Adi Mathematiques Ce1 (F) (128K) (Face A) (1991) (Version Basic 1.1) [Original] [EDUCATIF].dsk
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00A7D0: 20 61 20 64 82 70 65 6E 73 82 02 72 00 47 00 33 a d.pens..r.G.3
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
00A810: 00 64 02 AE 00 6C 00 65 20 02 B6 00 6C 00 33 20 .d...l.e ...l.3
00A820: 02 BF 00 6C 00 63 02 C3 00 6C 00 68 02 C8 00 6C ...l.c...l.h...l
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
00A850: 01 00 4C 00 2B 00 3B 01 AB 00 0B 43 00 11 00 B0 ..L.+.;....C....
00A860: 00 1E 00 15 FF FF 02 06 00 00 00 03 22 31 33 02 ............"13.
00A870: 48 00 14 00 4C 41 20 4D 55 4C 54 49 50 4C 49 43 H...LA MULTIPLIC
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00A8B0: 61 62 6C 65 20 64 65 20 6D 75 6C 74 69 70 6C 69 able de multipli
00A8C0: 63 61 74 69 6F 6E 01 00 4C 00 2B 00 3B 01 AB 00 cation..L.+.;...
00A8D0: 0B 11 00 3E 00 30 00 3E 00 12 5E 00 2E 00 83 00 ...>.0.>..^.....
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
00A910: 02 0C 00 10 00 50 6F 73 6F 6E 73 20 63 6F 72 72 .....Posons corr
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00A930: 69 6F 6E 2E 20 02 1E 00 1C 00 03 25 64 20 03 22 ion. ......%d ."
00A940: 75 20 20 20 20 49 6C 20 66 61 75 74 20 70 6C 61 u Il faut pla
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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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00AA40: 00 E5 00 7F 00 15 2E 00 1E 00 2E 00 7E 00 12 3F ............~..?
00AA50: 00 1E 00 3F 00 7E 00 12 52 00 1E 00 52 00 7E 00 ...?.~..R...R.~.
00AA60: 12 64 00 1E 00 64 00 7E 00 12 76 00 1E 00 76 00 .d...d.~..v...v.
00AA70: 7E 00 12 87 00 1E 00 87 00 7E 00 12 9A 00 1E 00 ~........~......
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
00AAD0: 00 E4 00 56 00 12 0B 00 5E 00 E3 00 5E 00 12 0B ...V....^...^...
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00AB00: 66 00 12 E4 00 5E 00 E4 00 5E 00 12 0B 00 46 00 f....^...^....F.
00AB10: 0D 00 46 00 12 E3 00 36 00 E4 00 36 00 12 1C 00 ..F....6...6....
00AB20: 1D 00 1C 00 7E 00 15 0C 00 26 00 E4 00 26 00 15 ....~....&...&..
00AB30: FF FF 02 06 00 00 00 03 22 38 02 D8 00 00 00 33 ........"8.....3
00AB40: 2F 34 02 0C 00 09 00 4C 61 20 74 61 62 6C 65 20 /4.....La table
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00AB80: 30 20 20 31 20 20 32 20 20 33 20 20 34 20 20 35 0 1 2 3 4 5
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00ABA0: 12 00 26 00 30 20 20 30 20 20 31 20 20 32 20 20 ..&.0 0 1 2
00ABB0: 33 20 20 34 20 20 35 20 20 36 20 20 37 20 20 38 3 4 5 6 7 8
00ABC0: 20 20 39 20 31 30 02 12 00 2E 00 31 20 20 31 20 9 10.....1 1
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00ABF0: 36 00 32 20 20 32 20 20 33 20 20 34 20 20 35 20 6.2 2 3 4 5
00AC00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
00AC10: 09 00 01 00 02 09 50 E5 09 00 C1 02 00 00 00 02 ......P.........
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 ................
00AC60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00AC70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00AC80: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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00ACA0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00ACB0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00ACC0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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 ................
00AD00: 6E 02 D7 00 30 00 65 02 DC 00 30 00 73 2E 02 1E n...0.e...0.s...
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 .../........$.W.
00AD80: 2A 00 5E 00 15 20 00 42 00 27 00 42 00 15 3F 00 *.^.. .B.'.B..?.
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00ADA0: 31 00 4B 00 3E 00 4B 00 12 3E 00 4B 00 3E 00 52 1.K.>.K..>.K.>.R
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00AE60: 1C 00 73 2C 02 0C 00 24 00 32 29 20 6E 65 20 70 ..s,...$.2) ne p
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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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00AFC0: 20 00 29 02 78 00 28 00 3D 20 31 32 20 64 69 7A .).x.(.= 12 diz
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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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00B0E0: B0 12 29 B0 1C 29 B0 0E 29 B0 20 2A B0 08 2A B0 ..)..)..). *..*.
00B0F0: 25 20 08 B0 45 1A 1A 64 65 63 3A 0D CE 00 73 75 % ..E..dec:...su
00B100: 30 20 03 22 2B 20 32 02 24 00 57 00 03 25 31 02 0 ."+ 2.$.W..%1.
