 ....12 cm et 60
022D50: 6D 6D 20 2B 20 34 20 63 6D 02 18 00 1D 00 32 32 mm + 4 cm.....22
022D60: 20 63 6D 02 5F 00 1D 00 37 36 20 63 6D 02 A8 00 cm._...76 cm...
022D70: 1D 00 36 36 20 63 6D 01 00 4C 00 72 00 3B 01 A2 ..66 cm..L.r.;..
022D80: 00 0A 11 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 ......F.*.......
022D90: 00 2A 00 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 .*..X.....*.....
022DA0: 20 00 04 00 03 0C 33 35 20 63 6D 20 65 74 20 32 .....35 cm et 2
022DB0: 30 20 6D 6D 20 2B 20 38 20 63 6D 02 18 00 1D 00 0 mm + 8 cm.....
022DC0: 36 33 20 63 6D 02 5F 00 1D 00 35 33 20 63 6D 02 63 cm._...53 cm.
022DD0: A8 00 1D 00 34 35 20 63 6D 01 00 4C 00 72 00 3B ....45 cm..L.r.;
022DE0: 01 A2 00 0A 11 00 18 00 46 00 2A 00 1B A1 00 18 ........F.*.....
022DF0: 00 D6 00 2A 00 1B 58 00 18 00 8D 00 2A 00 1B FF ...*..X.....*...
022E00: FF 02 1E 00 04 00 03 0C 37 35 20 63 6D 20 65 74 ........75 cm et
022E10: 20 36 30 20 6D 6D 20 2B 20 31 30 20 63 6D 02 14 60 mm + 10 cm..
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022E30: 20 63 6D 02 A4 00 1D 00 31 34 30 20 6D 6D 01 00 cm.....140 mm..
022E40: 4C 00 72 00 3B 01 A2 00 0A 11 00 18 00 46 00 2A L.r.;........F.*
022E50: 00 1B A1 00 18 00 D6 00 2A 00 1B 58 00 18 00 8D ........*..X....
022E60: 00 2A 00 1B FF FF 02 21 00 04 00 03 0C 34 35 20 .*.....!.....45
022E70: 63 6D 20 65 74 20 36 20 63 6D 20 2B 20 38 30 20 cm et 6 cm + 80
022E80: 6D 6D 02 14 00 1D 00 31 33 30 20 63 6D 02 5F 00 mm.....130 cm._.
022E90: 1D 00 34 39 20 63 6D 02 A9 00 1D 00 35 39 20 63 ..49 cm.....59 c
022EA0: 6D 01 00 4C 00 72 00 3B 01 A2 00 0A 11 00 18 00 m..L.r.;........
022EB0: 46 00 2A 00 1B A1 00 18 00 D6 00 2A 00 1B 58 00 F.*........*..X.
022EC0: 18 00 8D 00 2A 00 1B FF FF 02 25 00 04 00 03 0C ....*.....%.....
022ED0: 36 30 20 63 6D 20 65 74 20 31 30 20 6D 6D 20 2B 60 cm et 10 mm +
022EE0: 20 31 30 20 63 6D 02 18 00 1D 00 38 30 20 63 6D 10 cm.....80 cm
022EF0: 02 5F 00 1D 00 37 31 20 63 6D 02 A8 00 1D 00 37 ._...71 cm.....7
022F00: 29 B8 29 B8 2A B8 19 B8 38 28 BB 29 B9 29 B8 29 ).).*...8(.).).)
022F10: B8 29 38 BB 38 28 B8 19 B8 29 B9 29 B8 2C B9 19 .)8.8(...).).,..
022F20: B8 38 28 BB 29 B9 29 B8 2B 38 BC 38 28 B8 19 B8 .8(.).).+8.8(...
022F30: 29 B9 29 B8 2B BA 19 B8 38 28 BB 29 B9 29 B8 2A ).).+...8(.).).*
022F40: 38 BD 38 28 B8 19 B8 29 B9 29 B8 2B BA 19 B8 38 8.8(...).).+...8
022F50: 28 BB 29 B9 29 B8 2C BC 38 28 B8 19 B8 29 B9 29 (.).).,.8(...).)
022F60: B8 29 38 29 B9 19 B8 38 28 BB 29 B9 29 B8 29 B8 .)8)...8(.).).).
022F70: 2A BB 38 28 B8 19 B8 2D B8 29 B8 38 29 B8 19 B8 *.8(...-.).8)...
022F80: 38 28 BB 38 2B 38 B8 29 B9 29 BB 38 28 B8 19 B9 8(.8+8.).).8(...
022F90: 3B B9 39 B9 39 B8 19 B8 38 28 B0 14 38 28 B8 10 ;.9.9...8(..8(..
022FA0: 12 B8 38 28 B0 14 38 28 08 30 14 28 09 20 14 0B ..8(..8(.0.(. ..
022FB0: 28 CB 28 0D 28 CB 28 0C 28 C8 7B C8 28 0B 28 C8 (.(.(.(.(.{.(.(.
022FC0: 7B C8 28 0B 28 78 C8 79 C8 78 28 0B 28 C8 78 28 {.(.(x.y.x(.(.x(
022FD0: 79 C8 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 0B y.(.(y(z(.(y(z(.
022FE0: 28 79 28 7A 28 0B 28 79 28 7A 28 0B 28 79 28 7A (y(z(.(y(z(.(y(z
022FF0: 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 0C 28 78 (.(y(z(.(y(z(.(x
023000: 28 79 28 0D 28 78 28 79 28 0D 28 78 28 79 28 0D (y(.(x(y(.(x(y(.
023010: 28 78 28 79 28 0D 28 78 28 79 28 0D 28 C8 28 C9 (x(y(.(x(y(.(.(.
023020: 28 0D 4D 0C 4F 08 0B 2C 00 09 28 9C 28 00 08 28 (.M.O..,..(.(..(
023030: 9C 28 00 08 28 9C 28 0F 29 98 FA 98 2A 0C 28 C8 .(..(.(.)...*.(.
023040: 28 F8 28 F8 28 F8 28 C9 28 0A 28 CA 28 FA 28 CB (.(.(.(.(.(.(.(.
023050: 28 09 28 C8 4A 2A 4B C8 28 09 28 48 28 49 C8 49 (.(.J*K.(.(H(I.I
023060: C8 49 28 48 28 09 28 48 28 4A C9 4A 28 48 28 09 .I(H(.(H(J.J(H(.
023070: 28 48 28 49 C8 2D 48 28 09 28 49 28 48 28 F9 C8 (H(I.-H(.(I(H(..
023080: 4B 28 09 28 49 2A F9 C8 4B 28 09 28 49 28 C8 78 K(.(I*..K(.(I(.x
023090: 2E 0A 28 49 28 C8 7B C8 28 0C 28 49 28 78 C8 79 ..(I(.{.(.(I(x.y
0230A0: C8 78 28 0C 28 C9 28 C8 78 28 79 C8 28 0C 2B 79 .x(.(.(.x(y.(.+y
0230B0: 28 7A 28 0C 28 F9 28 79 28 7A 28 0D 2A 79 28 7A (z(.(.(y(z(.*y(z
0230C0: 28 0C 00 0E 2B 00 16 28 9B 28 00 15 28 F9 9A 28 (...+..(.(..(..(
0230D0: 00 14 28 F8 28 F9 98 28 00 14 28 FB 98 28 00 14 ..(.(..(..(..(..
0230E0: 28 98 FB 28 00 14 28 FB 28 00 16 29 F9 28 00 15 (..(..(.(..).(..
0230F0: 29 CA 28 00 15 28 4B C8 28 00 14 28 4C C8 28 00 ).(..(K.(..(L.(.
023100: 30 20 63 6D 01 00 4C 00 72 00 3B 01 A2 00 0A 11 0 cm..L.r.;.....
023110: 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 00 2A 00 ...F.*........*.
023120: 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 29 00 04 .X.....*.....)..
023130: 00 03 0C 36 20 6D 20 65 74 20 32 30 20 63 6D 20 ...6 m et 20 cm
023140: 2B 20 31 35 20 63 6D 02 14 00 1D 00 36 33 35 20 + 15 cm.....635
023150: 63 6D 02 5F 00 1D 00 39 35 20 63 6D 02 A8 00 1D cm._...95 cm....
023160: 00 34 31 20 63 6D 01 00 4C 00 72 00 3B 01 A2 00 .41 cm..L.r.;...
023170: 0A 11 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 00 .....F.*........
023180: 2A 00 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 23 *..X.....*.....#
023190: 00 04 00 03 0C 39 20 6D 20 65 74 20 34 30 20 63 .....9 m et 40 c
0231A0: 6D 20 2B 20 33 30 20 63 6D 02 14 00 1D 00 31 36 m + 30 cm.....16
0231B0: 30 20 63 6D 20 20 20 39 37 30 20 63 6D 02 A9 00 0 cm 970 cm...
0231C0: 1D 00 37 39 20 63 6D 01 00 4C 00 72 00 3B 01 A2 ..79 cm..L.r.;..
0231D0: 00 0A 11 00 18 00 46 00 2A 00 1B A1 00 18 00 D6 ......F.*.......
0231E0: 00 2A 00 1B 58 00 18 00 8D 00 2A 00 1B FF FF 02 .*..X.....*.....
0231F0: 24 00 04 00 03 0C 34 20 6D 20 65 74 20 34 30 20 $.....4 m et 40
023200: 6D 6D 20 2B 20 35 30 20 63 6D 02 14 00 1D 00 34 mm + 50 cm.....4
023210: 35 34 20 63 6D 02 60 00 1D 00 39 34 20 63 6D 02 54 cm.`...94 cm.
023220: A4 00 1D 00 31 33 30 20 63 6D 01 00 4C 00 2B 00 ....130 cm..L.+.
023230: 3B 01 AB 00 0A 55 00 09 00 76 00 2A 00 0B 95 00 ;....U...v.*....
023240: 09 00 75 00 29 00 0B 55 00 09 00 95 00 09 00 0B ..u.)..U........
023250: 53 00 07 00 58 00 0C 00 1C 92 00 07 00 98 00 0C S...X...........
023260: 00 1C 72 00 27 00 78 00 2C 00 1C FF FF 02 62 00 ..r.'.x.,.....b.
023270: 01 00 03 0B 34 34 20 6B 6D 02 21 00 06 00 03 0C ....44 km.!.....
023280: 50 61 72 69 73 02 A1 00 06 00 4D 65 61 75 78 02 Paris.....Meaux.
023290: 3C 00 17 00 03 0B 36 30 20 6B 6D 02 8A 00 17 00 <.....60 km.....
0232A0: 37 34 20 6B 6D 02 42 00 2F 00 03 0C 46 6F 6E 74 74 km.B./...Font
0232B0: 61 69 6E 65 62 6C 65 61 75 02 08 00 3B 00 03 0B ainebleau...;...
0232C0: 55 6E 65 20 63 6F 75 72 73 65 20 63 79 63 6C 69 Une course cycli
0232D0: 73 74 65 20 65 73 74 20 02 08 00 43 00 6F 72 67 ste est ...C.org
0232E0: 61 6E 69 73 82 65 20 73 75 72 20 6C 65 20 63 69 anis.e sur le ci
0232F0: 72 63 75 69 74 20 3A 02 08 00 4B 00 03 0C 50 61 rcuit :...K...Pa
023300: 13 28 4C C8 28 00 13 28 4D C8 28 00 12 28 4A 28 .(L.(..(M.(..(J(
023310: 49 C8 28 00 12 28 4B 28 49 C8 28 00 11 28 4B 28 I.(..(K(I.(..(K(
023320: 49 C8 28 00 11 28 4C 28 49 C8 28 00 11 28 CB 28 I.(..(L(I.(..(.(
023330: 49 C8 28 0A 48 0D 20 0E 48 C8 28 0A 49 2C 79 29 I.(.H. .H.(.I,y)
023340: 70 09 28 48 C8 28 0A 49 C8 7B 29 70 0B 28 49 C8 p.(H.(.I.{)p.(I.
023350: 28 09 4A 2B 70 0D 29 48 C8 28 09 4A C8 7D 2B 7D (.J+p.)H.(.J.}+}
023360: 28 08 28 C9 28 0A 4A 2D 0B 2D 09 28 F9 28 00 18 (.(.(.J-.-.(.(..
023370: 29 0A 0C 29 F8 0B 28 48 28 F8 0A 28 49 28 98 09 )..)..(H(..(I(..
023380: 28 4A 28 F8 09 28 49 28 08 28 09 28 4A 29 0A 28 (J(..(I(.(.(J).(
023390: 49 28 48 0B 28 48 28 48 0C 29 48 1A 1A B8 29 B8 I(H.(H(H.)H...).
0233A0: 2A BB 38 28 B8 19 B8 2D B8 29 B8 38 29 B8 19 B8 *.8(...-.).8)...
0233B0: 38 28 BB 38 2B 38 B8 29 B9 29 BB 38 28 B8 19 B9 8(.8+8.).).8(...
0233C0: 3B B9 39 B9 39 B8 19 B8 38 28 B0 14 38 28 B8 10 ;.9.9...8(..8(..
0233D0: 12 B8 38 28 B0 14 38 28 08 30 14 28 09 20 14 1A ..8(..8(.0.(. ..
0233E0: 1A 10 C9 A0 39 CB A0 08 CB A0 3F C0 08 A0 2A 1A ....9.....?...*.
0233F0: 1A 20 08 B0 45 1A 1A 64 65 63 3A 0D CE 00 73 75 . ..E..dec:...su
023400: 28 79 28 0D 28 78 28 79 28 0D 28 78 28 79 28 0D (y(.(x(y(.(x(y(.
023410: 28 78 28 79 28 0D 28 78 28 79 28 0D 28 C8 28 C9 (x(y(.(x(y(.(.(.
023420: 28 0D 4D 0C 4F 08 0B 2C 00 09 28 9C 28 00 08 28 (.M.O..,..(.(..(
023430: 9C 28 00 08 28 9C 28 0F 29 98 FA 98 2A 0C 28 C8 .(..(.(.)...*.(.
023440: 28 F8 28 F8 28 F8 28 C9 28 0A 28 CA 28 FA 28 CB (.(.(.(.(.(.(.(.
023450: 28 09 28 C8 4A 2A 4B C8 28 09 28 48 28 49 C8 49 (.(.J*K.(.(H(I.I
023460: C8 49 28 48 28 09 28 48 28 4A C9 4A 28 48 28 09 .I(H(.(H(J.J(H(.
023470: 28 48 28 49 C8 2D 48 28 09 28 49 28 48 28 F9 C8 (H(I.-H(.(I(H(..
023480: 4B 28 09 28 49 2A F9 C8 4B 28 09 28 49 28 C8 78 K(.(I*..K(.(I(.x
023490: 2E 0A 28 49 28 C8 7B C8 28 0C 28 49 28 78 C8 79 ..(I(.{.(.(I(x.y
0234A0: C8 78 28 0C 28 C9 28 C8 78 28 79 C8 28 0C 2B 79 .x(.(.(.x(y.(.+y
0234B0: 28 7A 28 0C 28 F9 28 79 28 7A 28 0D 2A 79 28 7A (z(.(.(y(z(.*y(z
0234C0: 28 0C 00 0E 2B 00 16 28 9B 28 00 15 28 F9 9A 28 (...+..(.(..(..(
0234D0: 00 14 28 F8 28 F9 98 28 00 14 28 FB 98 28 00 14 ..(.(..(..(..(..
0234E0: 28 98 FB 28 00 14 28 FB 28 00 16 29 F9 28 00 15 (..(..(.(..).(..
0234F0: 29 CA 28 00 15 28 4B C8 28 00 14 28 4C C8 28 00 ).(..(K.(..(L.(.
023500: 72 69 73 2D 4D 65 61 75 78 2D 46 6F 6E 74 61 69 ris-Meaux-Fontai
023510: 6E 65 62 6C 65 61 75 02 CF 00 4B 00 2D 02 08 00 nebleau...K.-...
023520: 53 00 72 65 74 6F 75 72 20 85 20 50 61 72 69 73 S.retour . Paris
023530: 2E 02 08 00 5B 00 03 0B 43 6F 6D 62 69 65 6E 20 ....[...Combien
023540: 64 65 20 6B 6D 20 6C 65 20 63 79 63 6C 69 73 74 de km le cyclist
023550: 65 02 08 00 63 00 64 6F 69 74 2D 69 6C 20 70 61 e...c.doit-il pa
023560: 72 63 6F 75 72 69 72 20 3F 02 08 00 6B 00 45 63 rcourir ?...k.Ec
023570: 72 69 73 20 74 61 20 72 82 70 6F 6E 73 65 2E 02 ris ta r.ponse..
023580: 63 00 77 00 03 0C 78 78 78 20 6B 6D 01 00 4C 00 c.w...xxx km..L.
023590: 2B 00 3B 01 AB 00 0A FF FF 02 08 00 10 00 03 0B +.;.............
0235A0: 4C 61 20 70 6C 75 73 20 70 65 74 69 74 65 20 75 La plus petite u
0235B0: 6E 69 74 82 20 64 65 02 08 00 1C 00 6C 6F 6E 67 nit. de.....long
0235C0: 75 65 75 72 20 65 73 74 20 6C 65 20 03 0C 6D 69 ueur est le ..mi
0235D0: 6C 6C 69 6D 8A 74 72 65 03 0B 2E 02 08 00 28 00 llim.tre......(.
0235E0: 4D 69 6C 6C 69 6D 8A 74 72 65 20 65 6E 20 61 62 Millim.tre en ab
0235F0: 72 82 67 82 20 73 27 82 63 72 69 74 02 08 00 34 r.g. s'.crit...4
023600: 00 03 0C 6D 6D 03 0B 2E 02 08 00 44 00 4C 65 20 ...mm......D.Le
023610: 03 0C 63 65 6E 74 69 6D 8A 74 72 65 03 0B 20 65 ..centim.tre.. e
023620: 73 74 20 6C 27 75 6E 69 74 82 20 64 65 02 08 00 st l'unit. de...
023630: 50 00 6D 65 73 75 72 65 20 71 75 69 20 76 61 75 P.mesure qui vau
023640: 74 20 03 0C 31 30 20 6D 6D 03 0B 2E 02 18 00 64 t ..10 mm......d
023650: 00 03 0C 31 20 6D 20 3D 20 31 30 30 20 63 6D 20 ...1 m = 100 cm
023660: 3D 20 31 30 30 30 20 6D 6D 01 00 4C 00 2B 00 3B = 1000 mm..L.+.;
023670: 01 AB 00 0A FF FF 02 08 00 08 00 03 0B 50 6F 75 .............Pou
023680: 72 20 66 61 69 72 65 20 63 65 74 20 65 78 65 72 r faire cet exer
023690: 63 69 63 65 2C 20 69 6C 02 08 00 14 00 73 75 66 cice, il.....suf
0236A0: 66 69 74 20 64 65 20 73 65 20 72 61 70 70 65 6C fit de se rappel
0236B0: 65 72 20 71 75 65 20 3A 02 40 00 24 00 03 0C 31 er que :.@.$...1
0236C0: 30 20 6D 6D 20 3D 20 31 20 63 6D 02 08 00 34 00 0 mm = 1 cm...4.
0236D0: 03 0B 49 6C 20 02 1E 00 34 00 66 61 75 74 02 44 ..Il ...4.faut.D
0236E0: 00 34 00 61 75 73 73 69 02 72 00 34 00 73 65 20 .4.aussi.r.4.se
0236F0: 02 88 00 34 00 73 6F 75 76 65 6E 69 72 02 CE 00 ...4.souvenir...