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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00B190: 74 00 6C 61 20 72 65 74 65 6E 75 65 2E 20 01 00 t.la retenue. ..
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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...~...
00B200: 00 01 00 7C 00 2E 00 12 FF FF 02 06 00 0A 00 03 ...|............
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00B240: 75 72 20 6C 65 73 20 69 63 6F 6E 65 73 2E 01 00 ur les icones...
00B250: 4C 00 2B 00 3B 01 AB 00 0B 1B 00 2E 00 45 00 2E L.+.;........E..
00B260: 00 15 FF FF 02 06 00 00 00 03 22 37 02 D8 00 00 .........."7....
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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00B2C0: 22 2D 3E 20 63 27 65 73 74 02 0A 00 25 00 6C 61 "-> c'est...%.la
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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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00B390: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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00B690: 68 00 2A 00 6C 02 6C 00 2A 00 65 02 71 00 2A 00 h.*.l.l.*.e.q.*.
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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
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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....@
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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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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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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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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/.....
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02DC70: 64 64 67 2B 14 E6 16 05 10 0D 0B 0A 17 44 49 44 ddg+.........DID
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02DC90: 64 64 64 67 28 01 17 44 09 01 17 11 16 01 17 64 dddg(..D.......d
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02DCE0: 00 00 EE 00 00 00 1A 00 55 00 83 20 1C 00 85 00 ........U.. ....
02DCF0: 00 00 1A 00 1A CD 00 64 65 63 3A 0D CE 00 73 75 .......dec:...su
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02E4F0: 08 30 14 28 09 20 14 1A 1A 00 0A 1A 1A 00 73 75 .0.(. ........su
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02E8D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E8E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E8F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E900: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E910: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E920: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E930: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E940: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E950: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E960: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E970: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E980: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E990: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02E9F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EA90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAD0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EAF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EB90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBD0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EBF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EC90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECD0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ECF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02ED90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDD0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EDF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EE90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EEA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EEB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EEC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EED0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EEE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EEF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF00: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF10: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF20: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF30: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF40: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF50: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF60: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF70: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF80: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EF90: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFA0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFB0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFC0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFD0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFE0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02EFF0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F000: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F010: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F020: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F030: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F040: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F050: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F060: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F070: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F080: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F090: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F0F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F100: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F110: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F120: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F130: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F140: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F150: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F160: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F170: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F180: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F190: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F1F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F200: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F210: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F220: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F230: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F240: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F250: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F260: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F270: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F280: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F290: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F2F0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F300: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F310: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F320: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F330: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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02F350: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F360: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F370: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F380: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F390: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F3A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F3B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F3C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F3D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F3E0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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02F400: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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02F490: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F4A0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F4B0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F4C0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
02F4D0: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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02F500: E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 E5 ................
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02F900: 4F 66 66 73 65 74 2D 49 6E 66 6F 0D 0A 00 00 8E Offset-Info.....
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RESULT OF SEARCH :
PRO=16 CHEA=1 COD=0 MUSI=1 COP=12 GRA=28 WRIT=0 198=3 199=17 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
PRO=16 CHEA=1 COD=0 MUSI=1 COP=12 GRA=28 WRIT=0 198=3 199=17 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
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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-(()(( ((((((((((((()))) **% 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 ( (()*((* (((XPZP(8((LI(((J( ((8((8((((9((0(H(()((((** ()P Z
P(((K()(, ((8((8((/9(H(0( (9((h((( ((*Kx*h(PZP(((K((((((( ((8((8((((((0((9((i(((
()(c)Copyright M.D.O. 1991 - version 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 5c
ap g 5 cat h 5cb i 5 ccj 5c B4c 9a 5cpb 5c Bzcp pc8c%%cp%cUcfccc p$$ch,h+(((H(0(
(((((8((I( l-P(*(h(*((P((((hi()(((((0)(((((8((HHHLx(m P (((h((((x)Z(((-(((((0(8(
8(*8(9((JMz( *(j(((()X(((( ((((0((((( xI( (()i(**(z(z(X)(((o(((((0(9((((HH(+((h(
(y)Y(()((.o(((H((0(9((((xMI(*)(h((*()((((((0 (((((zJ(,(,(p ()((((((0 (9(((0(xMI(
-((*y(()(0(9(H(9(0 (9((9(0 P.5"c55c3cA.5 2c55c3cBP4cc %3cP5c4c 4c0 LcXccWcc c c
c# ncLcsc c csence d'unit se marque par lehnombre zro.L++"41/1. LES NOMBRES DE
100 A 1000A partir de 100 on compte +100 - 101 - 102 - 103 - 104 - 105 -3106 - 1
07 - 108 - 109- 110En ajoutant% un" un nombre, on formeGle suivant.SAinsi tu pe
ux compter jusqu' mille et plus.L+"51/1 ECRITURE DES NOMBRES!Tous les nombres s'
crivent au moyen)de 10 chiffres.zro un deux trois quatreC%0 c Ac Bc
C c Dc Oc Fc Gc4c 9c Hc Ic Jc Kc Lc Mc NP+w(468C1bC2C3C4Q"cinq six sept
huit neufY%5Y6nY7Y8Y9L+Q "61/2TLA DIZAINE10 units formentCune %dizaine".L
+'2'%2%'323'A2A'O2O'2'k2k'y2y'2'2'2'2'2'2aZtjtZj"72/2Si je prends le nombre 14,
qui estreprsent ici par des cubes, j'aurai 10 cubes 1 dizaine4 cubes PBde cube+
BVwkqNfe9-Z'Dp7,qc'OpMge loRH !#% L&(p) O. "Clique sur un sujetou tape sa lettre
au clavier.O. "Dplace-toi dans lecours en cliquantsur les icones.L+JHDOCUMENTATI
ON4A- LA NUMERATION*FB-sB4 unitsiPdPui14 p"14 se lit 1 dizaine et 4 units.L+Q$$
..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$$4..48 L'ORDRE DES NOMBRESBNDE 0 10 N000L+U"1XNUMERATIO
Na- Le nombreb- L'unit$c- Les nombres de 100 10000d- L'criture des nombres e- L
a dizaineHf- La centaineTg- Le nombre milleh- Le nombre 10t000li- Retiens ces ta
bleauxxj- J'cris les nombres en lettresL+"17CL'ORDRE DES NOMBRES3a- Comparaison
de nombresGb- L'ordre croissant et dcroissantL+Y "21/1LE NOM84BB4LL4VV44jDD$D$.
D.8D8BDBLDLVDVDjDDLDLD$L$D.L.D8L8DBLBDLLLDVLVDLDjLLTLTL$T$L.T.L8T8LBTBLLTLLVTVLT
LjTTTT$$T..T88TBBTLLTVVTTjdd$d$.d.8d8BdBLdLVdVdjdjBREL'ide de nombre est donne p
ar unecollection d'objets.$Exemple E44 fleurs410 toile4sE%la fleurl'toileEHestHe
stEPl'unitPl'unitr"4 est le nombrer10 est le nombreL+"31/1L'UNITEOn appelle %uni
t" chacun des objets de $la collection.0Une fleur une unit.84 fleurs 4 units.U
ne toile une unit.H10 toiles 10 units.TUne seule unit constitue le nombre %unT
".L'ab P"8TLA CENTAINE1/2q- 10 cubes ou 1dizaine de cubes(Si tu comptes le0nomb
re de cubes8un par un, tu trouves H%100 cubes".TSi tu comptes lescubes de 10 en
10,ftu trouves 10 dizaines de cubes ou %unencentaine" de cubes.L+"92/2 Tableau d
e la suite des nombres de0 100 0( 1 2T 3j 4 5 6 7 8 9(10$(11(12P(13f(14(15(16(
17(18(190Te souviens-tu En ajoutant %un" onAobtient le nombre suivant.M99 et un
100Y999 et un 1000e9999 et un 10de000L+P"122/2 Comptons ensemble de 100 en
100 jusqu'aunombre 10000.* 1000-1100-1200-1300-1400-1500-1600-%1700-1800-1900-2
000...1* 5000-5100-5200-5300-5400-5500-...* 9000-9100-9200-9300-9400-9500-...ILe
chiffre des centaines change.UComptons de 1000 en 1000 * 1000-20020$021022P023f
024025026027028029830$831832P833f83483583683783883940$4142P43f444546474849H50$H5
1H52PH53fH54H55H56H57H58H59P60$P61P62PP63fP64P65P66P67P68P69X70$X71X72PX73fX74X7
5X76X77X78X7980$8182P83f848586878889h90$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"13
1/2RETIENS 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+ "1593fh94h95h96h97h98h99p100L+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 LETTRES11 onze 16 seize12 douze
17 dix-sept"13 treize 18 dix-huit*14 quatorze 19 dix-neuf215 quinz
e20 vingtl21 vingt et unF30 trente N40 quarante 49 quarante-neufV50 cin
quante60 soixanteh70 soixante-dixp71 soixante et onzex72 soixante-douzeL+"16
2/280 quatre-vingts81 quatre-vingt-un&90 quatre-vingt-dix.91 qua,C11 6 16161
61%6%1+6+11611767161C66 6666%%6++61167766C %%++1177C E EEE%E%+E+1E17E7ECEE J E
JEJEJE%J%E+J+E1J1E7J7EJECJFUhUdhdshsh"10tre-vingt-onze698 quatre-vingt-dix-huit