023700: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023710: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023720: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023730: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023740: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023750: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023760: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023770: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023780: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023790: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0237F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023800: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023810: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023820: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023830: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023840: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023850: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023860: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023870: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023880: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023890: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
0238F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
023900: 34 00 71 75 65 02 E7 00 34 00 3A 02 08 00 44 00 4.que...4.:...D.
023910: 03 0C 31 20 2B 20 39 20 3D 20 31 30 02 08 00 50 ..1 + 9 = 10...P
023920: 00 32 20 2B 20 38 20 3D 20 31 30 02 08 00 5C 00 .2 + 8 = 10...\.
023930: 33 20 2B 20 37 20 3D 20 31 30 02 08 00 68 00 34 3 + 7 = 10...h.4
023940: 20 2B 20 36 20 3D 20 31 30 02 08 00 74 00 35 20 + 6 = 10...t.5
023950: 2B 20 35 20 3D 20 31 30 01 00 4C 00 2B 00 3B 01 + 5 = 10..L.+.;.
023960: AB 00 0A FF FF 02 32 00 33 00 03 0B 53 6F 75 76 ......2.3...Souv
023970: 69 65 6E 73 2D 74 6F 69 20 71 75 65 20 3A 02 48 iens-toi que :.H
023980: 00 43 00 03 0C 31 20 6D 20 3D 20 31 30 30 20 63 .C...1 m = 100 c
023990: 6D 03 0B 2E 01 00 4C 00 2B 00 3B 01 AB 00 0A FF m.....L.+.;.....
0239A0: FF 02 08 00 09 00 03 0B 49 6C 20 66 61 75 74 20 ........Il faut
0239B0: 74 6F 75 74 20 63 6F 6E 76 65 72 74 69 72 20 85 tout convertir .
0239C0: 20 6C 61 02 08 00 15 00 6D 88 6D 65 20 75 6E 69 la.....m.me uni
0239D0: 74 82 2E 02 08 00 21 00 44 61 6E 73 20 63 65 74 t.....!.Dans cet
0239E0: 20 65 78 65 72 63 69 63 65 20 69 6C 20 66 61 75 exercice il fau
0239F0: 74 02 08 00 2D 00 63 6F 6E 76 65 72 74 69 72 20 t...-.convertir
023A00: 65 6E 20 03 0C 6D 6D 03 0B 2E 02 08 00 39 00 54 en ..mm......9.T
023A10: 75 20 73 61 69 73 20 71 75 65 20 03 0C 31 30 20 u sais que ..10
023A20: 6D 6D 20 3D 20 20 31 20 63 6D 02 70 00 41 00 31 mm = 1 cm.p.A.1
023A30: 20 63 6D 20 3D 20 31 30 20 6D 6D 02 08 00 4D 00 cm = 10 mm...M.
023A40: 03 0B 45 78 65 6D 70 6C 65 20 3A 02 48 00 59 00 ..Exemple :.H.Y.
023A50: 03 0C 36 20 63 6D 20 65 74 20 38 20 6D 6D 02 08 ..6 cm et 8 mm..
023A60: 00 65 00 03 0B 31 20 63 6D 20 3D 20 31 30 20 6D .e...1 cm = 10 m
023A70: 6D 20 3D 3E 20 36 20 63 6D 20 3D 20 36 30 20 6D m => 6 cm = 60 m
023A80: 6D 02 08 00 71 00 36 30 20 6D 6D 20 2B 20 38 20 m...q.60 mm + 8
023A90: 6D 6D 20 3D 20 03 0C 36 38 20 6D 6D 01 00 4C 00 mm = ..68 mm..L.
023AA0: 2B 00 3B 01 AB 00 0A 12 00 22 00 4F 00 3C 00 1B +.;......".O.<..
023AB0: 12 00 2E 00 4F 00 2E 00 1B 31 00 22 00 31 00 3C ....O....1.".1.<
023AC0: 00 1B 12 00 2E 00 4F 00 4B 00 1B 31 00 3C 00 31 ......O.K..1.<.1
023AD0: 00 4B 00 1B FF FF 02 08 00 04 00 03 0B 31 20 6D .K...........1 m
023AE0: 20 3D 20 31 30 30 20 63 6D 20 65 74 20 31 20 63 = 100 cm et 1 c
023AF0: 6D 20 3D 20 31 30 20 6D 6D 02 08 00 10 00 50 6F m = 10 mm.....Po
023B00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
023B10: 1E 00 01 00 02 09 50 E5 1E 00 C1 02 00 00 00 02 ......P.........
023B20: 1E 00 C6 02 00 00 00 02 1E 00 C2 02 00 00 00 02 ................
023B30: 1E 00 C7 02 00 00 00 02 1E 00 C3 02 00 00 00 02 ................
023B40: 1E 00 C8 02 00 00 00 02 1E 00 C4 02 00 00 00 02 ................
023B50: 1E 00 C9 02 00 00 00 02 1E 00 C5 02 00 00 00 02 ................
023B60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023B70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023B80: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023B90: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BA0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BB0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BC0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BD0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BE0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023BF0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023C00: 3F 1F 00 00 28 63 29 43 6F 70 79 72 69 67 68 74 ?...(c)Copyright
023C10: 20 4D 2E 44 2E 4F 2E 20 31 39 39 31 20 2D 20 76 M.D.O. 1991 - v
023C20: 65 72 73 69 6F 6E 20 31 2E 31 00 1A 49 02 00 00 ersion 1.1..I...
023C30: 3F 1F 00 00 36 3E 00 00 0A 00 00 00 00 00 00 00 ?...6>..........
023C40: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023C50: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023C60: 00 00 00 00 5B 02 00 00 00 00 00 00 00 00 00 00 ....[...........
023C70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
023C80: 01 01 4F 00 50 17 3B 00 01 14 3A 00 63 01 01 05 ..O.P.;...:.c...
023C90: 00 00 E6 06 01 14 3B 00 63 01 01 05 00 00 59 09 ......;.c.....Y.
023CA0: 01 14 3C 00 63 01 01 05 00 00 28 14 01 14 3D 00 ..<.c.....(...=.
023CB0: 63 01 01 05 00 00 EC 16 01 14 3E 00 63 01 01 05 c.........>.c...
023CC0: 00 00 F4 18 01 14 3F 00 63 01 01 05 00 00 4D 1D ......?.c.....M.
023CD0: FB 01 01 4F 00 50 17 3B 00 01 14 3A 00 63 01 01 ...O.P.;...:.c..
023CE0: 05 00 10 1C 08 01 14 3B 00 63 01 01 05 00 10 4A .......;.c.....J
023CF0: 0D 01 14 3C 00 63 01 01 05 00 10 39 16 01 14 3D ...<.c.....9...=
023D00: 00 63 01 01 05 00 10 F0 17 01 14 3E 00 63 01 01 .c.........>.c..
023D10: 05 00 10 4D 1C 01 14 3F 00 63 01 01 05 00 10 8C ...M...?.c......
023D20: 1E FB 01 01 4F 00 50 17 3B 00 01 14 3A 00 63 01 ....O.P.;...:.c.
023D30: 01 05 00 00 E8 07 01 14 3B 00 63 01 01 05 00 00 ........;.c.....
023D40: 79 0C 01 14 3C 00 63 01 01 05 00 00 FE 15 01 14 y...<.c.........
023D50: 3D 00 63 01 01 05 00 00 BC 17 01 14 3E 00 63 01 =.c.........>.c.
023D60: 01 05 00 00 BD 1B 01 14 3F 00 63 01 01 05 00 00 ........?.c.....
023D70: 51 1E FB 01 07 72 00 E5 0F 00 01 00 05 00 F5 14 Q....r..........
023D80: 4C 00 63 14 2B 00 63 14 F0 00 63 14 81 00 63 50 L.c.+.c...c...cP
023D90: 17 C2 01 01 14 3A 00 63 01 01 05 00 20 79 00 01 .....:.c.... y..
023DA0: 14 3B 00 63 01 01 05 00 20 7A 00 01 14 3D 00 63 .;.c.... z...=.c
023DB0: 01 01 05 00 20 9B 00 01 14 3E 00 63 01 01 05 00 .... ....>.c....
023DC0: 20 9C 00 01 14 3F 00 63 01 01 05 00 20 9D 00 FB ....?.c.... ...
023DD0: 00 B2 05 F6 90 17 3C 00 17 3C 00 02 14 01 00 63 ......<..<.....c
023DE0: E5 04 00 01 00 05 00 01 04 64 00 F5 14 4C 00 63 .........d...L.c
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026760: 72 00 0A FF FF 02 10 00 00 00 03 0C 31 30 30 20 r...........100
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026790: 0A FF FF 02 09 00 00 00 03 0C 32 30 30 20 67 20 ..........200 g
0267A0: 2F 20 32 30 30 20 67 20 2F 20 31 30 30 20 67 20 / 200 g / 100 g
0267B0: 2F 20 31 30 20 67 01 00 4C 00 6A 00 3B 01 72 00 / 10 g..L.j.;.r.
0267C0: 0A FF FF 02 0C 00 00 00 03 0C 31 30 30 20 67 20 ..........100 g
0267D0: 2F 20 31 30 30 20 67 20 2F 20 31 30 20 67 20 2F / 100 g / 10 g /
0267E0: 20 32 30 20 67 01 00 4C 00 6A 00 3B 01 72 00 0A 20 g..L.j.;.r..
0267F0: FF FF 02 30 00 00 00 03 0C 31 20 6B 67 20 2F 20 ...0.....1 kg /
026800: 38 00 1C FF FF 02 08 00 04 00 03 0B 56 6F 69 63 8...........Voic
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026850: 00 31 67 20 32 67 20 32 67 20 35 67 20 31 30 67 .1g 2g 2g 5g 10g
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026910: 2B 00 3B 01 AB 00 0A FF FF 02 18 00 03 00 03 0C +.;.............
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0269D0: 00 1B 91 00 12 00 C2 00 22 00 1B FF FF 02 54 00 ........".....T.
0269E0: 00 00 03 0C 35 20 46 20 36 30 20 63 02 2E 00 17 ....5 F 60 c....
0269F0: 00 35 36 20 63 02 97 00 17 00 35 36 30 20 63 01 .56 c.....560 c.
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026B00: 00 00 E9 00 12 00 1B FF FF 02 16 00 06 00 03 0C ................
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026B50: FF FF 02 16 00 06 00 03 0C 32 37 30 20 67 20 20 .........270 g
026B60: 20 20 20 32 35 33 20 67 20 20 20 20 20 32 38 30 253 g 280
026B70: 20 67 01 00 4C 00 91 00 3B 01 A8 00 0A 06 00 00 g..L...;.......
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026B90: 00 00 00 E9 00 12 00 1B FF FF 02 16 00 06 00 03 ................
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026C00: 00 4C 00 6B 00 3B 01 91 00 0A 24 00 12 00 55 00 .L.k.;....$...U.
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026C70: 00 17 00 36 38 35 20 63 02 9A 00 17 00 36 38 20 ...685 c.....68
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026C90: 55 00 22 00 1B 91 00 12 00 C2 00 22 00 1B FF FF U."........"....
026CA0: 02 54 00 00 00 03 0C 37 20 46 20 32 35 20 63 02 .T.....7 F 25 c.
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026CD0: 00 55 00 22 00 1B 91 00 12 00 C2 00 22 00 1B FF .U."........"...
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026D20: FF FF 02 54 00 00 00 03 0C 32 20 46 20 32 30 20 ...T.....2 F 20
026D30: 63 02 2E 00 17 00 32 32 20 63 02 97 00 17 00 32 c.....22 c.....2
026D40: 32 30 20 63 01 00 4C 00 6B 00 3B 01 91 00 0A 24 20 c..L.k.;....$
026D50: 00 12 00 55 00 22 00 1B 91 00 12 00 C2 00 22 00 ...U."........".
026D60: 1B FF FF 02 54 00 00 00 03 0C 34 20 46 20 31 35 ....T.....4 F 15
026D70: 20 63 02 2E 00 17 00 34 31 20 63 02 97 00 17 00 c.....41 c.....
026D80: 34 31 35 20 63 01 00 4C 00 6B 00 3B 01 91 00 0A 415 c..L.k.;....
026D90: 24 00 12 00 55 00 22 00 1B 91 00 12 00 C2 00 22 $...U."........"
026DA0: 00 1B FF FF 02 6A 00 00 00 03 0C 38 20 46 20 02 .....j.....8 F .
026DB0: 2E 00 17 00 38 30 20 63 02 97 00 17 00 38 30 30 ....80 c.....800
026DC0: 20 63 01 00 4C 00 2B 00 3B 01 AB 00 0A FF FF 02 c..L.+.;.......
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026DE0: 6C 65 20 76 61 20 62 69 65 6E 74 93 74 02 0F 00 le va bient.t...
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026E20: 00 00 00 E9 00 12 00 1B FF FF 02 16 00 06 00 03 ................
026E30: 0C 32 31 30 20 67 20 20 20 20 20 32 33 30 20 67 .210 g 230 g
026E40: 20 20 20 20 20 31 33 30 20 67 01 00 4C 00 91 00 130 g..L...
026E50: 3B 01 A8 00 0A 06 00 00 00 4C 00 12 00 1B 55 00 ;........L....U.
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026E80: 02 58 00 06 00 31 02 64 00 06 00 6B 67 20 36 30 .X...1.d...kg 60
026E90: 02 90 00 06 00 67 02 B9 00 06 00 36 31 20 67 01 .....g.....61 g.
026EA0: 00 4C 00 91 00 3B 01 A8 00 0A 06 00 00 00 4C 00 .L...;........L.
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027F50: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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02FA70: 0D 1B 10 A9 12 37 15 9C 18 C6 00 54 03 E2 05 70 .....7.....T...p
02FA80: 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 .........6.....T
02FA90: 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C ...p.........6..
02FAA0: 18 C6 00 54 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 ...T...p........
02FAB0: 12 36 15 9C 18 C6 00 54 03 E2 05 70 08 FE 0A 8C .6.....T...p....
02FAC0: 0D 1A 10 A8 12 36 15 9C 18 C7 00 55 03 E3 05 71 .....6.....U...q
02FAD0: 08 FF 0A 8D 0D 1B 10 A9 12 37 15 9C 18 C6 00 54 .........7.....T
02FAE0: 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C ...p.........6..
02FAF0: 18 C6 00 54 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 ...T...p........
02FB00: 12 36 15 9C 18 C6 00 54 03 E2 05 70 08 FE 0A 8C .6.....T...p....
02FB10: 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 03 E2 05 70 .....6.....T...p
02FB20: 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 .........6.....T
02FB30: 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C ...p.........6..
02FB40: 18 C6 00 54 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 ...T...p........
02FB50: 12 36 15 9C 18 C6 00 54 03 E2 05 70 08 FE 0A 8C .6.....T...p....
02FB60: 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 03 E2 05 70 .....6.....T...p
02FB70: 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 .........6.....T
02FB80: 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C ...p.........6..
02FB90: 18 C6 00 54 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 ...T...p........
02FBA0: 12 36 15 9C 18 C6 00 54 03 E2 05 70 08 FE 0A 8C .6.....T...p....
02FBB0: 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 03 E2 05 70 .....6.....T...p
02FBC0: 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C 18 C6 00 54 .........6.....T
02FBD0: 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 12 36 15 9C ...p.........6..
02FBE0: 18 C6 00 54 03 E2 05 70 08 FE 0A 8C 0D 1A 10 A8 ...T...p........
02FBF0: 12 36 15 9C 18 C6 00 54 03 E2 05 70 08 FE 0A 8C .6.....T...p....
02FC00: 0D 1A 10 A8 12 36 15 9C 18 C7 00 55 03 E3 05 71 .....6.....U...q
02FC10: 08 FF 0A 8D 0D 1B 10 A9 12 37 15 9C 18 C7 00 55 .........7.....U
02FC20: 03 E3 05 71 08 FF 0A 8D 0D 1B 10 A9 12 37 15 00 ...q.........7..
02FC30: 00 00 00 ...
RESULT OF SEARCH :
PRO=22 CHEA=0 COD=0 MUSI=0 COP=13 GRA=26 WRIT=0 198=0 199=14 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
PRO=22 CHEA=0 COD=0 MUSI=0 COP=13 GRA=26 WRIT=0 198=0 199=14 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
EXTENDED CPC DSK File SAMdisk180508* PMA1INTROTOTw MA1AID0 TOT MA1AID1 TOTT
!"#$%&'()*+MA1AID2 TOTg,-./012345678MA1AID3 TOT*9MA1AID4 TOTmABCDEFGHIJKLMA1CHAP
2TOTtNOPQRSTUVWXYZMA1CH2B TOTabcdefghMA1CH2C TOTnijklmnopqrstuvMA1CHAP3TOTzwxyzM
A1CH3B TOTMA1CH3B TOTMA1CH3C TOT£MA1CH3C TOT DESCMA1 ADIM/Ucfccc ma1ch1b.totcDMA
1CH1Bc cccma1ch1c.totcDpD c/Ucfccc ma1ch1c.totcDMA1CH1Cccccma1ch1d.totcDpD c/Ucf
ccc ma1ch1d.totcDMA1CH1Dccccma1ch1e.totcDpD c/Ucfccc ma1ch1e.totcDMA1CH1Eccccma1
chap2.totcDpD c0Ucfccc ma1chap2.totcDMA1CHAP2c&cccma1ch2b.totcDpD c/Ucfccc ma1ch
2b.totcDMA1CH2Bc+cccma1ch2c.totcDpD c/Ucfccc ma1ch2c.totcDMA1CH2Cc1cccma1chap3.t
otcDpD c0Ucfccc ma1chap3.totcDMA1CHAP3ccccma1ch3b.totcDpD c/Ucfccc ma1ch3b.totcD
MA1CH3Bccccma1ch3b.totcDpD c/Ucfccc ma1ch3b.totcDMA1CH3Bccccma1ch3c.totcDpD c/Uc
fccc ma1ch3c.totcDMA1CH3CcEcccma1ch3c.totcDpD c/Ucfccc ma1ch3c.totcDMA1CH3CcJccc
ma1chap4.totcDpD c0Ucfccc ma1chap4.totcDMA1CHAP4cLcccma1chap4.totcDpD c0Ucfccc m
a1chap4.totcDMA1CHAP4cNcccma1chap4.totcDpD c0U(c)Copyright M.D.O. 1991 - version
1.1I czcp pc8c%%cp%cUcfccc p$$cccccma1chap1.totcDpD c0Ucfccc ma1chap1.totcDMA1C
HAP1ccccma1ch1b.totcDpD c Pcfccc ma1chap4.totcDMA1CHAP46c S 1Q2e38y45ZB6c F1h2
3B6c D1W25k34W5BFTAC2**(3466LW&0W"Veux-tu quitter cette application 31-AOUI 2
-NON + (i22ttTT+,OPERATIONS#1&#+L'addition&DLa multiplicationE,2 e3 &e+La so
ustraction+ ',NTbiw-b',NTb6c %F1yh2 3Bc 1 Pc5 c cccYLcWcc(c c B12t34Bf(1f(2 iw
4,MESURES1 +Mesures de longueur/,2 +Mesures de masseC,3 +MonnaieW,4 +L'heurel,5
+CalendrierL+ Consulte la grille de (couleuWrs de cette application et cliquela
couleur de la case H#demande.3CASE C1- BLANCC5- BLEUS2- NOIRS6- ROUGEc3- JAUNEc7
- GRISs4- VERTs8- MAUVEL+ )O+*N0"Non, ce n'est pas la bonne couleur...8Tu ne peu
x donc pas accder BcetteLc+ccc cLc+ceP6c5 c cc6c d 1"""33$c ($c c !$c c 7F + G
! c CH!kE 2z- 8#F p!Rc !C7 B !J H!++K m jc !d +F 0-!4!hK 9 ie!a! £c #
ye application. + (i22ttTT.,GEOMETRIE#1&#+Les solidesE,2 &F+Le repragee,3
&e+La symtrie+ !&4H- b!&4HNcggNc+,NUMERATION1 +Nombres de 0 9),2 +Nombres de
10 20,3 +Nombres de 20 100QNombres de 100 U,4 Y+200jNombres de 200 n,5!M£5 s
zz d- yc $) * l- Gi R!Trv 3 £c E u! B o$ I p$ D!8o$ ic Q H$ 8 P !Zy.!Ce hf
c F!O!4GH!Bdi i!J* m)- qh c, c (!j ,p C 4u b En F3 c- c. c/ . -c0 . - . -
c1 . -p c P/ccc cccAccc cccBccc ccr+1000+ (i..0G0GbybyII-,MATHS CE11&+La numrat
ion&7Les oprations8,2 Q3 &Q+Les mesuresj,4&j+La gomtrieUf4("Retourne ta disq
uette et tape une touche. Uf4s"Tape une touche pour continuer.q,p**pP)p%)pi
(pN((p#((ph ()pG)p$*pi(y*)p.(x/)((p#((p#(pC)(p-))y)(((p#((p#)pcCccc cccDcc ccc.
0cCbjS11$c cbzS21$c cbS31$c cbS41$c cjS51$c czS61$c cS71$c cS81$c c-zA70xfQ1OLMH
I'4(5.1,'(4/1 P-p3((p,()()p%)p$( (p2( (p,((((p!*(p$(*p3((p,(*(X)p)Zp$()p6(((p-(
)(Z*p+(p#(*p4)(p-(*(+p+PX(p"((p4(((z)p'( (z(XP PY(p!()(p3)*(p&)p-z(XXP%YX(p ))y)
(p2(()p$(p(XYP&YX)p(x/)p2(()(p#)p)XZP&ZY)p)pB()(p"((p)ZZP&Z)p((pA)(p!+p)P'Z)p+pA
(p!((*P(+p((pA!(p ((z+P(P+p((pA")p-PP)P pB#)p(P P*P(pBX*JJJJ((IJ(8)8((8)(8)(8((
8((PP(( (*P(8(P (((ZY.(JJJJ+JJ(8)8((8((8)(8((8((PP((+ ((*ZP(8(P.((*JJJ(JJJ(I(8)8
((8((8(((8((8((PP(((z)(((ZP (8(P(((.(JJI((I-I((H(8)8((8((8(((8((8((PP(((((((,P(8
(P-II*JJI(**(H(8)8((8((8(*(8((8((PP(((xx((X((())P(88)PZ+P (IIII((JJI)+)H(8)8((8)
((8(()8()(p(P P+P(pA( (((p(PP,P(pA(( (p(PPP-P(p( (p(PPP)PP(p#(p(P)P((PP(p$(p(P (
(YP)P)YP(p (((p(P)YP((PZ((YP(p)(p(P((P)PY)P(p(("(p(PP)PP((P(p)"(p)y((PP)P(p(((p(
)PPYXPP )(p)(p)P YPP(((p.(p%(p((ZPPPPP)(p,((p((p*PPPP(((p,(p((((()p(PPP)PPPZ)((8
((PP(((x*Y(((((P*P))P(IIII*JJI(**(H(8)8((8((8(((8((8((PP(((x((Y((((+(((P(((IIII(
(JJI*)*H(8)8((8(((8(((8((8((PP(((p(Z ()9)(( (*((IIII*JJI(()y)((H(8)8((8+(8(((8(
(8(*(PP((-*Y)+Y( ()8(((Y(H*(((((IIII((JJI*((*H(8)8((8((8)(8((8))PP.8((yz))(( 0(
)8(HH)9)X(()9((HIII*JJI((((((H(8)8((8((8((8((8((PP((X(x8((p*((p((()((((((PPP))PP
PY))p((()((()(PPP()(()P(PPP(((p((((z(()PPP),(((()P))PPP))p(y((y(((((.PP*P )(((((
*(( ((+(PP)y((p())(((((()P P P(( ((((()*((((((((((,(PPP Z))p(( -YPP (P )(((((((
(*()Y*(((((*((((()PPX(p(()y(YPP)))(((((((()+*((()*((((*P(xy))((()0 (9(()(((9((HI
II((JJI((/((H(8)8((8(*8((8((8((PP,X(x+x**+Z(-0)(((0(0(8((HIII*JJI((((H(8)8((8+(8
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0 ((HIII((JJI(()((H(8)8((8(()8((((8(((8(*PP(x(X))X((+XY)Y(((x (PP(p +(zzzzx(YP*)
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(((((*(((()XZ((PY((((((((( (Y+Z) (x(XX),((((())(()P((P )(((()((*(()PX((Y) (x+((
(())(()X(((P((P)((),*(()(PY(+*HJJJ*('(((((((((((((0())(0 ((III*JJI()(((H+8((8(()
8((((8(((8((PP(8(X(x(Z(((*X(Z((9+8(8((((((((0((III((JJI(()((H &PP(8(X)(Z,X(Y)(9*
9(8(((((((0((III*JJI((((H($(PP(8(X((Z((((((8(((((((0((III((JJI((((H(#(PP(x8(X((Z
(((()8(x8()(9(((((0((III*JJI((((H)(#(PP(y(X(8)X((X((Y)((x()((9(((((((0((III((JJI
((((H( &PP(y(X((()()X(((x(P((P(*Y(,(,)Y(Z(()JJ+JJ( *((*()XP P((PY(*((((()+Z*)IJJ
((IJ(8)8((8((8((8((8((()((XPP,*PP(8()(((((,((Z(((JJI(yxx(HJ(8)8((8((8((8((8()(XY
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()(((((YX()IJJI(yz(HJ(8)8((8(,8((8((8((PP P (9(X+YZZ)()(Z P((9((9(+(+(0+(III*
JJI**H(((((8(8((((8((PP(x(X)X*Y(Z*+)((((x(9((8(++(0 (,(HII((JJI((((H++8(())(((PP
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8(0 (H((*I((JJI((((H+*8(+8+( (PP(8(X(8)X*-(I((((8+8(8)(0(8(0(()*(JJI((((H((()8(8
8( (PP(x8(X(8(, (K((((+0(8(0(() ())8(+8+( (PP(y(X(8(( HHI(-(((x(((((0)((9(0(8((8
*0 (HHK(.(((x(()((0 ()(((0)+(0((/(()x((((0 (+H((0,((0(IxO(0)((y(yx(()(0 (,0(((0(
Hz(2)(((p(x()((0 ( (0(((0(IxHH(4,(p(x)(((0 ( (0(((0( (7(*(p(x)*(0 ( (0(((0("(7((
(p (yx((((0 ( (0(((0(xJ(6(((p(()(0 ( (0(((0(zH(7(+p(()0((0(((0(MxI(6((xp (((8(((
0(((0(K(J) (M((0(9*0(8(0(((((8(()8(((((((( (PP(y(X(x8((L)(JJ(*0((0 (9(8((H( 8()*
8(())(( (PP(x(X(x((JJ+,HI)(x-0 (0 )8(0( ((i(((()8)8(8(8((((8( (PP(8(X(((IN(L(HJ(
)(8(()0(8(0(((h(, /h(8())((PP(8(X(8()ILI(M(JH(((8((8(X)0(8(0(8( ((h((8(8((0(8((8
)8)o(PP(8(X(8)(NH(JI(I()(8((8(Z)0*8)((H(0), l/(PP(x8(X(((NI(IH(JH(( (x8((8(,0+8(
8)/HHN(5((p(((9+((0(((0(IHHN(4)(xp(((0((0 (((0(JL(3((yp(((0()0(((0(HN(2((p(()0((
8.(()(8(JHHL(2()p(y((8,((0 (((8-9(IHHNxN(1()(p(y((0()0(((0(KOz(2(((p(y((0((8-(()
('PL)) **% Edec su((0(xJ(6(((p(()(0 ( (0(((0(zH(7(+p(()0((0(((0(MxI(6((xp (((8((
(0(((0(K((0),((,(PP(y(X)(JM(JH)HJ(((y((x8((8 9+(0((0)(8(8((((8(8(((PP (y(X((HK(
,(I() (y((x(((8.9)8(H(0((0)*((*(((YPP(x)(IL(((I(((x(((((9+(9()0 ( (()*((* (((XP
ZP(8((LI(((J( ((8((8((((9((0(H(()((((** ()P ZP(((K()(, ((8((8((/9(H(0( (9((h(((
((*Kx*h(PZP(((K((((((( ((8((8((((((0((9((i(((()(c)Copyright M.D.O. 1991 - versio
n 1.1I3 K2c3c4c 3Za 5csob 5c B4c 4b7Ja 5cbBb 5cOc 5caZ d 5cMzI)h(PYZP(x(-((*((((
(x8((x8((((((0((8((j**h(xOHHI(h(P XZP(x( +)(X+((((y((x(((H(((0((8((K(i)PZXZP)((Z
))Y(X()((k(y((((((8(H(0(HH(9((J J(j)PY(XP)(((()X(*(((l(x(h(8((0((8((0((9((HHH Ky
(j*Y((XZP( ((((((Y(-(l(8(h+(0(((0((9((I HHKxH(k+((YP( ((Z+((X(Y()((ij(8(h(((0((0
8(( (l+Y((P(((Z+((X(Z(()(hhafQ e 5carW f 5cap g 5 cat h 5cb i 5 ccj 5c B4c 9a
5cpb 5c Bzcp pc8c%%cp%cUcfccc p$$ch,h+(((H(0((((((8((I( l-P(*(h(*((P((((hi()((((
(0)(((((8((HHHLx(m P (((h((((x)Z(((-(((((0(8(8(*8(9((JMz( *(j(((()X(((( ((((0(((
(( xI( (()i(**(z(z(X)(((o(((((0(9((((HH(+((h((y)Y(()((.o(((H((0(9((((xMI(*)(h((*
()((((((0 (((((zJ(,(,(p ()((((((0 (9(((0(xMI(-((*y(()(0(9(H(9(0 (9((9(0 P.5"c55
c3cA.5 2c55c3cBP4cc %3cP5c4c 4c0 LcXccWcc c c c# ncLcsc c csence d'unit se marqu
e par lehnombre zro.L++"41/1. LES NOMBRES DE 100 A 1000A partir de 100 on compte
+100 - 101 - 102 - 103 - 104 - 105 -3106 - 107 - 108 - 109- 110En ajoutant% un"
un nombre, on formeGle suivant.SAinsi tu peux compter jusqu' mille et plus.L+"
51/1 ECRITURE DES NOMBRES!Tous les nombres s'crivent au moyen)de 10 chiffres.zro
un deux trois quatreC%0 c Ac Bc C c Dc Oc Fc Gc4c 9c Hc Ic Jc Kc L
c Mc NP+w(468C1bC2C3C4Q"cinq six sept huit neufY%5Y6nY7Y8Y9L+Q "61
/2TLA DIZAINE10 units formentCune %dizaine".L+'2'%2%'323'A2A'O2O'2'k2k'y2y'2'2'2
'2'2'2aZtjtZj"72/2Si je prends le nombre 14, qui estreprsent ici par des cubes,
j'aurai 10 cubes 1 dizaine4 cubes PBde cube+BVwkqNfe9-Z'Dp7,qc'OpMge loRH !#% L
&(p) O. "Clique sur un sujetou tape sa lettreau clavier.O. "Dplace-toi dans leco
urs en cliquantsur les icones.L+JHDOCUMENTATION4A- LA NUMERATION*FB-sB4 unitsiPd
Pui14 p"14 se lit 1 dizaine et 4 units.L+Q$$..88BBLLVVj$$$$$.$.8$8B$BL$LV$V$j$$
,$,$$,$$.,.$8,8$B,B$L,L$V,V$,$j,,4,4,$4$,.4.,848,B4B,L4L,V4V,4,j4444$$4..48 L'OR
DRE DES NOMBRESBNDE 0 10 N000L+U"1XNUMERATIONa- Le nombreb- L'unit$c- Les nombr
es de 100 10000d- L'criture des nombres e- La dizaineHf- La centaineTg- Le nomb
re milleh- Le nombre 10t000li- Retiens ces tableauxxj- J'cris les nombres en let
tresL+"17CL'ORDRE DES NOMBRES3a- Comparaison de nombresGb- L'ordre croissant et
dcroissantL+Y "21/1LE NOM84BB4LL4VV44jDD$D$.D.8D8BDBLDLVDVDjDDLDLD$L$D.L.D8L8DB
LBDLLLDVLVDLDjLLTLTL$T$L.T.L8T8LBTBLLTLLVTVLTLjTTTT$$T..T88TBBTLLTVVTTjdd$d$.d.8
d8BdBLdLVdVdjdjBREL'ide de nombre est donne par unecollection d'objets.$Exemple
E44 fleurs410 toile4sE%la fleurl'toileEHestHestEPl'unitPl'unitr"4 est le nombrer
10 est le nombreL+"31/1L'UNITEOn appelle %unit" chacun des objets de $la collect
ion.0Une fleur une unit.84 fleurs 4 units.Une toile une unit.H10 toiles 10 u
nits.TUne seule unit constitue le nombre %unT".L'ab P"8TLA CENTAINE1/2q- 10 cub
es ou 1dizaine de cubes(Si tu comptes le0nombre de cubes8un par un, tu trouves H
%100 cubes".TSi tu comptes lescubes de 10 en 10,ftu trouves 10 dizaines de cubes
ou %unencentaine" de cubes.L+"92/2 Tableau de la suite des nombres de0 100 0(
1 2T 3j 4 5 6 7 8 9(10$(11(12P(13f(14(15(16(17(18(190Te souviens-tu En ajoutan
t %un" onAobtient le nombre suivant.M99 et un 100Y999 et un 1000e9999 et un 1
0de000L+P"122/2 Comptons ensemble de 100 en 100 jusqu'aunombre 10000.* 1000-11
00-1200-1300-1400-1500-1600-%1700-1800-1900-2000...1* 5000-5100-5200-5300-5400-5
500-...* 9000-9100-9200-9300-9400-9500-...ILe chiffre des centaines change.UComp
tons de 1000 en 1000 * 1000-20020$021022P023f024025026027028029830$831832P833f83
483583683783883940$4142P43f444546474849H50$H51H52PH53fH54H55H56H57H58H59P60$P61P
62PP63fP64P65P66P67P68P69X70$X71X72PX73fX74X75X76X77X78X7980$8182P83f84858687888
9h90$h91h92Ph0-3000-4000-5000-6000-7000-e8000-9000-10e000.qLe chiffre des mille
change.L+9lt$l$0$0tN$Ntvtv$$$t$t/l/v//CCYY"131/2RETIENS CES TABLEAUX1millezunits
simples¢8&diz unit cent&diz&unit29 9 %+ 1"1 0 0F9 9 9 %
+ 1N"1N0 0 099 9 9 %+ 1f"1f0f0 0 0L+ "1593fh94h95h96h97h98h9
9p100L+G£ %%++1177C " """%"%+"+1"17"7"C"" ' "'"'"'"%'%"+'+"1'1"7'7"'"C'' , ',',
','%,%'+,+'1,1'7,7','C,, 1 ,1,1,1,%1%,+1+,111,717,11/2"ECRIRE LES NOMBRES EN LET
TRES11 onze 16 seize12 douze 17 dix-sept"13 treize 18 di
x-huit*14 quatorze 19 dix-neuf215 quinze20 vingtl21 vingt et unF30 tren
te N40 quarante 49 quarante-neufV50 cinquante60 soixanteh70 soixante-dix
p71 soixante et onzex72 soixante-douzeL+"162/280 quatre-vingts81 quatre-ving
t-un&90 quatre-vingt-dix.91 qua,C11 6 1616161%6%1+6+11611767161C66 6666%%6++6
1167766C %%++1177C E EEE%E%+E+1E17E7ECEE J EJEJEJE%J%E+J+E1J1E7J7EJECJFUhUdhdsh
sh"10tre-vingt-onze698 quatre-vingt-dix-huitB100 cent N1000 milleL+0"181/63CO
MPARAISON DE NOMBRES1) Nombres de 2 chiffres"Voici 2 nombres, 32 et 44. Pour les
*comparer tu dois d'abord comparer le2chiffre des %dizaines". Dans le nombre %3
"2 il y a %3" dizaines.FDans le nombre %4"4 il y a %4 "dizaines.RDonc %4"4 est p
lus grand que %3"2.En langage mathmatique plus grand quefs'crit %".FrDonc %41/1I
LE NOMBRE MILLEVVoici une figure qui V reprsente 100 cubes.V,Si on a 10 figures
commeV4celle-ci, on trouve V1000 cubes c'est--direVD10 centaines ou %mille".PDon
c LSmScjSdySuL10j0y0l1000 10 centaines 100 dizaines.t1000 1000 units.L+"111/2
ALE NOMBRE 10000Sais-tu compter de 1000 10000 #1000 - 1001 - 1002 - 1003 - 1004
-1005#-+1006 - 1007 - 1008 - 1009 - 1010...9 P"4 %" %3"2.L+BB66"192/6Si le chi
ffre des% dizaines" est le mmetu compares alors les units."Exemple %4"6 et %4"8
.Dans le nombre %4"6 il y a 6 units.Dans le nombre %4"8 il y a 8 units.HDonc %4"
8% 4"6VTu peux aussi crire que %4"6 est pluspetit que %4"8. En langage mathmati
quefplus petit s'crit %".Zr4%6 "4%8L+"203/6 2) Nombres de 3 chiffres.Pour compa
res+"142/2 mille units simples%centFdiz unitcentdizunitj 8 0 0 0((%huit
millej3"6 2 1 3(%six mille deux cent treizeLF"1 4 0 0 0(N%
quatorze milleLY"2 2 0 0 0(a%vingt deux mille.l"3 1 1 0
0 0(t%trois cent onze milleUf4s"Tape une touche pour continuer.CCBCC 3+ +,*P
*')P)#)P))P)(*P((((P(r 2 nombres de 3 chiffres,tu dois d'abord comparer le chif
fre des&(centaines "puis celui des %dizaines", .enfin celui des units.Voici 2 no
mbres (5%4"2 et (3%5"49N(5 " (3% 4" % 5" 2 49Zdonc (5%4"2 (3%5"4 ouWf(3%5"4
(5%4"2L+"21 4/6* Si le chiffre des centaines est lemme Exemple (5%2"0 et (5%
1"4.,Tu dois comparer les %dizaines" %2 "% 1".8Donc (5%2"0 (5%1"4 ou (5%1(((P(
(((Y)P((Y+X((X((P((Y())(P*((Y(()(P((((Z((((P((((((Y(P((Y)Z( (+(X++X((X((Z(((*X)(
())(Y((((XX(Z(()(Y((((YX(Z((((Y((((YX(((Y(( ((*YX*(+(X+Z((+(Y(,(*X)(Z((P(,(((XX(
Y( (((((((YX(Y( (P()((((YX("4 (5%2"0.D* Si le chiffre des centaines est leLmme
et si le chiffre des dizaines Test galement pareil, alors il faut comparer les u
nits.hExemple (5%1"6 et (5%1"4.t6 4 donc (5%1"6 (5%1"4 ou (5%1"4 (5%1"6.L+"2
25/63) Nombres de 4 chiffres.Pour comparer 2 nombres de 4 chiffres,"tu procderas
de la mme manire que*pour les nombres de 2 ou 3 chiffres.W%2345 "/ %1532iK"2 1
HDonc 2345 1532Z((P()(((*YX*(((P +X(((+(Y(,((P()(P(,(((P((X)P(((()P((P()(()P*P(
)(()P*P+X((()P ((P()(P)P((P((X)P)P((Y)P((P )+X((X((P*P)())(P *P)(()(P((P)((((P (
(P((((Y(P((Y)P((+(X++X((X((P(((*X)(())(P ((Z((XX(Y(()(P( (Y((YX(YRkou 1532 2345
L+"236/6* Si le chiffre des mille est le mme alors tu dois comparer celui desce
ntaines.(Exemple 1627 et 1742.46 7 donc 1627 1742 ou 1742 1627.Tu as compris
le procd, il faudraHcomparer le chiffre des dizaines siPcelui des centaines est
le mme et Xcelui des units si le chiffre desdizaines est le mme.lExemple 1747
et 1743.v7 3 donc 1747 1743 ou 1743 1747.L+pQQ"24((((P((Y((YX(Z((Y(P((Z(*YX*(
Z+(X+P((Z+(Y(,Z(*X)(( ((,(((XX(((Y((((((YX(((Y()((Z((YX(((Y()(((*YX*(((Z+X(((+(Y