B100 cent N1000 milleL+0"181/63COMPARAISON 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 i
l y a %4 "dizaines.RDonc %4"4 est plus grand que %3"2.En langage mathmatique plu
s grand quefs'crit %".FrDonc %41/1ILE NOMBRE MILLEVVoici une figure qui V reprse
nte 100 cubes.V,Si on a 10 figures commeV4celle-ci, on trouve V1000 cubes c'est-
-direVD10 centaines ou %mille".PDonc LSmScjSdySuL10j0y0l1000 10 centaines 100
dizaines.t1000 1000 units.L+"111/2ALE NOMBRE 10000Sais-tu compter de 1000 1000
0 #1000 - 1001 - 1002 - 1003 - 1004 -1005#-+1006 - 1007 - 1008 - 1009 - 1010...9
P"4 %" %3"2.L+BB66"192/6Si le chiffre des% dizaines" est le mmetu compares alo
rs les units."Exemple %4"6 et %4"8.Dans le nombre %4"6 il y a 6 units.Dans le n
ombre %4"8 il y a 8 units.HDonc %4"8% 4"6VTu peux aussi crire que %4"6 est plus
petit que %4"8. En langage mathmatiquefplus petit s'crit %".Zr4%6 "4%8L+"203/6
2) Nombres de 3 chiffres.Pour compares+"142/2 mille units simples%centFdiz unitc
entdizunitj 8 0 0 0((%huit millej3"6 2 1 3(%six mille deux cen
t treizeLF"1 4 0 0 0(N%quatorze milleLY"2 2 0 0 0(a%ving
t deux mille.l"3 1 1 0 0 0(t%trois cent onze milleUf4s"Tape une t
ouche pour continuer.CCBCC 3+ +,*P *')P)#)P))P)(*P((((P(r 2 nombres de 3 chiffr
es,tu dois d'abord comparer le chiffre des&(centaines "puis celui des %dizaines"
, .enfin celui des units.Voici 2 nombres (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 centaine
s 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 l
e chiffre des centaines est leLmme et si le chiffre des dizaines Test galement p
areil, alors il faut comparer les units.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+"225/63) Nombres de 4 chiffres.Pour comparer 2
nombres de 4 chiffres,"tu procderas de la mme manire que*pour les nombres de 2 o
u 3 chiffres.W%2345 "/ %1532iK"2 1HDonc 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 descentaines.(Exemple 1627 et 1742.46 7 donc 162
7 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 des
dizaines 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.,Exemple 24 / 36 / 42 / 12 / 6.8Cela donne 6 / 12
/ 24 / 36 / 42.H2) Ordre dcroissant.TOn range les nombres du plus grand auplus p
etit.hExemple 24 / 36 / 42 / 12 / 6.tCela donne 42 / 36 / 24 / 12 / 6.L+!z!z!z
zzz!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 ))))))Xc
cP 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)MvvOpi6
9!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 c
ompte 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 produit des nombres 3 et 4B(c)Copyright M.D.O
. 1991 - version 1.1I K2c3c4c MWa 5cMob 5 c B4c NQa 5cMab 5cMrc 5cM d 5c4 2q" 3
ou 3 2q" 4i4 2q" 3 3 2q" 4 12 tle nombre d'toiles est le mme.L+&&..77IIRRddmm
uuRRdduu)"161/3*La table de multiplication5q% "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 3F86V89f812z815 18 21 24 27 8304 0 4F8T12
g16z20 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 27hm36 45 54 63 72 m81 90 v10 !v0 1v10 20 V
v30 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 13 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 tabled'addition. (Tu peux utiliser la table pou
r0effectuer tes additions.Comment l'utiliser v80 90 v100L+JJRR"172/31- Comment u
tiliser le tableau Tu veux calculer le produit %6 5q% 5$"(je lis 5 fois 6). Tu
cherches sur,le tableau la case qui correspond au4couple (%5,6") et tu trouves %
30".B2- Pour bien apprendre la table deJmultiplication V1) Tu la lis plusieurs f
ois.2) Tu la rcites le livre ferm.f3) Tu peux t'amuser aussi l'crifre*nsur un c
ahier.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 f
orme d'une %somme" avec le.signe %+" 4 %+" 4 %+" 48ou sous la forme d'un %pro
duit" avec leAsigne% 5q" 3 5q" 4Q3- Lorsqu'il y a des parenthses Z"21/1*Somme d
e plusieurs nombresDans une addition, on peut inverser lesnombres. On dit que l'
addition est'commutative. 72 + 3 + 8 Gpeut aussi s'crire S2 + 8 + 3Kou 8 + 3 + 2
Kkou 3 + 2 + 8L+ aHaaa"31/1Deux manires de calculer la sommeSur la piste du cirq
ue, lors d'une sance de rptition, on peut voir(s'entraner 012 acrobates, 4 clown
s 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 14
L+JHOPERATIONS04A- ADDITIONHKB- MULTIPLICATIONL+P"1XL'addition(a- Somme de plusi
eurs nombres9b- Deux9maniress9de 9calculer 9l9a sommeJc- L'addition dJdes zJnomb
res JdeJ2 JcJhJiJfJfJrJeJsd- L'addition avec retenuele- L'addition des nt lesDpa
renthses, le nombre total de personD-Lnes sur la piste.X1re faonX2me faond(12 +