(,( (()((,(((((X)((((((((P()((((*P ()((Z((P+X(((Z((P()(Z((P((X)Z((P((((P*()P))P)
#)1/11) Ordre croissant.On range les nombres du plus petit au plus grand.,Exempl
e 24 / 36 / 42 / 12 / 6.8Cela donne 6 / 12 / 24 / 36 / 42.H2) Ordre dcroissant
.TOn range les nombres du plus grand auplus petit.hExemple 24 / 36 / 42 / 12 /
6.tCela donne 42 / 36 / 24 / 12 / 6.L+!z!z!zzzz!1D!Wj02C'0z'0+C+MV+i+ PP)'*P *
,+ +3 3+ +,* *'))#))))(X((Y((YZ(((( ((((P (( ((( (ZZ((YYX((XY((+YZ((-( (-((X
((YP((YZ( (((ZZ((YY((P X(())ZZ) YY)X ))))))XccP 3c!P5c4c c bc bc bc Dbc Ebc bc
bc b c Ibc Jbc Kb c4c pc bc(( Y((YZ(((( ( (%((P*((,((X ( (ZZY ((YYYZ((X(((( ( (
P(( (( (( ZZ((YY(( X((((((() )))#))'* *,+ +3 )) **% Edec su))ZZ) YY)X ))))))X
bc bc bc b!AVT /#Z $uwkNfea'Dp7,hW)MvvOpi69!oZ -QFiL+6QQpp"141/26Produit de deux
nombresVoici 12 toiles disposes ainsi N** * * * 4N3* * * * 4N* * * * 4I- Si
je les compte par ligne, j'ai TS4 + 4 + 4 que je peux crire aussi g4 2q" 3 , je
lis 3 fois 4.L+LLFZsZrr"152/2- Si je les compte par colonne, j'ai Z* * * *Z!* *
* *Z)* * * *Z13+3+3+3que je peux crire 0D3 2q" 4, je lis 4 fois 3.Q12 est le pro
duit des nombres 3 et 4B(c)Copyright M.D.O. 1991 - version 1.1I K2c3c4c MWa 5cMo
b 5 c B4c NQa 5cMab 5cMrc 5cM d 5c4 2q" 3 ou 3 2q" 4i4 2q" 3 3 2q" 4 12 tle n
ombre d'toiles est le mme.L+&&..77IIRRddmmuuRRdduu)"161/3*La table de multiplica
tion5q% "0 1 2 3 4 %5" 6 7 8 9 100 0 0F0W0 0 0 0 0 0 0 0&1
0 1F&2W&3 4 5 6 7 8 9Me 5 c B4c pM a 5cMmb 5c PBzcp pc8c%%cp%cUcfccc p$$
c.5"c55c3cbA.5 2c55c3cbBP4 P 10.2 02.2F/4W/6 8 y/10 12 14 16 18 /2073 0 3
F86V89f812z815 18 21 24 27 8304 0 4F8T12g16z20 24 28 32 36 40I5 04I5CI10 15
hI20 25 I30 35 40 45 50R%6 "0 6CR12 18 hR24 R%30" 36 42 48 54 607 047C14 21
h28 35 42 49 56 63 70d8 0 8Cd16 24 hd32 d40 48 56 64 72 80m9 0 9 Cm18 27h
m36 45 54 63 72 m81 90 v10 !v0 1v10 20 Vv30 40 50 60 70 6 7 8 9 10 11 12 3
3 4 5 6 7 8 9 10 11 12 13F4 4 5 6 7 8 9 10 11 12 13 14N5 5 6 7
8 9 10 11 12 13 14 15 V6 6 7 8 9 10 11 12 13 14 15 167 7 8 9 10 11 12 1
3 14 15 16 17f8 8 9 10 11 12 13 14 15 16 17 18n9 9 10 11 12 13 14 15 16 17 18
19 v10 10 11 12 13 14 15 16 17 18 19 20L+"94/4Tu dois savoir par coeur ta table
d'addition. (Tu peux utiliser la table pour0effectuer tes additions.Comment l'ut
iliser v80 90 v100L+JJRR"172/31- Comment utiliser le tableau Tu veux calculer le
produit %6 5q% 5$"(je lis 5 fois 6). Tu cherches sur,le tableau la case qui co
rrespond au4couple (%5,6") et tu trouves %30".B2- Pour bien apprendre la table d
eJmultiplication V1) Tu la lis plusieurs fois.2) Tu la rcites le livre ferm.f3)
Tu peux t'amuser aussi l'crifre*nsur un cahier.L+/F/LLe nombre 10 c'est $X0 +
10 4 + 6 7 + 3$1 + 9 5 + 5 8 + 2$h2 + 8 6 + 4 9 + 1L+L
.6cJYY"183/3 Remarque 0 2q" 0 0 0 2q" 10 0N0 2q" 1 0 0 2q" 100 0tu
peux calculer le nombre d'toiles%sous la forme d'une %somme" avec le.signe %+"
4 %+" 4 %+" 48ou sous la forme d'un %produit" avec leAsigne% 5q" 3 5q" 4Q3- L
orsqu'il y a des parenthses Z"21/1*Somme de plusieurs nombresDans une addition,
on peut inverser lesnombres. On dit que l'addition est'commutative. 72 + 3 + 8 G
peut aussi s'crire S2 + 8 + 3Kou 8 + 3 + 2Kkou 3 + 2 + 8L+ aHaaa"31/1Deux manire
s de calculer la sommeSur la piste du cirque, lors d'une sance de rptition, on p
eut voir(s'entraner 012 acrobates, 4 clowns et 8 jongleurs0.Ecrivons de 2 faons,
en utilisatu effectues d'abord l'opration bl'intrieur des parenthses.kExemple
(4 5q" 3) + 2Ht4 5q% "3 12 12 + 2 14L+JHOPERATIONS04A- ADDITIONHKB- MULTIP
LICATIONL+P"1XL'addition(a- Somme de plusieurs nombres9b- Deux9maniress9de 9calc
uler 9l9a sommeJc- L'addition dJdes zJnombres JdeJ2 JcJhJiJfJfJrJeJsd- L'additio
n avec retenuele- L'addition des nt lesDparenthses, le nombre total de personD-L
nes sur la piste.X1re faonX2me faond(12 + 4) + 8 d12 + (4 + 8) pOn effectue d'a
bord pla pspopmme pdpeps pnombrepsxentre parenthses.L+"41/2L'addition des nombre
s de 2 chiffres Exemple Paul va au cirque. Il achte(un billet 35 F et une glac
e 10 F.0Combien a-t-il dpens CIl a dpensrG35 + 10 456K45 FPour calnombresldle
l3 lclhlilflflrlelsL+C"13HLA MULTIPLICATION4a- Produit de deux nombresEb- La tab
le de multiplicationL+0....8888"52/2Posons correctement l'addition. %d "u Il
faut placer &%3 "5 les units sous les units,0+ %1" 0 les dd0ii0zn0as0ix0n0
e0s0sous0l0e0s 0d0i0z0a0i0lculer la dpense, on a effectucune addition.L+ ..RRddv
v..66FFNNVVffnnvvffF F66&&"83/4La table d'addition la table de Pythagore.+ 0
1 2 3 4 5 6 7 8 9 10&0 0 1 2 3 4 5 6 7 8 9 10.1 1 2 3 4 5
6 7 8 9 10 1162 2 3 4 5 Pn0e0s.%4 "5POn compte les units 5 + 0 5On
compte les dizaines %3 + 1 4L+/$W* B'BOFOV0V1KKKRF'B'V1SSSSE"61/40L'addition a
vec retenuePour viter les erreurs, il faut 1) disposer correctement les chiffres
,$2) ne pas oublier la retenue,,3) bien connatre sa table d'addition,.7d u%1G5
"6KK6 + 6 %1"2N%1 "6lR%1BB"123/32) Je compte les dizaines 8 + 3 %1"1 %1
1" + %1" 12Z 11 diz + 1 diz(l a r e t e n u e )x( 12 dizainesT/10 + 2 ou 10 di
z + %2" diz.1 centaine DJe pose %2" et je retiens 1D.S3) Je compte les centaines
6 + 2 8 8 + 1 (retenue) 9eJe pose 9.6qLe rsultat est 923.Uf4s"Tape une tou
che pour continuer.)) **% Edec su0 "+ 2$W%1Y7 "2ZY%1 dizaine "et 2 unitsdJe com
pte les units 6 + 6 12lJe pose 2 et je retiens %1 diz "- c'est tla retenue. O.
"Clique sur un sujetou tape sa lettreau clavier.O. "Dplace-toi dans lecours en
cliquantsur les icones.L+.E."72/4Je compte les units 6 + 6 12Je pose 2 et je r
etiens %1 diz "- c'est %la retenue. 4Je compte les dizaines %5 + 1 6"et j'ajou
te la dizaine de la retenue H%6 + 1 7 " j'cris %7.L+QVVf f*fg#m X OWO3%3"10 1/3
L'addition des nombres de 3 chiffres- Sans retenue "3%0"6 je compt"e i"ll"eq"s"
u"n"i"t""s "6 "+ "2" "8*+ 4%2"2 je compY*t*e h*ll*eq*s*d*i*z*a*i*n*e*s **0 *+ *
2 202je compt(c)Copyright M.D.O. 1991 - version 1.1I K2c3c4c /Ma 5cxLub 5cx "B4
c MV a 5cxMf b 5cxMuc 5cxMd 5cx2e h2ll2ep2s z2c2e2n2t2a2i2n2e2s 224 2+ 23 2 747%
2"8Le rsultat est 728.G- Avec retenue P%16R"je compte pRltReyRsRunits R R9 R+ R
6 R R13V1 %1" 96Zje pose 3 et je retiens 1,+ 1 %5" 66bc'est--dire une dizaine.f%
1j"2 %7 "3 Le chiffre %1 "s'appejljlje lja jrjejtjejnue6rJe comptdre nrlqrevrs
dr "B4c 'RNUa 5cxMf b 5cxMt c 5cxM d 5cxM e 5cx "2Bzcp pc8c%%cp%cUcfccc p$$c.5"c
55c3cxA.5 2irzrarirnrers r r%1 "+ %5 " 6y%6 "+ %1 " %7L+#kkLTeImO&g,XIaOR&,i)v)v
*vLnLuLKu-I"112/3Voici un autre exemple d'une additionavec 2 retenues.T%1 %1Z*"T
-2 8 6 H5+ 6 3 7 T9 %2" 3ZH1 %1V"Toujours le mme principe.b1) Je compte l
es units $l6 + 7 %1"3tJe pose 3 et je retiens %1".L+777 P c55c3cxBP4c
c2 #"3cxP5c4c c c c c c c c c % c &c4c 'Rc ( ct *Nn/No4NmbNrCNeLN+ %diffrenceN"
grand nombreY150 + %20Y" 170iQuand on calcule une diffrence,pon fait u
ne soustraction.L+2I2M2MNM%I%U%1%V%x'xqtttqt"31/1La 's+o0u5strDaIcNtSiXon gdle u
nzombres de 2 chiffres )c *c "c +c ,c -c .c 2&,!TJu6$VLSF-u Z/Pn!!"$K(i)+ML+ ,,P
PbbttSoit l'opration 98 - 25.Posons d'abord l'opration ainsi $$%d "u$,%9 "84- %2
"5T8On commence par soustrair8e$%7 "3 les units.THJe dis 8 - 5 3NI6PPuis
on soustrait les dizaines0X%9 - 2 7"Pour v"'r+i0f4i9er IsNi Xtobn loqpvration e
£st juste, tuhf hahihs hl"h&&22JJVVbbnnnn5"201/16Table des multiples2q" 1 2 3
4 5 6 7 8 9 10 3 3 6 9 12 15 18 21 24 27 30(5 5 10 15 20 2
5 30 35 40 45 5046 6 12 18 24 30 36 42 48 54 608 8 16 24 32 40 48 5
6 64 72 80L9 9 18 27 36 45 54 63 72 81 90X12 12 24 36 48 60 72 84 96
108 120d13 13 26 39 52 65 78 91 104 117 130p16 16 32 48 64 80 a ,hp1hr5hehuh
vDhe OhdThe hlbha lhsqhovhuhshthrhahchthiho£hn hh98 h+ h25hh73m%mp"Preuve 25 +
73 98xTAxu LxdQxoVxixs exrixenxtsxrxxoxuxvxexrxlxexgrand nombre.L+5BB'84B'8''8+
83.30344"3"d%d(jmjmhmjxxio39TB(B96 112 128 144 160O. "Clique sur un sujetou tape
sa lettreau clavier.L+F "1KLA SOUSTRACTION.a- La diffrence b- La 4s9ouCsHtMrRaW
ctaifoknvde nombres de 2 chiffresLc- La soustraction avec retenued- La 5souDsItN
rSaXctbigoln vdes "41/2La soustraction avec retenue$52N2 - 8 c'est impossible-
18*%4 " %"On enlve %1" dizaine 2%5 "2 %5 "dizaines6%11 "8 que l'on ajoute
aux 2 units-NB10 + 2 12 unitsK%46O"Maintenant on peut dire S5 2W%1HW"12 - 8 4-
1 8%4a"je pose 4e4 'fh%5"2p- %1"8$tEnfin %4 - 1 3x3"4L+-*-L(Ll(lMccjbjajjf
jZqZsnombres de 3 chiffresL+xxR"2 1/1La diffrenceMarc mesure 170 cm. Luc mesure
150 cm.%La diffrence X%deh%taille%des%enfants%est%4170 I4-4150 %20 "
gran d )n.o3mbrBeI-TpYetbift pnuozmbre%diffrenceN"pNeNtNi N Ps"5 2/2On peut eff
ectuer la soustraction d'uneautre faon 5 2 2 - 8 on ne peut pas.$- 1 885 2On aj
oute %1" dizaine aux%1B"2 units 10 + 2 12C- 1 8TJ12 - 8 4M3 4ROn pose 4Z5 2
et on retient 1%5" 2b- 1 8d%1dh1 "8l%1n"3 4Bp%1 + 1 2 5 - 2 3t"3 4 L+$BjTT
ddttddTT"6 1/5$La soustractioleau le nombre %32N"4 2q" 82 " 32Nh32 4 %8p"On d
it que 32 est un multiple de 4.O. "Dplace-toi dans lecours en cliquantsur les ic
ones.L+w**v*v,*.-/-.//iissssyuUuXuUUUcbcccccc"9 4/5- Si le nombre des dizaines
du 1ernombre est plus petit que le nombre des dizaines du 2me nombre,*Exemplen
des nombres Bde 3 chiffresH$c %d" uH,3 %8" 24- 1 %6" 5L1re tape on commence par
les unitsL.2me tape on continue parlesdizaines.l3me tape on finit par les cen
tainesl.L+C"u".LWqW&N&S&SSFF((-((1 * , -#-9.915181$5/5/5998968i-iuuY,3"7 2/5 Tec
hniq f,5 %2" 60%2 " %6Z4"- 3 %6" 4Dtu dois ajouter 10 dizaines aux Ldizaines du
1er nombre.XExemple 5 %2 "6 %10 + 2 12nZ1Z"- 3 %6 "4 % 12 6fj"1 %6 "
2qp%p12 - 6 6vL+44#)22£BBJJAbbbb"105/5Continuons la soustraction %4"5 "2 6 *- %
3 "6 4 On enlve 10 dizaines auN2nombre des centaines.6%1 "6 2N10 dizaines 1
centaineue.N3 %8" 22 -5 c'est impossible.B- 1 %6" 5!%7+"3 %8 "2.On enlve t.1 .d
izaine . .8 .d.i.z.a.i.n.e.s"16- 1 %6 "5 que l'on ajoute aux 2 units N10 + 2
12 units.$D7FMaGFiLFnQFtVFeFnFaeFnjFt sFoxFn FpFeFuFt FdFiFrFe F12 F-F5 F F7$LNj
e%B"c'est la retenuefN%5 - 1 4fV4 - 3 1L+#"11'L'APPROCHE DE LA DIVISION.a- Le
partageb- Les multiplesLc- La division avec reste d- La techniquele- Table des
multiplesL+OgZZSOSgPgS"121/3TLe partageComprenons Maman doit partager un paquet
de 15#gteaux entre ses 3 enfants.+Combien de gteaux doit-elle donner3 chacun Pou
r que le partage soit ga pose 7.R%7X"3 %8 "2Puis %7 - 6 1"- 1 %6 "5d3 %8 "2j2 %
1 "7l- 1 %6 "5nEt enfin 3 zn-n1 2w2 %1 "7L+5bHH0mQm"8 3/5Remarque Quand tu sous
trais 2 nombres - Si le nombre des units du 1er nombr e(est plus petit que le n
ombre des unit(s0du 2me nombre,08Exemple 522 6- 16Ltu dois ajouter une dizain
e aux unitsTdu 1er nombre 5 2 10 + 2 12Cl, MamanEdonne QNathalie Gilles
Sophie5 gteaux 5 gteaux 5 gteaux0h5 + 5 h+ h5pTu peux crire 5
2q" 3 15xDans 15 il y a 3 fois 5.L+""jKjKjktt"132/3 Pour trouver le nombre de
gteauxdistribus chaque enfant, tu doisfaire une division N%15 3 5/Maman donne
5 gteaux chacun. Ce7partage tombe juste, mais parfoisil y a un %10d"- 1 6
Donc 12 6llet tu peux soustrairekt12 - 6.L+G 7R070Q7RS7SRc7cQv7vQ7R7R7Q7R CCHOL
OOO"151/2HLes multiplesPour t'aider tu dois connatre par coeur tes tables de mul
tiplication.,Exemple Tu dois diviser 32 4$81 2 3 4 5 6 7 8 9 102q% "4$
F4 8 CF12TF16 20 zF24F28 %32 "36F40XCherche dans le tab Preste.HExemple Si
maman avait partagerP16 gteaux entre les 3 enfants deXfaon faire des parts gal
es, onaurait kNathalie Gilles Sophie Reste*u5 5 5 1L+## 191
"143/3616 (5 2q" 3) + 1le reste(Tu cris B016 3 5 Reste 1.Quand il y a un re
ste il doit treDinfrieur la valeur d'une part L1 5.L+KVKVKWW"162/2u dis 7 2q"
8Zf%- 56 "7 mqmume mtmu msmomumsmtmrmamims m m58ln%2Bw"Reste % "Il resteL+
JHOPERATIONS88A- SOUSTRACTIONXQB- DIVISION Uf4s"Tape une touche pour continuer.
"Tape une touche pour continuer.)) **% Edec su poser.'Exemple 48 8Z30 6Repo
rte-toi ta table des multiplesHde 8.T2me exemple f58 8ete Quand on multiplie un
nombre par 4,le produit est un multiple de 4. #Par exemple 4 2q v#"13 52-52 e
st un multiple de 4.H752 13 4AObserve ce tableau MMuMlMtMi"Mp'Ml*Mi/Mc4Ma9MtMi
CMoHMn DivisionY9 2q" 4 36 36 4 9 36 9 4e5 2q" 8 40 40 8 5 40
5 8q6 2q" 7 42 42 7 6 42 6 7L+6KeXX)L)dKdKKKeLdoKoeLeLe(c)Copyright
M.D.O. 1991 - version 1.1I K2 c3c4c LZa 5cLkb 5c B4c LYa 5cLlb 5c B4KeKeKdKePSaa
aa"171/26La division avec restePrenons un exemple Stphane a 58 billes. Il veut l
es$partager entre ses 8 camarades.,Combien en donnera-t-il chacun H658 8 Cher
che 9dans Ulaetable des multiples de 8N1 2 3 4 5 6 %7" 8 9 10 11 12S2qS"
8Z8 16 24 32 40 48 %56" %64" 72 80 88 96i58 in i'%ie)is.it 7ipiaAis Jc LXa 5cLlb
5c Bzcp .c8c%%cp%cUcfccc p$$c.5"c55c3cA.5 2c55c3cBP4cc 3c9P5c4cidOiaTinYis cilg
ie pituiaziblieiaiu idieis imuilitiiipilieisidiei8.q58 n'est pas un multiple de
8.x58 est compris entre 56 et 64.L+"182/2B%56 " 58 %64"Tu cherches d'abord le m
ultiple qui$est infrieur 58, c'est--dire 56.0Tu trouves le nombre 7.058 8 7 -
reste 2HStphane donnera 7 billes chacunPde ses camarades. Il lui resteraX2 bil
les. c c c c c4c c c c c Rev-l5o' ewZVL+JHDOCUMENTATION4A- LES MESURES DE MAS
SEDB- LES MESURES DE LONGUEURL+"6CMESURES DE hAvec les tables des multiples tu p
euxpeffectuer rapidement une division.L+Lg/u/uuxvddmmaWaeaVVVbaaedaaebb050Qe&ee/
f/hvkvkvkykvsvxvrvrzsw"191/1NLa techniqueQuand tu calcules ta division, tu doisl
a poser.'Exemple 48 8Z30 6Reporte-toi ta table des multiplesHde 8.T2me exe
mple f58 8ete P LONGUEUR3a- Les units de longueurGb- Les tableaux de c
onversionL+"1CLES MESURES DE MASSE3a- Units de masseGb- Tableaux de conversionL+
"21/1LES UNITES DE MASSELes units de masse servent mesurerla masse d'un objet."
Dans la vie courante, on emploie *souvent le mot "poids" la place du2mot "masse
".Le kilogramme XethlexgrammesontutilissFpour mesurer des masses courantes.G$ee$
$$$ee#$//"91/22TABLEAUX DE LONGUEUR%multiplesg"unit %sous-multiples&km hmN&dam
m&dm cm mm1"1510T10 0A1 dcamtre 1 dam 10 mtres.Idca veut dire dix.U1
hectomtre 1 hm 100 mtres.hecto veut dire cent.i1 kilomtre 1 km 1000 mtres.q
kilo veut dire mille.L+"102/21 dcimtre 1 dm / 1 m 10 dm.1 centimtre 1 cm R
Le milligramme est utilis pour mesureRrZdes masses trs faibles mdicaments,bmtau
x prcieux...nLa tonne et le quintal sont utilissvpour des masses trs importantes
.L+33J..IccJIffP9P9tQtPA"31/3BTABLEAUX DE MASSE %Tonne " %Quintal" % Diz.de kg "
%Kilogramme)"tB)qx)kg)kg1B0x00S%Kilogr." %Hectogr. " %Dcagr. " %Gramme"kg/ 1 m
100 cm.&1 millimtre 1 mm / 1 m 1000 mm.2%1 m " %10 dm " %100 cm "% 1000 mm.
"Exemple de conversion VJ%6 km 3 damV"Je place le chiffre %6" dans la colonnedes
%km", %3" dans la colonne des %dam "etfje complte les autres colonnes avecndes
%zros".L+T"11XMONNAIE3a- Les pices et les billet3sGb- Les changesO. "Dplace-toi
dans lecours en cliquantsur les icones.ONhg daggo1No0o0o0L+..E99DttDD"42/3
%Gramme " %Dcigr. " %Centigr." %Milligr.$"gN$dg cg$mg71N707070O%N'oubli
e pas WOO1t1000kgT- 1t10qY1q100kgh1kg1000gm- 1kg10hgr1hg100gL+27G!+"53/3,%1075q%
plus grand-DECA&1005q%" " -HECTO GRAMME $1000. "Clique sur un sujetou tape
sa lettreau clavier.Uf4s"Tape une touche pour continuer."Tape une touche pour c
ontinuer."Tape une touche pour continuer.)) **% Edec sufje complte les autres co
lonnes avecndes %zros".L+T"11XMONNAIE3a- Les pices et les billet3sGb- Les change
sO. "Dplace-toi dans lecours en cliquantsur les icones.O5q% " " -KILO+/105q
%plus petit-DECI775q%8%100 " " -CENTI GRAMMEA10005q% " " -MILLI6P"1 k
g10 hg100dag6Z1dag0,01kg0,1hg10g6d1g0,001kg0,01hg0,1dag6n1mg0,001g0,01dg0,1cg +
L+8"7+6"1/29UNITES DE LONGUEURLes units de longueur servent mesurer '- une long
ueur longueur de la sallel/de classe.9- une largeur la largeur du bureau.C- un
e hauteur la hauteur d'un mur.M- une paisseur de %50" c2par exemple RDD+D+S%50
c" se dit aussi %1/2 franc".1 billet de 100 F 2 billets de 50 F.e1 billet de 2
00 F 2 billets de 100 Fe.o1 billet de 500 F 2 billets de 200 Frw+ 1 billet de
100 F.L+"152/2Voici un petit problme qui t'aidera comprendre les changes. Dans s
a tirelire Luc a %20" pices de %1 F("et %5" pices de %10 F". Il veut les 0chang
er contre des billets.8Quels billets ppMl'paisseurMd'unMlivrMeW- une distance l
a distance entrel2 villes.i- un primtre le pourtour d'une lqfigure gomtrique.L+
"82/2L'unit de longueur est le %mtre".Mtre s'crit en abrg %m".*Il existe des me
sures de longueur plus2grandes que le mtre qu'on appelle %lesmultiples" du mtre
et des mesures plusBpetites que le mtre qu'on appelle %lesJsous-multiples "du mt
re.L+1$))$G P(c)Copyright M.D.O. 1991 - version 1.1I2 K2c3c4c /MTa 5cLgb 5cLzc
5cLd 5c NB4c 0LXa 5cLib 5cWMmmMMmOmQmUmWmmOQTVYWMWOWRWTWWWYWWPYMQZAZIiIZIWMiImMI
IIMIMZbibWZbmjbbbbbmM6q66q6mmoqttotmort"14 2/3Construisons un cube.Toi aussi, tu
peux construire un cube.1) Tu dcoupes dans du carton lger'6 carrs comme le mont
re le desLzc 5cLd 5c NB4c 1Lda 5cLub 5 c NnB4c $LXa 5cLjb 5cLyc 5c NB4c 'La 5cLs
in/ci-dessous.t5lI%----IR"1R2tR3 4lZ%----tc"6vC'vevsvt %vl)ve4vdvvDveIvlMvoRvp
Wvpveavmelvnqvt vdvu vcvuvbve vovu vpatron.L+HTJ---TJ-$J-KNzzSCCW(W"171/2HL'axe
de symtrie----H/x/yPrends une feuille de papier (feuilleCde cahier).OPlie-la. Le
s deux parties doivent sevb 5c NBzcp pc8c%%cp%cUcfccc p$$c.5"c55c3cA.5 2c55c3cB7
P4ccncc #N3cP5c4c 0cWsuperposer, c'est--dire se recouvriWrexactement.jTu obtiens
une ligne xy que l'onrappelle l'axe de symtrie.L+w))"153/32) Tu plies selon les
pointills,$ et tu obtiens un cube.L+4H4H4 D G DDD0D4D0G00004H4H4N"51/2NLe rec
tangle4 c.mAKBrLe polygone ABCD estq un rectangle.%2 %c%mK%2 U%cY% c c c c c c
c c c4c 1c c 2c c c4c $c c c mq,Les 4 angles sont4DK4C droits.54 c.5mDAB
DC 4cmLAB et DC sont les %longueurs "du rectanL-Tgle. %Elles sont gales".dAD
BC 2 cm.lAD et BC sont les %largeurs" du rectan-tgle. %Elles sont gales".L+*---
(f(f(f-e43dBiViBbBiCfFfFfFiHoHS"l'p"lqp"t'p"u"t"t"241/2*Les droites perpendicula
ires3- Les droites pc# $cNcc# mcUcc# pccc4c 'c c c c 3)im #1BbV4LufinI Q!DZ- "ZL
#k-Q$FiA%H&&R''L+AMW Perpendiculaires sontdes droites qui se coupent en Cforman
t un angle droit.O- Deux droites dOperpendOiOcOuOlOaOiOrOeOsOfOoOrOmentW4 secteu
rs angulaires droits.Zaest paltae asayambaoalae adae ala'aaanagalae adaraoaiata.
qdsigne des droites xperpendiculaires.L+EJEj'jdjQTQjQTjSSfSfXfSXfRhThu ct par 4u
.L+L2"62/2Primtre du rectangle.HABf5 ocsm2#2 #cA#m#2 #c#mH3Dg35 p3ct3m3CLe primt
re du rectangle est G- G%lGoGn#Gg(Gu-Ge2Gu7GrG+GGlJGaOGrTGgYGeGucGrjG+sGlwGoGnGg
GuGeGuGr G+ GlGaGrGgGeGuGrO"5 'Oc+Om +MO2WOcOmkO+ O5OcOm +ThTjW£bb"252/2- On
utilise l'querre pour tracer unedroite perpendiculaire la droite xy.*1) Pose l'
querre pour tracer une2droite perpendiculaire la droite x2y2) Fais-la glisser j
usqu'au point O.HDXOD est xykxHkO yL+% F "LWu"TVT"jVj"W3L3tDLDtT"u"j"jDDjjr
nn"261/2$Reprage de O2 OcOm 14 cmW%ou"- %(L5 %+5 %l) 5q% 2f"(5 + 2)% 2q" 2 7 2
q" 2 14pPrimtre du rectangle 14 cm TxP 14 cmL+447"l47"44k4S--$QWQ$M$fRf"71/4T
Le triangle6BLe polygone ABC%est un triangler-C (tri veut dire 3)1ALe triangle
est un polygone qui a $I3 sommets A, B, C,$S3 cts AB, BC, AC,eY $3 angles
A, B, C.Yf( veut dire angle)cases et de noeuds- Le couple.$A l'aide de deux lett
res a, b ou de,deux chiffres 1,2 ou encore d'une4lettre et d'un chiffre, on form
e uncouple.(L19L2 3bLLe reprage d'une casebTse fait l'aide de deTuTxVabrepres
abf- un repre horizontallcr- un repre verticalL+&qON.V.U%r/(D(*00HHQhhqq"21/10Qu
'est-ce qu'un polygone Le polygoL+QIyId%dRd%yIc&QIdTdVdQdUeEiEiEiIcccctttt q6m
q9nY6W8"82/4- Le triangle isocleUn triangle qui a 2 cts gaux estun %triangle iso
cle.h "A0AB ACHBBBCfKHfSxAx est l'axe de symtrie qui correspondc la hauteur du
triangle AH.lLes deux angles la base sont gaux )s *xB C angle B angle CL
+pne est une figure gomtrique(qui a plusieurs cts.$2BQ8ABCDE est un polygone qui
Qa 5 cts.BJCQPAB est un ct du polygonPeP.RA0XDQLes points A, B, C, D, EPhsontmhl
qhevhshsommets duhpohlhyhghohne.*pEL+T222c2B7FFCF3C3E3F6F3633"3 1/2T"Le carr"Le
carr est un polygone qui a*4 cts gaux et 4 angles droits.ggggooAFjF2jFl1FU)jFU)A
FU*UKK3O7J5M9YDYHc8dWDWH"93/4- Le triangle quilatral.Un triangle qui a 3 cts gau
x est untriangle %quilatral.Z%"A,yn,x0AB AC BC6ABoACXIzNles 3 cts sont gaux,Vl
es 3 angles sont gaux.Le triangle quilatral a 3 axes degsymtrie.pAz, Bx, Cy sont
les axes de symtriexdu triangle quilatral ABC.OABTAB, BC, CD, AD sont lesTDcts
du carr.TTAB BC CD ADbDbCL+9(aJx33"42/2Le primtre du carr.$Voici un carr de 3
cm de ct.B3 cm#La longueur de l#ac+----ligne repr+sente$33 -3cmc33 k3co3m le %
primtre ducarr".BK3 cmXCalcul du primtre 3 + 3 + 3 + 3ou 3 2q" 4mPour trouver l
e primtre du carr,uje multiplie laeul luongueur d P. "Clique sur un sujetou tap
e sa lettreau clavier.L+GNZ"223/3xAB diamtre ducercle.r(Le diamtre du cercl(er0
est gal 2 fois leq8rayon.CD diamtre R rayonMPD 2 RLe diamtre est l'axe d
e symtrie duhcercle.rAB est l'axe de symtrie du cercle.L+CDCeCeeCDeCIIIe&&"104/4
Le triangle rectangle.Un %triangle" %rectangle "perpendiculaires9a- Les droites
perpendiculairesQb- Reprage de cases et de noeudsL+RPGEOMETRIEP.A- LES POLYGONE
S8AB- LES SOLIDES TC- LA SYMETRIEgD- gL&gE-gS gDCgRJgOQgIXgTgEfgS ugPgEgRgPgEgNg
DgIgCgUgLgAgIgRgEgSL+F"1LLes polygones1a- Qu'est-ce qu'un polygone Bb-0BLe carrS
c- Le rectangledd- Le triangleL+Y'est un trianglequi a un angle droit..Pour cons
truire un triangle rectangle6on utilise l'querre.6B6dAdCL+S"""121/1TGnralits$2Un
cube, un d jouer, une $bote d'allumettes, une boule,$June pyramide, sont des s
olides.L+T!"16ZLA SYMETRIE62a- L'axe de symtrie6Bb- Le carr6Rc- Le cercleL+k)kM"
182/2Tu obtiens un autre axe de symtrieen pliant la feuille un"11Les solidesTa-
GnralitsTMb- Le cube L+y%+L+89UM+98M+MHMH9U%+798T%ennnn)C"131/3fLe cubeObservons
un cube#EN#Fi+La figure colorie es+t3Ai3%une face du cube".A4BiAB est une %arte
.PC"GiKLe point A est uniS%sommet. U"DUCLe cube est un solide limit par f. 6 car
rs qui sont les faces du cube,n. 8 sommetsve deuxime fois.(AHxyXBL+H+YA%&8BBh$h
afxaoo"191/1Le carrLe carr a 4 axes de symtrie.FC XF6Tu peux0ABvrifierFpar p
liageF.ZEpZy DAeLe rectangle a deux axes gDhCmde symtrie.xBL+IYBppBBY$$Y33PP
"272/2- Le noeud.l12kAN!%1N. 12 )va.vr2v7vtveAvs JvqOvuTvi vsbvogvnlvt uvlyvevsv
cvvtvvs vdvevs vcvavrvrvvs.Uf4s"Tape une touche pour continuer.-++2*,+2*i **)))
)((((((((((((*( (((( (*("(((("((((+(*((*((+((* (()(((((((((()(($(("(("(("(( (( (
(((((((((12H"Le point A est le noeud.ULa lettre A se trouve sur le point derenc
ontre des lignes de couleur diff-erente. pLe point A est le noeud donn par lexco
uple (1,%1").L+!!99"212/3La droite qui joint le centre O un point A du cercle es
t le rayon.!OA rayonl1AB est le diamtre l9du cercle.X- Le diamtre du cercle.dLe
diamtre du cercle est la droitelqui joint 2 points du cercle en pas-tsant par l
((())))** mw %** ))))((((((((((((*( (((( (*()(((((((*(((+() *( (*( ()+( (, ( (+
( (+)( (*(*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Fx %** ))))(((((((((
(((*( (((( (*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*(e centre O.O. "Dplace
-toi dans lecours en cliquantsur les icones.L+S XXaatt"201/3TLe cercle- Comment
tracer un cercle.PVoici un cercle de centre O et deXrayon OA.dLe cercle est une
figure que l'onlobtient en utilisant un compas. Latpointe du compaspteutsztt tl
tetcentre tdtu tctetrtcle.L+&#"23*Les droites P*(*((((*(*+(((("(((("( ( (( (((
(((((((((()))) **% Edec su((*(((+() *( (*( ()+( (, ( (+( (+)( (*(*(*((((*(*+((((
"(((("( ( (( ((((((((((((()))) **% Fx %** ))))((((((((((((*( (((( (*()(((((((*((
(+() *( (*( ()+( (, ( (+( (+)( (*(c)c c c%cPcMA1INTROc&%ccc5%cccA$cscB$cYDA$C%Dc
F"cEEc FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 ) D'!Udddddddddddddd) +
d)Ufeodddag* ddddddddddddddddddddddg+ DODddddddddddddddddddg+ DIDdddddddddddd
ddddddg(DdDddddddddddddddddddg# ddDddddddddddddddddddSUC,U dec suGIcGGc$cczcp pc
8c%%cp%cUcfccc p$$c"CcEcLcccAcAca ccEc $ DcH ctCcKcLcoPMc 5c5c4cc 6c4c5cc 7c3c9c
c 9c1c8cc 2*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Edec su((*(((+() *(
(*( ()+( (, ( (+( (+)( (*(*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Fx
%** ))))((((((((((((*( (((( (*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*(c8c7
cc 4c6c9cc 1c9c7cc 3c7c6cc !6c4c9cc "8c2c5c JFcBcWcaccM9 CcUCCcW a %DO$W$a $a
$W $ c Bc Bc...A.B(c)Copyright M.D.O. 1991 - version 1.1I6 gOPcc c!c"c#cOPcc c
L!c"c#cOPcc c'!cW"c#cLLc+cccPc Mc N c O!c P"c Q#c R$cdLc+c.L+.a ccEc #$ $DcH ctC
cKcLc)PMc %36cVcc &24cVcc '36cVcc (16cVcc )46cVcc *59cVcc +84cVcc ,71cVcc -33cVc
c .39cVxc9FcBcWcM9 Cc CCcVccccWccPc c c c c c $v 6c1ccc ccccc'$1cccccccc$C$DcE D
D cB$D%c $c$cMA1INTROc6B$D%c $c$"E$c$c P +W$Wc Bc Bc...A.B.L+.a ccEc 0$ 1DcH
ctCcKcLc'" 2PMc 3Nccc 4Nccc 5Nccc 6Nccc 7Nccc 8Nccc 9Nccc Nccc Nc2066cccZc ccc52
cfc ccc3890cccZc ccc80cfc ccc45125c9FcBcWcM9 CcACCc W +W$Wc Bc Bc...A.B.L+. #ccE
c DcHctCcKcLcLjPMccCc cccc Ncc#FcBcNccM9 CcOccG0cG1cG2cG3cG4cG5cG6cG7cG8cG9c cc
ccc.GOccc ccc.GcCCcL HOOcO$ c Occc ccc.GOcL Hc$ c ccc ccc.Gcc9 ans, cOc ccc2029c
ccCc ccc12 ans,cOc ccc2436cccCc ccc18 ans,cOc ccc3048cccCc ccc24 ans,cOc ccc2751
cccCc ccc6 ans, cOc ccc2026c9FcBcWcM9 CcCCc W +W$Wc Bc Bc...cL&D/O$N$c Bc Bc...A
.B.L+.a !ccEc $ DcH ctCcKcLcW 2PMc Nccc Nccc ANccc BNccc CNccc DNccc ENccc FNcA.