4) + 8 d12 + (4 + 8) pOn effectue d'abord pla pspopmme pdpeps pnombrepsxentre p
arenthses.L+"41/2L'addition des nombres de 2 chiffres Exemple Paul va au cirque
. Il achte(un billet 35 F et une glace 10 F.0Combien a-t-il dpens CIl a dpensr
G35 + 10 456K45 FPour calnombresldle l3 lclhlilflflrlelsL+C"13HLA MULTIPLICATIO
N4a- Produit de deux nombresEb- La table de multiplicationL+0....8888"52/2Posons
correctement l'addition. %d "u Il faut placer &%3 "5 les units sous les u
nits,0+ %1" 0 les dd0ii0zn0as0ix0n0e0s0sous0l0e0s 0d0i0z0a0i0lculer la dpense
, on a effectucune addition.L+ ..RRddvv..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'BOF
OV0V1KKKRF'B'V1SSSSE"61/40L'addition avec retenuePour viter les erreurs, il faut
1) disposer correctement les chiffres,$2) ne pas oublier la retenue,,3) bien co
nnatre sa table d'addition,.7d u%1G5 "6KK6 + 6 %1"2N%1 "6lR%1BB"123/32) Je c
ompte les dizaines 8 + 3 %1"1 %11" + %1" 12Z 11 diz + 1 diz(l a r e t e
n u e )x( 12 dizainesT/10 + 2 ou 10 diz + %2" diz.1 centaine DJe pose %2" et je
retiens 1D.S3) Je compte les centaines 6 + 2 8 8 + 1 (retenue) 9eJe pose 9.
6qLe rsultat est 923.Uf4s"Tape une touche pour continuer.)))) **% Edec su0 "+ 2$
W%1Y7 "2ZY%1 dizaine "et 2 unitsdJe compte 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 comp
te les units 6 + 6 12Je pose 2 et je retiens %1 diz "- c'est %la retenue. 4Je
compte les dizaines %5 + 1 6"et j'ajoute la dizaine de la retenue H%6 + 1 7 "
j'cris %7.L+QVVf f*fg#m X OWO3%3"10 1/3L'addition des nombres de 3 chiffres- Sa
ns retenue "3%0"6 je compt"e i"ll"eq"s"u"n"i"t""s "6 "+ "2" "8*+ 4%2"2 je comp
Y*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 "B4c MV a 5cxMf b 5cxMuc 5cxMd 5cx2e h2ll2e
p2s z2c2e2n2t2a2i2n2e2s 224 2+ 23 2 747%2"8Le rsultat est 728.G- Avec retenue P
%16R"je compte pRltReyRsRunits R R9 R+ R6 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 5cx
M e 5cx "2Bzcp pc8c%%cp%cUcfccc p$$c.5"c55c3cxA.5 2irzrarirnrers r r%1 "+ %5 " 6
y%6 "+ %1 " %7L+#kkLTeImO&g,XIaOR&,i)v)v*vLnLuLKu-I"112/3Voici un autre exemple
d'une additionavec 2 retenues.T%1 %1Z*"T-2 8 6 H5+ 6 3 7 T9 %2" 3ZH1 %1V"
Toujours le mme principe.b1) Je compte les units $l6 + 7 %1"3tJe pose 3 et je r
etiens %1".L+777 P c55c3cxBP4cc2 #"3cxP5c4c c c c c c c c c % c &c4c
'Rc ( ct *Nn/No4NmbNrCNeLN+ %diffrenceN" grand nombreY150 + %20Y" 170iQ
uand on calcule une diffrence,pon fait une soustraction.L+2I2M2MNM%I%U%1%V%x'xqt
ttqt"31/1La 's+o0u5strDaIcNtSiXon gdle unzombres de 2 chiffres )c *c "c +c ,c -c
.c 2&,!TJu6$VLSF-u Z/Pn!!"$K(i)+ML+ ,,PPbbttSoit l'opration 98 - 25.Posons d'ab
ord l'opration ainsi $$%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"Pou
r v"'r+i0f4i9er IsNi Xtobn loqpvration e£st juste, tuhf hahihs hl"h&&22JJVVbbnnn
n5"201/16Table des multiples2q" 1 2 3 4 5 6 7 8 9 10 3 3 6 9 1
2 15 18 21 24 27 30(5 5 10 15 20 25 30 35 40 45 5046 6 12 18 24 30 3
6 42 48 54 608 8 16 24 32 40 48 56 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 1
17 130p16 16 32 48 64 80 a ,hp1hr5hehuhvDhe OhdThe hlbha lhsqhovhuhshthrhahchth
iho£hn hh98 h+ h25hh73m%mp"Preuve 25 + 73 98xTAxu LxdQxoVxixs exrixenxtsxrxxox
uxvxexrxlxexgrand nombre.L+5BB'84B'8''8+83.30344"3"d%d(jmjmhmjxxio39TB(B96 112 1
28 144 160O. "Clique sur un sujetou tape sa lettreau clavier.L+F "1KLA SOUSTRACT
ION.a- La diffrence b- La 4s9ouCsHtMrRaWctaifoknvde nombres de 2 chiffresLc- La
soustraction avec retenued- La 5souDsItNrSaXctbigoln vdes "41/2La soustraction a
vec retenue$52N2 - 8 c'est impossible- 18*%4 " %"On enlve %1" dizaine 2%5 "2
%5 "dizaines6%11 "8 que l'on ajoute aux 2 units-NB10 + 2 12 unitsK%46O"Main
tenant on peut dire S5 2W%1HW"12 - 8 4- 1 8%4a"je pose 4e4 'fh%5"2p- %1"8$tE
nfin %4 - 1 3x3"4L+-*-L(Ll(lMccjbjajjfjZqZsnombres de 3 chiffresL+xxR"2 1/1La
diffrenceMarc mesure 170 cm. Luc mesure 150 cm.%La diffrence X%deh%taille%des%en
fants%est%4170 I4-4150 %20 "gran d )n.o3mbrBeI-TpYetbift pnuozmbre%d
iffrenceN"pNeNtNi N Ps"5 2/2On peut effectuer la soustraction d'uneautre faon 5
2 2 - 8 on ne peut pas.$- 1 885 2On ajoute %1" dizaine aux%1B"2 units 10 + 2
12C- 1 8TJ12 - 8 4M3 4ROn pose 4Z5 2 et on retient 1%5" 2b- 1 8d%1dh1 "8l%1
n"3 4Bp%1 + 1 2 5 - 2 3t"3 4 L+$BjTTddttddTT"6 1/5$La soustractioleau le nom
bre %32N"4 2q" 82 " 32Nh32 4 %8p"On dit que 32 est un multiple de 4.O. "Dplac
e-toi dans lecours en cliquantsur les icones.L+w**v*v,*.-/-.//iissssyuUuXuUUUcbc