B.L+.Tl p(bQ(YHKHHH#HkHHHC H H ---D-q--+-# -P -+ S#)"K#n"##0060f#i####3#V#y####
#(6Ix)9-12%.2-W88888888886666cc GNccc HNcc c INcc#FcBcNccM9 CcOccG0cG1cG2cG3cG4c
G5cG6cG7cG8cG9ccc ccc.GOccc ccc.GcCCc HOOcO$ c Occc ccc.GOc Hc6666766W'''''(''''
(F88898998899EELFQR$m&''''')))))deeeeegggggcm99997998799ox H!!!!"!##"#£
!f$#rY$ c ccc ccc.Gc&D/O$N$c Bc Bc...A.B.L+. "ccEc DcHctCcKcLcRPMccZc ccc25cfc
ccc1540cccZc ccc18cfc ccc1230cccZc ccc46cfc cc PX *Utilise le curseur pour,cliq
uer ton choix.rYX*Utilise le curseur pourcliquer tes choix.'Lorsque cela est fai
t,3valide avec l'icone O.K.,ou bien tape la touche F0.rYX*Utilise le curseur pou
rrordonner la liste.4Valide avec l'icone O.K. ou avec la touche F0.rYX*Tape ta r
ponse l'aide(du clavier, puis valide4avec les touches ENTER8ou RETURN.rcirques
possdent un troupeauMd'lphants.LS Additionne les nombres enfaisant afficher corr
ectementle chiffre des dizaines etle chiffre des units.#Fais tourner les tourniq
uets#. &((43&d%uM 24 + 45 L 64 + 5 L 35 + 22 L 26 + 2 L 41 + 16 L 4YX*Clique le
(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bonne rpo
nse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi (ave
c les flches, puis4valide en cliquant O.K.ou avec la touche F0.L+ L+ Dans la mna
gerie on compteactuellement 5 lions et 4tigres.LM Dans cette somme, compltel'gal
it en regroup3 + 35 N 33 + 41 + O12N 6 + 12 + G10 N 40 + 12 + O32L 23 + 26 L+ Le
s dompteurs prfrent les lphants d'Asie, plus robustes et plus dociles.LLx Additi
onne les nombres enfaisant afficher correctementle chiffre des dizaines etle chi
ffre des units.#Fais tourner les tourniquets#.M 12 + 38ant les2 nombres dont la
somme est$gale 10.L 5 + 4 + 5 (x + x) + x 14L 5 + 4 + 6 (x + x) + x 15L 7 +
3 + 9 (x + x) + x 19L 9 + 8 + 1 (x + x) + x 18L 2 + 7 + 8 (x + x) + x 17L
4 + 9 + 6 (x + x) + x 19L 1 M 36 + 24 M 64 + 28 M 45 + 35 M 66 + 26 M 20 + 78
M 49 + 42 M 57 + 23 M 26 + 34 M 38 + 23 M 67 + 13 L+ 5 + 4 + 5 est une somme.Po
ur calculer plus facilementon regroupe les 2 nombresdont la somme est gale 10 +
7 + 9 (x + x) + x 17L 3 + 6 + 7 (x + x) + x 16L 6 + 4 + 9 (x + x) + x 19L
8 + 2 + 5 (x + x) + x 15L+ $Parmi les plus grands dompteurs de l'histoire duc
irque,Dl'un d'eux prsentaitun numro avec 27 lions et !#un autre avec 80 ours.Lq
Complte les galits.Ecris ta rponse.Lx .&Et on ajoute le 3me nombre.2Exemple P8 +
4 + 2 JJe sais que 8 + 2 10.VPuis j'ajoute 4--10 + 4 1V4b1+910 4+610 7+
310j2+810 5+510 8+210r3+710 6+410 9+110L+ Voici une somme de 2 nombr
ese6 + 8 On peut crire 6 + 8 8 + 6%De mme P02 + 3 + 4 louPH3 + 4 + 2lTouP4 + 2
+ 3kOn dit que l'addition estwcommutative.L+ ZkZuupkp,21 + 36 xx + 21Lx ,17 + x
x 24 + 17Lx ,36 + 21 21 + xxLx ,14 + 16 xx + 14Lx ,46 + 13 13 + xxLx ,59 + 1
6 16 + xxLx 284 + 8 8 + xxLx ,71 + 13 13 + xxLx ,33 + 35 35 + xxLx ,xx + 20
20 + 39L+ On ne dresse pas que des fauves. Tous les grands P25 + 14 est une ad
dition.Pour l'effectuer tu comptes d'abord les unitsque tu places dans la colonn
e&des units.2Tu comptes ensuite le2sdizaines que tu places dansBla colonne des d
izaines.NExemple 33 + 12 + 24X3 + 2 + 4 9 units.b3 + 1 + 2 6 dizaines.mdxmuw6
yw9L+ 66HExemple 3 6+p1 436 3 dizaines et 6units. !14 1 dizaine et 4 !un
its.-Je compte les units 9je dis 6 + 4 10.AJe pose 0 et je retiens 1Idizaine (l
a retenue).UJe compte les dizaines a3 + 1 font 4. Je rajoute lairetenue 4 + 1
5.uSolution 36 + 14 50.L+ Prenons un exemple J'ai 6 F et il me manque 2 F"pour
acheter une glace..Quel est le prix de la glace.J'ai H1F + 1F + 1F + 1F + 1F +
1FVIl manque b1F + 1F pLa glace co(c)Copyright M.D.O. 1991 - version 1.1I* 7CP&c
F'cs(c)c"*c CP&c'c2(co)cJ *c CP&c'c(c4)c *c% rLc+cccP&c 'c (c )c *c cdLc+cccPc c
c te 6 + 2 8 F.L+ 080&8108E0O80e8q08HPH%P0HPDHNPYHcPmHwPHPH£PPaul a 6 caramels
. Luc en a 2 de plus.$Paul a 16 caramels.Luc a ULuc a le mme nombre de caramels
que Paul plus 2.iIl en a donc 6 + 2 8.L+ VPROBLEMEPierre veut acheter une#voitu
re son frre./Mais il n'a que xx francs.Il lui manque xx francs.KQuel est le prc
c c ) 6ca &ccEc k lDcH cCcKcLcPMc m18cc n24cc o24cc p60cc q24cc r80cc s40cc t28
cc u160cc v36c9FcBcWcM9 CcCCc W +W$Wc Bc Bix de laWvoiture Ngxxx francsL+ WPROBL
EMENicolas a $son pre a xx ans de plus 0que lui.Quel est l'ge du pre axx ansUf4s
"Tape une touche pour continuer.ww)(( (((((((xyx((x(y((y(z((y(z((y(z((y(z((y(z((
y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(III(H((
H(JJ(H((H(I-H((I(H(K((I*K((I(x. (IceeeAeBeL+ea 'ccEc x yDcH cCcKcLcPMc z5cVcc 3c
Vcc 8cVcc 2cVcc 3cVcc 4cVcc 6cVcc 5cVcc 5cVcc 8cVc9F(((I(xyx(((x(y(+y(z(((y(z( *
y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(
J+p )H(J+((( J--(() )(H( (I((J((I(((J) (I(H(H(H)H88(8(+))8(-))8()9))*8())))88())
,8())+88())+8())*88())+8()),8()))8)8()))*8(-)8)8(8+8))8(998(8(8(8(0( 9* Edec su
PcBcWcM9 CcCCc2VccccW +W$Wc Bc BceeeAeBeL+ea (ccEc DcH cCcKcLc4PMc 68cc 305cc
188cc 248cc 282cc 424cc 740cc A$cOcB$cCM)DA$C%Dc0F"cEEc FFcH Dc DHcGcpG DcrJI H
cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$ccuzcp pc8c%%cp%cUcfccc p$$c"CcEcLcc294cc 602cc
726c9FcBcWcM9 CcPCCco W +W$Wc Bc BceeeAeBeL+ea )ccEc DcHcCcKcLc PMc 60cc 350cc
24cc 144cc 34cccAcAc1ccc ccc*cc 1cccccc ccBTl s(bQYHHHHHHHHHH------+---+S#"#"##
000#i###########Ix)9-12%. 140c9FcBcWcM9 CcCCcJ W +W$Wc Bc BceeeAeBeL+e *ccEc Dc
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88(6A6w6666O66766( W '')'P'w'(''''(bF$ 8 8 8 989v98899X+EpELFGQRm&''''')))))dee
eeegggggcm99997998799ox H!!!!"!ccc30135ccSTcIc ccc2cac ccc20cmc ccc3010
0ccSTcIc ccc3cac ccc30cmc ccc50190ccSTcIc ccc6cac ccc10cmc ccc20100c9FcBcWcM9 Cc
ZCCc W +W$Wc Bc BceeeAeBeL##"#£ !f$#rYX *Utilise le curseur pour,cliquer ton ch
oix.rYX*Utilise le curseur pourcliquer tes choix.'Lorsque cela est fait,3valide
avec l'icone O.K.,ou bien tape la touche F0.rYX*Utilise le curseur pourrordonner
la liste.4Valide avec l'icone O.K. ou avec la touche F0.rYX*Tape ta rponse +eC$
DcE D D cB$D%c c%$cMA1INTROc6B$D%c c% E$c$cc)c c c%cPcMA1INTROc&%ccc5%ccc P l'a
ide(du clavier, puis valide4avec les touches ENTER8ou RETURN.rYX*Clique le(s) tr
iangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bonne rponse ap
parat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi (avec les
flches, puis4valide en cliquant O.K.ou avec la touche F0.L+ L+ C'est au 19me sic
le que letrapze volant fut invle saut prilleux estl'un des exercices les plus di
fficiles. De grands acrobates ont ralis cetV#exploit.L Combien a-t-il dpens V4xx
x francsLs Raphal achte 5 cahiers 12 F l'un.Ls Marc achte 10 voitures 35 F l'une
.Ls Laurent achte 3 jolis bols 8 F l'un.Ls Stphane achte 6 ballons 24 F l'un.Ls
Luc achte 1 glace ent par le Franais Lotard quile prsenta Paris au cirqueX#Napo
lon.Lu Effectue l'opration.Ecris ta rponse.L A3 q+ 2 q 3 xxxL A2 q+ 6 q 2 xxxL
A4 q+ 3 q 2 xxxL A5 q+ 4 q 3 xxxL A3 q+ 2 q 4 xxxL A8 q+ 5 q 2 xxxL A5 q+ 2
q 10 F etun livre 24 F.Ls Alexandre achte 4 places dethtre 35 F l'une.L+ WPRO
BLEMEPapi et mamie emmnent leursx petits-enfants au cirque.*Le prix des places p
our les6enfants est de xx F et pourBles adultes de xx F.RQuel est le montant tot
al dela dpense Upxxx francsL+ Exemple P4 q 3 q 2(Tu effectues le produit ains(i4
( 4 q 34) q 2 "12Pq 4 xxxL A7 q+ 2 q 2 xxxL 92 q+ 8 q 10 xxxL A3 q+ 6 q 2 xx
xL+ Au dbut Lotard utilisaitdeux trapzes et une pairePd'anneaux.LRi Complte ces
multiplications.Ecris le chiffre qui manque.L P6 q px 30L P4 q px 12L Px q p2
16L P9 q px 2 24POu bien 4 q ( 3 q 2) h4 q Fh6lhh24L+ Utilise dans ta docume
ntationles tables de multiplication.-Exemple P95 q 45E5 fois 9 45.STu cherche
s le nombre quimultipli par 5 donne 45.L+ Utilise dans ta documentationles table
s de multiplication.+N'oublie pas la retenue.Souviens-toi qu'un nombreGmultipli
par 0 gale 0.Uexemple a2 q 0 0 18L Px q p9 27L H10 q px 40L P8 q px 48L Px q
p5 25L P7 q px 35L P8 q px 64L+ A la fin il utilisait cinqtrapzes et faisait
des sautsprilleux de l'un l'autre !LRi Effectue les oprations puiscris ta rpon
se.x ,34 q 2xxxx ,m0 qm3 0L+ $Si tu as besoin d'ajouter0plusieurs fois le m
me prixtu dois effectuer une Hmultiplication.L+ )Y)IYIiYiLe prix des places n'es
t pasle mme pour les enfants etpour les adultes. 1re tape ,Tu dois trouver la so
mme 4dpense pour les enfants.2me tape LTrouve la somme dpense pouLrTles grands-p
arents.3me tape lTrouve la somme dpense poulrttoute la famille.61 q 5xxxx ,9
4 q 2xxxx ,124 q 2xxxx ,94 q 3xxxx ,106 q 4xxxx ,148 q 5xxxx
,49 q 6xxxx ,86 q 7xxxx ,121 q 6xxxL+ Le trip PUf4s"Tape une touch
e pour continuer.wO)88(8(+))8(-))8()9))*8())))88()),8())+88())+8())*88())+8()),8
()))8)8()))*8(-)8)8(8+8))8(998(8(8(8(0( (( (((((((xyx((x(y((y(z((y(z((y(z((y(z((
y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(II
I(H14cc 7c07c9FcBcWcM9 CcCCce W 3W$WW$c Bc BcYYYAYBYL+Ya ,ccEc O DcH cCcKcLc2P
Mc 12c12cc 12c12cc 22c22cc 13c1((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(
y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H(
I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((J((I(((J) (I(H(H(H)H)8(998(8(8(8(0(
9* Edec su((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*((((
(( (((((J*K((H(III(H3cc 24c24cc 55c55cc 57c57cc 6c06cc 73c73cc 35c35c9FcBcWcM9 C
cCCc W 3W$W$Wc Bc BcYYYAYBYL+Ya -ccEc O DcH cCcKcLcB0PMcJcMc ccc98cYc ccc55 F,
43c43ccJcMc ccc39cYc ccc6 F, 33c33ccJcMc ccc85cYc ccc14 F, 71c71ccIcMc ccc18cYc
ccc12 F, 6c06ccJcMc ccc69cYc ccc21 F, 48c48ccJcMc ccc77cYc ccc15 F, 62c62c(c)Co
pyright M.D.O. 1991 - version 1.1I3 gOP+cv,c -c.c8/ci0caOP+ce,c-c.c /c0cOP+c*,c-
cB.c /cs0cLc+cccP+c ,c -c .c /c 0c OcdLc+ccJcMc ccc78cYc ccc44 F, 34c34ccJcMc cc
c96cYc ccc36 F, 60c60ccJcMc ccc39cYc ccc17 F, 22c22ccJcMc ccc48cYc ccc37 F, 11c1
1c9FcBcWcM9 CcCCc W 3W$W$Wc Bc BcYYYccPc c c c c c O 6ca +ccEc O £DcH cCcKcLc*O
PMc 2c02cc 11c11cc 41c41cc 23c23cc 31c31cc 33c33cc 44c44cc 32c32cc 14c
PAYBYL+Ya .ccEc O DcH cCcKcLc PMc 52cc 32cc 25cc 31cc 231cc 354cc 69cc 108cc 3
92cc 150c9FcBcWcM9 CcCCc W +W$Wc Bc BcYc IcJJcI%c9 GIcGGc$cc zcp pc8c%%cp%cUcfc
cc p$$c"CcEcLcccAcAcTl (bQYHHHHHHHHHH------+---+S#"#"#YYAYBYL+Ya /ccEc O DcHcCc
KcLcsPMccac ccc795Tcmc ccc245550cccac ccc600Tcmc ccc351249cccac ccc859Tcmc ccc65
6203cccac ccc332Tcmc ccc157175cccac c#000#i###########Ix)9-12%.2-W88888888886666
6666766W'''''(''''(F88898998899EELFQRm(Z&'''''C)l))))dK e eezeeDgg gycc741Tcmc c
cc141600cccac ccc417Tcmc ccc258159c9FcBcWcM9 CcCCc W +W$Wc Bc BcYYYAYBYL+Y 0ccE
c DcHcCcKcLc1FcBc10cWcCCc gg cCm99"997998u799oTx + K k kH!!!!7"Y!z##"#g£
!f$a#rYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise le curseur pour
cliquer tes choix.'Lorsque cela est fait,3valide avec l'icone O.K.,ou bien tape
la touche F0.rYX*Utilise le curseuW (W$10c Bc BcYYYAYBYL+Y1ccc ccc3ccO1cccccccc3
OC$DcE D D cB$D%c Oc$cMA1INTROc6B$D%c OcO"E$c$r pourrordonner la liste.4Valide a
vec l'icone O.K. ou avec la touche F0.rYX*Tape ta rponse l'aide(du clavier, pui
s valide4avec les touches ENTER8ou RETURN.rYX*Clique le(s) triangle(s) etvalide
avec O.K. ou avec la(touche F0 lorsque la 4bonne rponse apparat dansle cadre.
rYX*Tape tes rponses l'aidedu clavier dplace-toi (avec les flches, puiscc)c c
c%cPcMA1INTROc&%ccc5%cccA$cscB$c7AYDA$C%DcF"cEEc FFcH Dc DHcGcpG DcrJI H cJcpJ G
c*9 J$I P4valide en cliquant O.K.ou avec la touche F0.L+ L+ Le matre de mange f
ait cabrer les chevaux, les faitdanser, sauter la cordeavant de se mettre geno
ux#pour saluer !LX xx chevaux vont faire unnumro.sur la piste.Trouve le nombre d
e chevaux$qui manquent.0Ecris ta rponse.L F8 + xx 10 L 12 + xx 23 L 24 + xx 6
5 L 72 L+ Cow-boys, cavaliers et cosaques excutent des numrosd'une grande hardie
sse.LM Pascal a xx F. Il achte unballon qui cote combien lui reste-t-il $Ecris t
a rponse.L 98 - 55 xxL H39 - 6 xxL 85 - 14 xxL 18 - 12 xxL 69 - 21 xxL 77 -
15 xxL 78 - 44 xxL 96 - 36 xxL 39 - 1+ xx 95 L 53 + xx 84 L 65 + xx 98 L
6131 + xx 175 L 6127 + xx 159 L 6234 + xx 248 L 6102 + xx 109 LXq 10 chevaux
vont faire unnumro. 8 chevaux sont djsur la piste.LXq 23 chevaux vont faire unn
umro. 12 chevaux sont djsur la piste.LXq 65 chevaux vont faire unnu7 xxL 48 - 3
7 xxL+ Le fondateur du cirque, lemajor Astley, possdait uncheval savant.LRx Eff
ectue la soustraction.Puis cris ta rponse.L E84 - 32 xxxL E89 - 57 xxxL E66 -
41 xxxL E93 - 62 xxxL 245 - 14 xxxL E83 - 14 xxxL 5233 - 125 xxxL 5683 - 29
1 xxxL 171 - 21 xxxLmro. 24 chevaux sont djsur la piste.LXq 95 chevaux vont fa
ire unnumro. 72 chevaux sont djsur la piste.LXq 84 chevaux vont faire unnumro. 5
3 chevaux sont djsur la piste.LXq 98 chevaux vont faire unnumro. 65 chevaux sont
djsur la piste.LXq 175 chevaux vont faire unnumro. 131 chevaux sont djsur la pi
ste.LXq 159 chevaux vont faire unnumro+ Le cheval du major Astley#amusait les fo
ules en indiquant le jour et l'heurepar des coups de sabot.LU Le parking du supe
rmarchcontient xxx places.xxx places sont occupes.$Combien reste-t-il de places0
libres Oxxx placesL+ VPROBLEMEAu supermarch, maman achte(un radio-rveil 175 F,4
et une cassette 65 F.Elle donne 250 F.PCombien doit-on lui rendre jhfrancsL+ P5
. 127 chevaux sont djsur la piste.LXq 248 chevaux vont faire unnumro. 234 cheva
ux sont djsur la piste.LXq 109 chevaux vont faire unnumro. 102 chevaux sont djsu
r la piste.L+ Les acrobaties chevalconstituent les plus anciens3numros de cirqu
e.LRx Complte la soustraction quicorrespond chaque addition.Ecris ta rponse.L 2
8 + 12 40 40 - xx + 8On peut crire P5 + 3 80$ou 3 8 - 54Avec*4desH4nombre
s4de424chiffres4H34 + 85LOn recherche le chiffre desTunits 4 + 1 5.Puis celu
i des dizaines Pd3 + 5 8pDonc 34 + 51 85.L+ Tu sais, par exemple, queH(5 + 3
8.8Cette addition peut s'crireDsous forme de 2 soustractionDsHT8 - 3 50ou 8 - 5
3L+ 5Q5Pour calculer un reste ou 28L 18 + 12 30 30 - xx 18L 75 + 22 97 97
- xx 75L 86 + 13 99 99 - xx 86L 24 + 2 26 26 - xx 2L 55 + 34 89 89 - x
x 34L 57 + 28 85 85 - xx 28L 91 + 6 97 97 - xx 91L 73 + 5 78 78 - xx 5
L 35 + 15 50 50 - xx 15 Pune diffrence, on effectueune soustraction.,Attenti
on 8dans une soustraction, leDpremier nombre est toujoursPplus grand que le rsu
ltat.Exemple Hh98 - 24 74Xt98 74L+ J,i,Pour faire la soustraction Pd uP8 48"-
5 22On commence par soustraireles units 4 - 2 2.FPuis on soustrait les Ndizai
nes 8 - 5 3.ZDonc le rsultat de labsoustraction est 32.Pld uPv3 2L+ cdLc+cccPc
c c c c c Dw 6ceC$DcE D D cB$D%c c$cMA1INTROce6B$D%c ceE$c$cc)c c c%cP0Pour tro
uver un reste, tusais qu'il faut effectuer Hune soustraction.L+ Le problme comp
orte 2oprations *1 cherche d'abord la dpens*e 6totale maman achte 61 Bradio-rv
eil + 1 cassetteB.R2 Calcule la diffrence entre la somme que donne jmaman et f
jlajdpensejtotalej.L 5769 - 415 xxxUf4s"Tape une touche pour continuer.wwcMA1IN
TROc&%ccec5%ccecA$ccB$cDA$C%DcF"cEEc FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJ
JcI%c9 GIcGGc$cczcp pc8)(( (((((((xyx((x(y((y(z((y(z((y(z((y(z((y(z((y(z((y(z((x
(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(III(H((H(JJ(H((H(I
-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((
L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((
J((I(((J) (I(H(H(H)Hc%%cp%cUcfccc p$$c"CcEcLcccAcAca 1ccEc DcHc2CcKcLcgRPMc c
c c c c 2FcBcM9 CcCCc&,PMcc Bc Bc&'M$c 88(8(+))8(-))8()9))*8())))88()),8())+88
())+8())*88())+8()),8()))8)8()))*8(-)8)8(8+8))8(998(8(8(8(0( 0( 9* Edec suxyx(((
x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H
( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((J((I(((J) (I(H(H(H)HBc Bc&,PMcc Bc
Bc&'M$c Bc BcABL+a 2ccEc # $DcHc2CcKcLc PMc &Ncc 'Ncc (Ncc )Ncc *Ncc +Nc
c ,Ncc -(c)Copyright M.D.O. 1991 - version 1.1I9 P1c2c3cA4cW5c6c7cP1c2c3cP4c5c
6c7cP1cg2c 3c4c5c6c7caLc+cccP1c s2c t3c u4c v5c w6c x PNcc .NcFcBcNcM9 CcOcG 1
mmcG 2 mmcG 3 mmcG 4 mmcG 5 mmcG 6 mmcG 7 mmcG 8 mmcG 9 mmcG10 mmccc ccc.GOcCCc
6HOOcO$ c Occc ccc.GOc&D'O$Nc Bc Bc Bc BcABL+a 5ccEc DcH c2CcKcLcPMc 115cc 607c
c 315cc 401cc A902cc B7cc C106cc D904cc E10cc F78c9FcBcWcM9 CcCCABL+a 3ccEc Dc
H c2CcKcLcB %PMcedcdc ccc30 cm G 30 cmcG 60 cmcG 70 cmcNccedcdc ccc50 cm G
100 cmcG150 cmcG 50 cmcNccedcdc ccc60 cm G100 cmcG120 cmcG 40 cmcNccedc W +W$
Wc Bc BcABL+a 6ccEc G HDcH c2CcKcLcPMc Ic Kc Lc Mc Nc Oc Pc Qc Rc S2FcBcM9 CcCCc
60PMccccdc ccc70 cm G140 cmcG 30 cmcG 50 cmcNccedcdc ccc20 cm G 40 cmcG 80
cmcG 70 cmcNccedcdc ccc800 mm G100 mmcG200 mmcG300 mmcNccedcdc ccc600 mm G3
00 mmcG200 mmcG400 mmcNccedcdc ccc300 mm G600 mmcG700 mmcG8 Bc Bc64PMcccc Bc B
c60PMccc Bc BcABL+ P cEc UDcHcCcKcLca2FcBcWc178cCCc W '$Wc Bc Bc00 mmcNccedcdc c
cc200 mm G900 mmcG800 mmcG700 mmcNccedcdc ccc990 mm G100 mmcG 10 mmcG 90 mm
cNc fFcBcNcM9 CcOccc ccc.GOcCCcP6HOOcO$c Occc ccc.GOcP&D'O$Nc Bc BcABL+1ccc ccc
cc1ccccccccdTC£' (&Bh/8FNjx( ) )h % % % *()*S***4DZ( )7 ) ) ) ) ))-)V)yYQ///000n
001/.sY/).W//.1/C/r1£1Iaacmbb1eccbacABL+a 4ccEc / 0DcH c2CcKcLcPMc 153cc 289cc 3
76cc 4100cc 5102cc 660cc 7100cc 8153cc 9210cc 38c9FcBcWcM9 CcCCc W +W$Wc Pbi-(.
.0/'/.0/HIHHHHUXjjNmGeMAAAAAAA3q4zRRaPWD443444&rYX *Utilise le curseur pour,cliq
uer ton choix.rYX*Utilise le curseur pourcliquer tes choix.Lorsque cela est fait
,valide avec l'icon 1 m 300 mm +R 1 m 200 mm +R 1 m 990 mm +L+ Avec ou sans f
ilet, lesacrobates ariens se balancentdans le vide, sautent d'un0trapze l'autre
.LT Combien de mm dois-tu ajouterpour obtenir 1 cm Fais afficher ta rponse en$cl
iquant le triangle. 5%5R 1 cm 8 mm +R 1 cm 4 e O.K.,#ou bien tape la touche F0
.-Si tu cliques 1 fois sur5un des cadres il est misen vidence et slectionnEsi tu
le cliques nouveau Mcela annule la slection.rYX*Utilise le curseur pourrordonn
er la liste.4Valide avec l'icone O.K. ou avec la touche F0.rYX*Tape ta rponse l
'aide(du clavier, puis valide4avec les touches ENTER8ou RETURN.rYX*Clique le(smm
+R 1 cm 7 mm +R 1 cm 5 mm +R 1 cm 1 mm +R 1 cm 6 mm +R 1 cm 0 mm +R 1 cm
3 mm +R 1 cm 9 mm +L+ Les funambules nous fontfrmir lorsqu'ils marchentsur un f
il plus de 40 m deXhauteur.LTz Convertis les mesures suivantes en mm.Ecris ta r
ponse.L) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bonn
e rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi
(avec les flches, puis4valide en cliquant O.K.ou avec la touche F0.L+ L+ Je te
prends par la main et je t'entrane dans les airsrejoindre les funambules quimar
chent sur un fil si mince.LTl Clique l'unit qui convient &5 cm et 3 mm xxx mmL
&8 cm et 9 mm xxx mmL &7 cm et 6 mm xxx mmL 9 cm et 10 mm xxx mmL 10 cm et 2
mm xxx mmL 5 cm et 10 mm xxx mmL 2 cm et 80 mm xxx mmL 15 cm et 3 mm xxx mmL
20 cm et 10 mm xxx mmL &3 cm et 8 mm xxx mmL+ Un Franais, Philippe pour mesur
er Ln l'paisseur d'une pice demonnaie Ln la distance de Paris Marseille Ln la l
ongueur de ton cahier Ln la hauteur du chapeau duclown Ln la longueur de la cord
e dutrapziste Ln le parcours d'une coursecycliste L 5GlkmVmcmmmL+ C'est plusieu
rs mtres dehauteur qu'ils excutePetit,excuta le numro de funambulele plus haut d
u monde.LTz Convertis les mesures suivantes en cm.Ecris ta rponse.L '1 m et 15 c
m xxx cmL /6 m et 7 cm xxx cmL '3 m et 15 cm xxx cmL '4 m et 10 mm xxx cmL /
9 m et 2 cm xxx cmL 30 mm et 40 mm xxx cmL '1 m et 60 mm xxx cmL '9nt leurs a
udacieux numros.LL Pour obtenir une longueur de1 m , combien faut-il ajouter $Fa
is afficher ta rponse en,cliquant le tourniquet.R 1 m 30 cm +R 1 m 50 cm +R 1
m 60 cm +R 1 m 70 cm +R 1 m 20 cm +R 1 m 800 mm + 5%5R 1 m 600 mm +R P m e
t 40 mm xxx cmL 80 mm et 20 mm xxx cmL 75 cm et 30 mm xxx cmL+ Les numros de
fil-de-fristessont excuts plus faiblehauteur. Mais ils sont toutaussi dangereux
.LTl Effectue les oprations.Clique la bonne rponse.Lr F**X*!9 cm et 80 mm + 10 c
m99 cm27 cm180 cmLr F**X*%3 cm et 40 mm + 6 cm49 cur convertir les mm en cmutili
se ce tableau $cm9$mm13 0 30 mm 3 cmA6 0 60 mm 6 cmQExemple 8 m et 40
mm1 m 100 cm 8 m 800 cmi40 mm 4 cmu800 cm + 4 cm 804 cmL+ #N'oublie pas de
convertir /la mme unit avant de fairel'addition.KIci il faut convertir en cm.Uf4
s"Tape une touche pour continuer.wO)88(8(+))8(-))8()9m40 cm13 cmLr F**X*%12 cm e
t 60 mm + 4 cm22 cm76 cm66 cmLr F**X* 35 cm et 20 mm + 8 cm63 cm53 cm45 cmLr F**
X*75 cm et 60 mm + 10 cm145 cm91 cm140 mmLr F**X*!45 cm et 6 cm + 80 mm130 cm49
cm59 cmLr F**X*%60 cm et 10 mm + 10 cm80 cm71 cm7))*8())))88()),8())+88())+8())*
88())+8()),8()))8)8()))*8(-)8)8(8+8))8(998(8(8(8(0( (( (((((((xyx((x(y((y(z((y(z
((y(z((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( ((
(((J*K((H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y
(z(+((((((((((((()()((K((L(0 cmLr F**X*)6 m et 20 cm + 15 cm635 cm95 cm41 cmLr F
**X*#9 m et 40 cm + 30 cm160 cm 970 cm79 cmLr F**X*$4 m et 40 mm + 50 cm454 cm
94 cm130 cmL+ Uv*u)USXr'x,b44 km!ParisMeaux60 km74 kmB/FontainebleauUne course c
ycliste est Corganise sur le circuit KPa(L((M((J(I((K(I((K(I((L(I(((I( H H( I,y
)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((J((I(((J) (I(H(H(H)H)*8(-)8)8(8+8))8(99
8(8(8(8(0( 9* Edec su(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K(
(H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+(((
(((((((((()()((K((L(ris-Meaux-FontainebleauK-Sretour Paris.Combien de km le cyc
listecdoit-il parcourir kEcris ta rponse.cwxxx kmL+ La plus petite unit delongue
ur est le millimtre.(Millimtre en abrg s'crit4mm.DLe centimtre est l'unit dePmes
ure qui vaut 10 mm.d1 m 100 cm 1000 mmL+ Pour faire cet exercice, ilsuffit de
se rappeler que $10 mm 1 cm4Il 4fautD4aussir4se 4souvenir4que4D1 + 9 10P2 + 8
103 + 7 10h4 + 6 10t5 + 5 10L+ 23Souviens-toi que HC1 m 100 cm.L+ Il faut t
out convertir lamme unit.!Dans cet exercice il faut-convertir en mm.9Tu sais qu
e 10 mm 1 cmpA1 cm 10 mmMExemple HY6 cm et 8 mme1 cm 10 mm 6 cm 60 mmq60 m
m + 8 mm 68 mmL+ "O.O.1"1.OK11K1 m 100 cm et 1 cm 10 mmPo P(c)Copyright M.D.
O. 1991 - version 1.1I6 OPccYc(cccMOPccJ c9ccMcOPccyccccQrLc+cccPc yc zc c c cdL
c+cccPcc500 g.cN,ccEcQc ccc5 g Tcic ccc75 g .cNFccEcQc ccc100 gTcic ccc475 g.cN
wccEcQc ccc200 gTcic ccc210 g.cN ccEcQc ccc100 gTcic ccc125 g.cNccEcQc ccc300 gT
cic ccc450 g.cNccEcQc ccc500 gTcic ccc725 g.cNccEcQc ccc30c c c c c c 6c5C$DcE
D D cB$D%c c$cMA1INTROc56B$D%c c5"E$c$cc)c c c%cPcMA1INTROc&%c0 gTcic ccc371 g.c
NGccEcQc ccc100 gTcic ccc600 g.cNc jPcQcRcScUccccFcM9 CcCCccBccPcQcRcScUccccc qJ
N$ P$cGPceOcc"cccQccc cc500gcGPceOcc"cc cQcc ccc500gc5c5%cc5cA$cscB$cMjDA$C%DcT
F"cEEcj FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$ccozcp pc8c%%cp
%ccJ v$ Q$cGQcewcc"cccyccc cc200gcGQcewcc"cc cycc ccc200gcJ $ R$cGRcecc"cccccc c
c100gdcGRcecc"cc ccc ccc100gdcJ $ S$cFScecc"cccccc cc50g2cFScecc"cc ccc cUcfccc
p$$c"CcEcLcccAcAc1ccc cccCccu1ccccccaccea .mccEc V WDcH cCcKcLcPMc X cc Y dc Z e
c fc gc hc ic jc kc a m2FcBcMcc50g2cJ $ U$cFUcecc"cccccc cc20gcFUcecc"cc c
cc ccc20gcJ N$ $cFceOcc"cccSccc cc10g cFceOcc"cc cScc ccc10g cJ v$ $cEcewcc"cccc
cc cc5gcEcewcc"cc c9 CcICCcRG0PMccc Bc BcG4PMcccc Bc BcG0PMccc Bc BcABL+i .mccEc
n oDcHcCcKcLc.cyPMcEcQc ccc200 gTcic c Pcc ccc5gcJ $ $cEcecc"cccccc cc2gcEcecc
"cc ccc ccc2gcJ $ $cEcecc"cccccc cc1gcEcecc"cc ccc ccc1gcJ &D'$Nc Bc BcAcc ccc c
c ccc M9 CcWCCcM38PMccccc Bc Bc30PMccc Bc BcABL+a .mccEc DcHcCcKcLcQPMc 25cc 72
cc 154ccBL+S .RcEc rDcHcCcKcLcPMcWcc ccc250TcKc ccc500ccc ccc875125ccWcc ccc200T
cKc ccc400ccc ccc850250ccWcc ccc300TcKc ccc500ccc ccc900100ccWcc ccc100TcKc ccc1
80ccc ccc690410c 405cc 151cc 262cc 750c9FcBcWcM9 CcCCc W +W$Wc Bc BcABL+TC£' (B/
8Nj())%%%*(****4D()))))))))y9FcBcWcM9 CcCCc9 W +W$Wc Bc BcABL+Y .RcEc DcHcCcKcL
csPMc c c c c c c c c 2FcBcM9 CcGCCcp2Y///000001/sY/.//.1//11Iaacbbeccbacbi-(..I
0y/'/.,0/HIH5 H H H UbXjj$Nrm G,4e4MAAADAAAAH 3q$4XzZRRayPWD4t4344C4wH&rYX *Util
ise le curseur pour,cli4PMcccc Bc Bc28PMccccc Bc BcABL+a .mccEc DcHcCcKcLcd PMc
acc ccc1cc ccc2cc ccc1cc ccc2 cJcc ccc1cc ccc2quer ton choix.rYX*Utilise le curs
eur pourcliquer tes choix.Lorsque cela est fait,valide avec l'icone O.K.,#ou bie
n tape la touche F0.-Si tu cliques 1 fois sur5un des cadres il est misen vidence
et slectionnEsi tu le cliques nouveau Mcela annule la slection.rYX*Utilise le
curseur pourrordonner la liste.4Valide avec l'icone O.K. ou avec la touche F0.rY
Xcc ccc1 cJcc ccc1cc ccc2cc ccc3 c3cc ccc3cc ccc1 c3cc ccc8cc ccc2 cJcc ccc1cc c
cc2cc ccc7 cJcc ccc4cc ccc1cc ccc2 c3cc ccc6cc ccc1 FcBccc ccc cc ccc P
*Tape ta rponse l'aide(du clavier, puis valide4avec les touches ENTER8ou RE
TURN.rYX*Clique le(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsqu
e la 4bonne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavie
r dplace-toi (avec les flches, puis4valide en cliquant O.K.ou avec la touche F0
.L+ L+ Certains hercules tenaients8est gal xxx g.HQuel est le poids duTchocolat
Ecris ta rponse.dpxxx gL+ RQRPour trouver le poids duballon, il suffit de faire
$l'addition des masses.0Exemple 100 g / 20 g / 10 0g100 g + 20 g + 10 g 130 g.