ccccc"9 4/5- Si le nombre des dizaines du 1ernombre est plus petit que le nombr
e des dizaines du 2me nombre,*Exemplen des nombres Bde 3 chiffresH$c %d" uH,3 %
8" 24- 1 %6" 5L1re tape on commence par les unitsL.2me tape on continue parles
dizaines.l3me tape on finit par les centainesl.L+C"u".LWqW&N&S&SSFF((-((1 * , -
#-9.915181$5/5/5998968i-iuuY,3"7 2/5 Techniq f,5 %2" 60%2 " %6Z4"- 3 %6" 4Dtu do
is ajouter 10 dizaines aux Ldizaines du 1er nombre.XExemple 5 %2 "6 %10 +
2 12nZ1Z"- 3 %6 "4 % 12 6fj"1 %6 "2qp%p12 - 6 6vL+44#)22£BBJJAbbbb"105/5C
ontinuons la soustraction %4"5 "2 6 *- %3 "6 4 On enlve 10 dizaines auN2nombr
e des centaines.6%1 "6 2N10 dizaines 1 centaineue.N3 %8" 22 -5 c'est impossible
.B- 1 %6" 5!%7+"3 %8 "2.On enlve t.1 .dizaine . .8 .d.i.z.a.i.n.e.s"16- 1 %6 "5
que l'on ajoute aux 2 units N10 + 2 12 units.$D7FMaGFiLFnQFtVFeFnFaeFnjFt sF
oxFn FpFeFuFt FdFiFrFe F12 F-F5 F F7$LNje%B"c'est la retenuefN%5 - 1 4fV4 - 3
1L+#"11'L'APPROCHE DE LA DIVISION.a- Le partageb- Les multiplesLc- La division a
vec reste d- La techniquele- Table des multiplesL+OgZZSOSgPgS"121/3TLe partageC
omprenons Maman doit partager un paquet de 15#gteaux entre ses 3 enfants.+Combie
n de gteaux doit-elle donner3 chacun Pour 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 soustrais 2 nombres - Si le nombre des unit
s du 1er nombr e(est plus petit que le nombre des unit(s0du 2me nombre,08Exempl
e 522 6- 16Ltu dois ajouter une dizaine 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+""j
KjKjktt"132/3 Pour trouver le nombre de gteauxdistribus chaque enfant, tu doisf
aire une division N%15 3 5/Maman donne 5 gteaux chacun. Ce7partage tombe just
e, mais parfoisil y a un %10d"- 1 6 Donc 12 6llet tu peux soustrairekt12 -
6.L+G 7R070Q7RS7SRc7cQv7vQ7R7R7Q7R CCHOLOOO"151/2HLes multiplesPour t'aider tu d
ois connatre par coeur tes tables de multiplication.,Exemple Tu dois diviser 32
4$81 2 3 4 5 6 7 8 9 102q% "4$F4 8 CF12TF16 20 zF24F28 %32 "36F40XC
herche dans le tab Preste.HExemple Si maman avait partagerP16 gteaux entre le
s 3 enfants deXfaon faire des parts gales, 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 reste il doit treDinfrieur la valeur d'un
e part L1 5.L+KVKVKWW"162/2u dis 7 2q" 8Zf%- 56 "7 mqmume mtmu msmomumsmtmrmam
ims m m58ln%2Bw"Reste % "Il resteL+JHOPERATIONS88A- SOUSTRACTIONXQB- DIVISI
ON Uf4s"Tape une touche pour continuer."Tape une touche pour continuer.)))) **%
Edec su poser.'Exemple 48 8Z30 6Reporte-toi ta table des multiplesHde 8.T
2me exemple f58 8ete Quand on multiplie un nombre par 4,le produit est un multip
le de 4. #Par exemple 4 2q v#"13 52-52 est un multiple de 4.H752 13 4AObserv
e ce tableau MMuMlMtMi"Mp'Ml*Mi/Mc4Ma9MtMiCMoHMn 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 LZ
a 5cLkb 5c B4c LYa 5cLlb 5c B4KeKeKdKePSaaaa"171/26La division avec restePrenons
un exemple Stphane a 58 billes. Il veut les$partager entre ses 8 camarades.,Com
bien en donnera-t-il chacun H658 8 Cherche 9dans Ulaetable des multiples de 8
N1 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$$c.5"c55c3
cA.5 2c55c3cBP4cc 3c9P5c4cidOiaTinYis cilgie pituiaziblieiaiu idieis imuilitiiip
ilieisidiei8.q58 n'est pas un multiple de 8.x58 est compris entre 56 et 64.L+"18
2/2B%56 " 58 %64"Tu cherches d'abord le multiple qui$est infrieur 58, c'est--d
ire 56.0Tu trouves le nombre 7.058 8 7 - reste 2HStphane donnera 7 billes cha
cunPde ses camarades. Il lui resteraX2 billes. c c c c c4c c c c c Rev-l5o' e
wZVL+JHDOCUMENTATION4A- LES MESURES DE MASSEDB- LES MESURES DE LONGUEURL+"6CMESU
RES DE hAvec les tables des multiples tu peuxpeffectuer rapidement une division.
L+Lg/u/uuxvddmmaWaeaVVVbaaedaaebb050Qe&ee/f/hvkvkvkykvsvxvrvrzsw"191/1NLa techni
queQuand tu calcules ta division, tu doisla poser.'Exemple 48 8Z30 6Reporte
-toi ta table des multiplesHde 8.T2me exemple f58 8ete P LONGUEUR3a-
Les units de longueurGb- Les tableaux de conversionL+"1CLES MESURES DE MASSE3a-
Units de masseGb- Tableaux de conversionL+"21/1LES UNITES DE MASSELes units de m
asse servent mesurerla masse d'un objet."Dans la vie courante, on emploie *souv
ent le mot "poids" la place du2mot "masse".Le kilogramme Xethlexgrammesontutili
ssFpour mesurer des masses courantes.G$ee$$$$ee#$//"91/22TABLEAUX DE LONGUEUR%mu
ltiplesg"unit %sous-multiples&km hmN&dam m&dm cm mm1"1510T10 0A1 dcam
tre 1 dam 10 mtres.Idca veut dire dix.U1 hectomtre 1 hm 100 mtres.hecto veut
dire cent.i1 kilomtre 1 km 1000 mtres.qkilo veut dire mille.L+"102/21 dcimtre