JAttention V1 kg + 1 kg 2 kgb1 kg + 500 g + 20 g n1 kg 520 gL+ "E%Jm%s%%*%5**5
B*U5Z*m5s*5*5*54qWmqq bout de bras des haltres pesant jusqu' 400 kg.LN Pour pese
r un ballon, on metsur la balance les poidssuivants (Quel est le poids du ballon
(4Clique la bonne rponse.Ljr 200 g / 50 g / 20 g / 2 gLjr ,500 g / 200 g / 5 g
Ljr 200 g / 50 g / 20 g / 10 gLjr 100 g / 100 g / 10 g / 5 gLjr 200 g / 200 g /
100 g / 10 gLjr 100 g / 100 g / 10 g / 20 gLjr 01 kg / 8Voici une bote de masses
marques %500g 200g 100g 100g,1g 2g 2g 5g 10g 10g 50gPour peser un objet de 450 g
Don a dj mis une masse deL100 g.XIl manque donc 350 g.dIl faut rajouter 7s200g
+ 100g + 50gL+ Les visiteurs se pressent devant la caisse pour acheterHleur plac
e.LMe Exprime ce prix en centimes.Clique la bonne rponse.Lk $U""T5 F 60 c.56 c56
0 c50 g / 10 g Ljr 1 kg / 1 kg / 500 g / 200 gLjr 1 kg / 100 g / 100 g / 5 gLjr
500 g / 200 g / 200 g / 10 gL LU£272 g 254 g 290 gL LU£750 g 705 g1
200 gL LU£270 g 253 g 280 gL LU£215 g 260 g 115 gL LU£501 g
310 g 510Lk $U""T9 F 20 c.92 c920 cLk $U""T6 F 85 c*685 c68 cLk $U""T7 F 25
c*725 c72 cLk $U""T5 F 15 c*515 c51 cLk $U""T2 F 20 c.22 c220 cLk $U""T4 F 15 c.
41 c415 cLk $U""j8 F .80 c800 cL+ Le spectacle va bienttcommencer, la gL LU£210
g 230 g 130 gL LU£70 g X1dkg 60g61 gL LU£9 kg 900 g2kg700gL LU£1k
g+205Dgf305 g1kg700gL LU£1000 g 910 g 810 gL+ Aujourd'hui, le publicprf
re les acrobates formantcaissire sedpche de rendre la monnaie.LIr Dans le tablea
u, les chiffresdu bas reprsentent le nombrede pices. Quelle somme obtient-on Cl
ique la bonne rponse.Lz£ &%&&J%&JJn%Jnn%n1/2F,20cP10bcy5cz£ DD'110 c85 cL+ Aprs
les clowns voici lemagicien qui fait apparatredes pices de monnaie dades pyramid
es humaines.LI Sur le plateau d'une balanceon a mis une masse de pour peser un p
ot de confiture dont la masse est,Clique les masses qui4manquent puis valide par
OK.M $)LQty$)LQty500g 200g 100g50g20g10g35g 2g1gL+ XPROBLEMEMaman achte xxx g
de caf, xxx g de riz et du chocolat.,Le poids total des produit !P!!!!!!!!!nsl
e chapeau d'une dame.LQ Voici des pices de monnaie.Quelle somme d'argent reprsen
tent-elles $Ecris ta rponse.L FbnI10F p10F 5FPxxx francsL FbnI50F p20F 2FPxxx fr
ancsL )MYu,100F 50F 2F2FPxxx francsL !EQu$100F 200F 100F5FPxxx francsL(H((H(I
-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((
L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((
J((I(((J) (I(H(H(H)H8(998(8(8(8(0( 0( 9* Edec suMA1CH3C TOT£MA1CH3C TOTDESCMA1 A
DIM !EQmy$100F 50F 1/2F 1/2F Pxxx francsL )MYu,200F 50F 10F 2FPxxx francsL 7
g500F 200F50FPxxx francsLk $U""h10 F &1000Lc100 cz£ DD'75 c65 cz£ DD'75 c105 cz
£ DD'155 c55 cz£ DD'15 c90 cz£ DD'105 c75 cz£ DD'35 c100 cz£ DD'125 c25 cL+ N'ou
blie pas $1 F 100 c ( 1 F 1 Franc$)4Exemple X9 F 45 cLseLlitL9JLFrancsLetL45Lc
entimesX9 F 900 cd900 c + 45 c 945 cL+ 'JU'HJHJmUJHmHmUmHHUHHFais bien attenti
on les c*(c)Copyright M.D.O. 1991 - version 1.1I*H sPcAcMBcCcEcrFcGcHctIcF$sPcM
Ac1BcCc EcFcGcHcIc$sPcAcBc CcR EcFcGcHc/Ic£$Lc+cccPhiffres 1, 2, 3, 4...indiquen
t que les pices quisont dans les cases sont%multiplies par 1, 2, 3, 4..%.1Exempl
e )1/2F 20cs10c 5cXK4zK3K220 c 4 fois - 80 cc10 c 3 fois - 30 ck5 c 2 fois -
10 cv80 + 30 + 10 120 cL+ Cet exercice est facile.Il faut retenir '1/2F + 1/2F
1F7Exemple C10F 10F 5F 1/2F 1/2F 2C6FQ10F + 10F 20 F1/2F + 1/2F 1 Fm2
0 + 5 + 1 26 F.Uf4c, 4mcTccnc7ccEc gGc hHc iIc j7)cdLc+cccPc c c c c c 7)%% 6c&
a ))ccEc 7) DcHc(CcKcLcPMc/cuc1cccc c/cucrcccc c/cucccrcs"Tape une touche pour
continuer.wO)88(8(+))8(-))8()9))*8())))88()),8())+88())+8())*88())+8()),8()))8)
8()))*8(-)8)8(8+8))8(998(8(8(8(0( (( (((((((xyx((x(y((y(z((y(z((y(z((y(z((y(z((y
(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(III(H((H
(JJ "P"""""""""c c/cuceccscc c/cuco cccc c/cucnccOcco k !c/cuc.cc cc "c/cu
ccccc k #2FcBcM9 CcCCcMX-8PMccccc Bc BcA'-0PMccc Bc BcA'A'cA'A'A'AA'BA'L+A'a ))E
ccEc 97) DcH c(CcKcLcPMc Ncc Ncc Ncc Ncc Ncc Ncc ANcc BNcc CNcc DNc 8F
cBcNcM9 CcOcG 1cG 2cGA'AA'BA'L+A'a ))ccEc 7) DcHc(CcKcLcKPMc/ctcccicc c/ctccc
ccc c/ctcccscca c/ctcccrccs c/ctc ccacc c/ctccc-cc 2 3cG 4cG 5cG 6cG 7cG
8cG 9cG10cG 11cG12ccc ccc.GOc&)CCcHOOcO$c Occc ccc.GOc&D'O$Nc Bc BcA'A'A'AA'BA'L
+A'Y ))cEc G7) HDFcBcM9 CcCCc1Q-,PMcc Bc BcA'-,PMcc Bc BcA'Q-'M$c Bc BcA'-'M$c B
c BcA'A'A'AA'BA'L+A'Y ))cEc $7) %DcH c(CcKcLc PMc &cHc(CcKcLcj RPMc Ic Jc Kc Lc
Nc Oc Pc Q2FcBcM9 Cc'CCcq*,PMcc Bc BcA'*PMcccccc Bc BcA'A'A'AA'BA'L+A'a ))GccEc
T7) UDNcc 'Ncc (Ncc )Ncc *Ncc ,Ncc +Ncc -Ncc .Ncc /Nccuccc 2FcBcNcM9 C
cOcG 1cG 2cG 3cG 4cG 5cG 6cG 7cG 8cG 9cG10cG 11cG12ccc ccc.GOc&)CCccHc(CcKcLc
PMc Vcc cccjanvierNccEcc Wcc cccmars NccEcc Xcc cccjanvierNccEcc Ycc cccavril
NccEcc Zcc cccaot NccEcc cc cccaot NccEc!FcBcNccEcM9 CcOHOOcO$c Occc ccc.GO
c&D'O$Nc Bc BcA'A'A'AA'BA'L+A'S ))cEc 3DcHc(CcEcLcR DFcBc20c30cWcac&)CCc W a %D
/$W$ac Bc B #P#########ccFcG0cG1cG2cG3cG4cG5cG6cG7cG8cG9c lundi c mardi c m
ercredic jeudi c vendredic samedi c dimanchec*Xcc ccc. Occc ccc.Gccc ccc.GFc&
)CCcUEHOOcO$c OcXcc ccc.c ccc cccjuillety$ $cceczc"cccccc ccaotceczc"cc ccc ccca
otRL $cceSccJcccTccc ccseptembreceSccJcc cTcc cccseptembre $ccecccccccc ccoctobr
ececccc ccc cccoctobre OcHc$c ccc ccc.GcHFFcF$ c Fccc ccc.GFc&D7O$N$F$Ec Bc BcA'
A'A'AA'BA'L+A'a ))HccEc c7) dDcHc(CcKcLc/V eNccEcEcE $cceccCcccccc ccnovembrecec
cCcc ccc cccnovembreRE $cceSccCcccTccc ccdcembreceSccCcc cTcc cccdcembre&DN$P$QE
$RE$SF$UG$O$$F$$V$$c Bc BcA'A'FcGcOccFccVccPMc4cRc ccc1er NccEcc4cRc ccc2meEcFcG
cc4cRc ccc3meOccFcc4cRc ccc4mecVccFcBccPcQcRcScUccccccccNcM9 Cc&)CCcOi P$cA'AA'B
A'L+A' ))IccEc fDcHc(CcEcLc£$1FcBc18cWcCCc$ W +W$Wc Bc BcA'A'A'AA'BA'L+A'1ccc cc
cccp7)1cccccccc67)C$DcPcePcjccccQckcc ccjanvierPcePcjccc cQckc cccjanvieri Q$cQc
ecjc9cccckcc ccfvrierQcecjc9cc cckc cccfvrieri$ R$cRcecjc"cccckcc ccmarsRcecjc"c
c cckc cccmarsi+ S$cScecjc)cccckcE D D cB$D%c 7)c'$cMA1INTROc&6B$D%c 7)c'7)&jE$c
$cc)c c c%cPcMA1INTROc&%cc&c5%cc&cA$cczc ccavrilScecjc)cc cckc cccavrilOy U$cUc
ePczccccTccc ccmaiUcePczccc cTcc cccmaizy$ $cceczc"cccccc ccjuinceczc"cc ccc ccc
juiny $cceczccccccc ccjuilletceczcc $P$$$$$$$$$B$c()(%DA$C%DcF"co(EEc% FFcH Dc
DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$cczcp pc8c%%cp%cUcfccc p$$c"CcE
cLcccAcAcu Quelle heure lis-tu sur lapendule $Clique la bonne rponse.LGO Nous so
mmes le matin .LGO Nous sommes l'aprs-midi .L 8Fr12hQ24hL 8Fr10h10J22h10L 8Fr11h
35J23h35L 8Fr8hQ20hL 8Fr14h30M2h30L 8Fr11hQ23hL 8FrlTCs Cf/*#/*cTS&QwUW#UxYP.215
5K0414 1E d w 4T55529kH5& 25(X ( Ta(Q(n(Gf!2 ySp%'()) %2%W$(£//.#!$0&V"x$((((((
(,l(9-rYX *Utilise le curseur pour,cliquer t6h15J18h15L 8Fr12hQ24hL+ C'est l'ent
racte, le spectacle reprend dans un quart d'heur e .LCe La grande aiguille d'une
montre est en face du chiffre3. En face de quel chiffreLg sera-t-elle dans 5 mi
nutes Lg sera-t-elle dans 10 minutes Lg sera-t-elle dans 15 minutes Lg sera-t-el
le dans 20 minutes Lgon choix.rYX*Utilise le curseur pourrordonner la liste.4Val
ide avec l'icone O.K. ou avec la touche F0.rYX*Tape ta rponse l'aide(du clavier
, puis valide4avec les touches ENTER8ou RETURN.rYX*Clique le(s) triangle(s) etva
lide avec O.K. ou avec la(touche F0 lorsque la 4bonne rponse apparat dansle c
adre.rYX*Tape tes rponses sera-t-elle dans un quartd'heure Lg sera-t-elle dans
30 minutesLg sera-t-elle dans une demi-heure Lg sera-t-elle dans trois quartsd'h
eure Lg sera-t-elle dans 45 minutes Lg sera-t-elle dans 1 heure L+ TPROBLEMELe
spectacle a commenc $18 h. Il a dur 2 heures et 030 minutes.A l'aidedu clavier
dplace-toi (avec les flches, puis4valide en cliquant O.K.ou avec la touche F0.
L+ L+ 9 heures du matin, le (chapiteau est mont.LU est-elle ouverte le matin LU
ferme-t-elle le soir LIw A quelle heure la mnagerieRegarde la pendule puis $cli
que ta rponse.Lz 1k1(k(10hN9h10h30J11hLz 1k1(quelle heure le spectacleLs'est-il
termin Ecris ta rponse.Jpxx h xx mnL+ La petite aiguille indiquel'heure.La grand
e aiguille indiqueles minutes.p6Le matin il esto3 heures.oNL'aprs-midi iloVest 1
5 heures.L+ Pendant les mois d'hiver, lecirque cesse son activit. Il faut remett
re en tat lematriel et prparer la 8#nouvelle saison.LZ Quel est le rang du mois
deFais tourner lek(8hG7h157hG7h30Lz 1k1(k(6h30N7h8hN6hLz 1k1(k(17hJ18h18h30J19hL
z 1k1(k(16hI17h16h30B16h15Lz 1k1(k(20hJ21h19hB19h30L+ Voici .lesLhorairesduspect
aclematin 10 h,paprs-midi 15hLG %P%%%%%%%%% tourniquet$et valide la bonne rpo
nse.Lfn janvier Lfn fvrier Lfn mars Lfn mai Lfn avril Lfn juin Lfn juillet Lfn a
ot Lfn septembre Lfn octobre L qqL+ Cette tradition ne il y a2 sicles, est toujo
urs aussivivace et les coles de cirque accueilJuin est le 6me mois de xl'anne.L+
6Une semaine est compose deZB7 jours.L+ L'anne se divise en mois,en semestres,
en trimestres,en semaines et en jours.,Un trimestre est compos de83 mois.DIl y a
4 trimestres dans unDePanne.Exemple hle premier trimestre tjanvier / fvrier / m
ars.L+ 0'G'Gh'h''04p0d0LXCompte les jolent de +#nombreux candidats.L Indique le
nombre de jours duClique la bonne rponse.Ljr mois de juin.Ljr mois d'aot. Ljr mo
is de janvier.Ljr mois de dcembre.Ljr mois d'avril.Ljr mois de mars.Ljr mois de
mai.Ljr mois de juillet.L %N33031L+ En 1991 le cirque fait urs du mois dejuillet
o la maman de Clinea travaill.9+1 8 15 22 29972 9 16 23 309C3 10 17
24 319O4 11 18 2595 12 19 269g6 13 20 279s7 14 21 28rYX*Utilise l
e curseur pourcliquer tes choix.Lorsque cela est fait,valide avec l'icone O.K.,#
ou bien tape la touche F0.-Si tu cliques 1 fois sur5un des cadres il est misen v
idence et slectionnEsi tu le cliques nouveau Mcela atoujours rver les petits et
Nles grands.LI Nous sommes le Quel jour et quelle date serons-nous dans 1 semain
e +Fais tourner les rponses et3valide par OK.LU 8lundi 7 janvierLU lundi 11 mars
LU 8lundi 14 janvierLU 0dimanche 1er avrilLU jeudi 1er aotLU 4lundi 29 juilletT
E ##E nnule la slection.LGO Nous sommes le soir .Uf4s"Tape une touche pour cont
inuer.35 n 3/3Cpt wZ)K,-./a1-& L+ Tous profitent de l'hivernagepour prparer l
eur prochainnumro et ainsi perptuer lagrande tradition du cirque.LRj Clique les
mois du trimestre.Li ".Q Q,Y , ,0JLjanvier fvrier mars avrilmai juin juill
et aot"septembre "octobre"novembre2dcembreL+ WPROBLEME &-1c/1//I
p()*+Y-)" La maman de Cline ne $travaille ni le samedi, ni l$e0dimanche, ni le m
ercredi.Combien de jours a-t-elle Ltravaill au mois de juilletLElle a travaill x
x jours.L+ EPDans.uneLannezilya 12mois.L'anne commence le premierjanvier et se t
ermine le+31 dcembre.janvier fvrier marsGavril maiGjuinSjuillet aotSse
ptembSreoctobre novembre dcembrel &P&&&&&&&&& ")-+-++h(( (((((((xy
x((x(y((y(z((y(z((y(z((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(
((((()*(((((( (((((J*K((H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(cpLc+ccc
Pc c c c c c c 6cC$DcE D D cB$D%c c$cMA1INTROce6B$D%c ceE$c$cc)c c c%cPxyx(((x(
y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H(
I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H( (I((J((I(((J) (I(H(H(H)H88(8(+))8(-))8()
9))*8())))88()),8())+88())+8())*88())+8()),8()))8)8()))*8(-)8)8(8+8))8(998(8(8(8
(0( SUC,U dec sucMA1INTROc&%ccec5%ccecA$ccB$cDA$C%DcF"cEEc FFcH Dc DHcGcpG DcrJI
H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$ccdzcp pc8) D'!Udddddddddddddd) +d)Usfeoddda
g* ddddddddddddddddddddddg+ ddddddddddddddddddddddg+ ddddddddddddddddddddddg)
d ddddddddddddddddddddddg# ddddddddddddddddddddddd0( ))) **% Edec suc%%cp%cUcfcc
c p$$c"CcEcLcccAcAc1ccc cccccn1ccccccccc JccEc DcHcCcKcLcv LFcBc6c06c12cWcacCCc
nW a %D9$W$W $ac Bc BcABL+9 c DcHc2IdPMc "c $c %c &c 'c ! ( )2FcBcM9 CcC
CcU 0PMccc Bc BcU'M$c Bc Bc(c)Copyright M.D.O. 1991 - version 1.1I2 PJcKcLc McNc
OcPcXPJcKcLcMcNccOcPcPJcvKcILcMcNc1OcJPcuLc+cccPJc cxc ccrPc cCc 'P'''''''''U,P
Mcc Bc BcABL+t c * +PcLcsDcHc2CcKcLcN ccaPNc cWccWcpcWclcWcrcWccWcmckcckcckcckc
ckc ckc4cc0mcccc(ccn6 c DcHcJ$FcBcCCcpP PcQcRcScUccccTcqP$c9Pcecrcc ccctcc ccDB
9Pcecrcc c cctc cccDBqQ$c9Qcecrcc ccctcc ccAB9Qcecrcc c cctc cccABqccccccmcc cc/
ccBcccc ncYc cmc cc ccccccc mcWcOcWccWccWccWccWcDckc mckcckcckcckcaccwcccccc1ccK
ccmccccccKccackcmR$c9Rcecrcc ccctcc ccGH9Rcecrcc c cctc cccGHqS$c9Scecrcc cc#ctc
c ccDC9Scecrcc c c#ctc cccDCU$c9Uceccc ccccc ccAD9Uceccc c ccc cccAD$c9ceccc ccc
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c BccABL+ 3 c 1DcHc2wPMc 2PcQpcc 3PwcQcc 4PcQcc 5PcQc2FcBcM9 CcrCCcPcQc c c Bcpk
O8 BcABL+V cEc 6 7DcHcCcKcLc10FcBc4cWcCCcc W '$Wc Bc BcABL+ Tp 6So 5Tp 6Tp
6Tp 6Tp 6Tp 6Tp 6Tp 6Tp 6Uq 7Tp 6Tp 6Tp 6Tp 6Tp 6Tp 6Uq 7Tp 6Tp
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6Tp 6Tp 6Uq 7Uq 7Tous droits réservés. Reproduction sans autorisation interdite. © Kukulcan