1 dm / 1 m 10 dm.1 centimtre 1 cm RLe milligramme est utilis pour mesureR
rZdes masses trs faibles mdicaments,bmtaux prcieux...nLa tonne et le quintal so
nt utilissvpour des masses trs importantes.L+33J..IccJIffP9P9tQtPA"31/3BTABLEAUX
DE MASSE %Tonne " %Quintal" % Diz.de kg " %Kilogramme)"tB)qx)kg)kg1B0x00S%Kilog
r." %Hectogr. " %Dcagr. " %Gramme"kg/ 1 m 100 cm.&1 millimtre 1 mm / 1 m 10
00 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 "e
tfje 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." %Mill
igr.$"gN$dg cg$mg71N707070O%N'oublie pas WOO1t1000kgT- 1t10qY1q100kgh1kg1
000gm- 1kg10hgr1hg100gL+27G!+"53/3,%1075q%plus grand-DECA&1005q%" " -HECTO
GRAMME $1000. "Clique sur un sujetou tape sa lettreau clavier.Uf4s"Tape une tou
che pour continuer."Tape une touche pour continuer."Tape une touche pour continu
er.)))) **% Edec sufje complte les autres colonnes avecndes %zros".L+T"11XMONNAI
E3a- Les pices et les billet3sGb- Les changesO. "Dplace-toi dans lecours en cliq
uantsur les icones.O5q% " " -KILO+/105q%plus petit-DECI775q%8%100 " "
-CENTI GRAMMEA10005q% " " -MILLI6P"1 kg10 hg100dag6Z1dag0,01kg0,1hg10g6d1g
0,001kg0,01hg0,1dag6n1mg0,001g0,01dg0,1cg + L+8"7+6"1/29UNITES DE LONGUEURLes u
nits de longueur servent mesurer '- une longueur longueur de la sallel/de class
e.9- une largeur la largeur du bureau.C- une hauteur la hauteur d'un mur.M- un
e paisseur de %50" c2par exemple RDD+D+S%50 c" se dit aussi %1/2 franc".1 bille
t de 100 F 2 billets de 50 F.e1 billet de 200 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 sa tirelire Luc a %20" pices de %1 F
("et %5" pices de %10 F". Il veut les 0changer contre des billets.8Quels billets
ppMl'paisseurMd'unMlivrMeW- une distance la distance entrel2 villes.i- un prim
tre le pourtour d'une lqfigure gomtrique.L+"82/2L'unit de longueur est le %mtre
".Mtre s'crit en abrg %m".*Il existe des mesures de longueur plus2grandes que l
e mtre qu'on appelle %lesmultiples" du mtre et des mesures plusBpetites que le m
tre qu'on appelle %lesJsous-multiples "du mtre.L+1$))$G P(c)Copyright M.D.O. 19
91 - version 1.1I2 K2c3c4c /MTa 5cLgb 5cLzc 5cLd 5c NB4c 0LXa 5cLib 5cWMmmMMmOmQ
mUmWmmOQTVYWMWOWRWTWWWYWWPYMQZAZIiIZIWMiImMIIIMIMZbibWZbmjbbbbbmM6q66q6mmoqttotm
ort"14 2/3Construisons un cube.Toi aussi, tu peux construire un cube.1) Tu dcoup
es dans du carton lger'6 carrs comme le montre le desLzc 5cLd 5c NB4c 1Lda 5cLub
5 c NnB4c $LXa 5cLjb 5cLyc 5c NB4c 'La 5cLsin/ci-dessous.t5lI%----IR"1R2tR3 4
lZ%----tc"6vC'vevsvt %vl)ve4vdvvDveIvlMvoRvpWvpveavmelvnqvt vdvu vcvuvbve vovu v
patron.L+HTJ---TJ-$J-KNzzSCCW(W"171/2HL'axe de symtrie----H/x/yPrends une feuill
e de papier (feuilleCde cahier).OPlie-la. Les deux parties doivent sevb 5c NBzcp
pc8c%%cp%cUcfccc p$$c.5"c55c3cA.5 2c55c3cB7P4ccncc #N3cP5c4c 0cWsuperposer, c'e
st--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 rectangle4 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,L
es 4 angles sont4DK4C droits.54 c.5mDAB DC 4cmLAB et DC sont les %longueur
s "du rectanL-Tgle. %Elles sont gales".dAD BC 2 cm.lAD et BC sont les %largeur
s" du rectan-tgle. %Elles sont gales".L+*---(f(f(f-e43dBiViBbBiCfFfFfFiHoHS"l'p"
lqp"t'p"u"t"t"241/2*Les droites perpendiculaires3- Les droites pc# $cNcc# mcUcc#
pccc4c 'c c c c 3)im #1BbV4LufinI Q!DZ- "ZL#k-Q$FiA%H&&R''L+AMW Perpendiculair
es sontdes droites qui se coupent en Cformant un angle droit.O- Deux droites dOp
erpendOiOcOuOlOaOiOrOeOsOfOoOrOmentW4 secteurs angulaires droits.Zaest paltae as
ayambaoalae adae ala'aaanagalae adaraoaiata.qdsigne des droites xperpendiculaire
s.L+EJEj'jdjQTQjQTjSSfSfXfSXfRhThu ct par 4u.L+L2"62/2Primtre du rectangle.HABf5
ocsm2#2 #cA#m#2 #c#mH3Dg35 p3ct3m3CLe primtre du rectangle est G- G%lGoGn#Gg(Gu
-Ge2Gu7GrG+GGlJGaOGrTGgYGeGucGrjG+sGlwGoGnGgGuGeGuGr G+ GlGaGrGgGeGuGrO"5 'Oc+Om
+MO2WOcOmkO+ O5OcOm +ThTjW£bb"252/2- On utilise l'querre pour tracer unedroi
te perpendiculaire la droite xy.*1) Pose l'querre pour tracer une2droite perpen
diculaire la droite x2y2) Fais-la glisser jusqu'au point O.HDXOD est xykxHkO
yL+% F "LWu"TVT"jVj"W3L3tDLDtT"u"j"jDDjjrnn"261/2$Reprage de O2 OcOm 14 cmW%
ou"- %(L5 %+5 %l) 5q% 2f"(5 + 2)% 2q" 2 7 2q" 2 14pPrimtre du rectangle 14 cm
TxP 14 cmL+447"l47"44k4S--$QWQ$M$fRf"71/4TLe 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 lettres a, b ou de,deux chiffres 1,2 ou
encore d'une4lettre et d'un chiffre, on forme uncouple.(L19L2 3bLLe reprage d'u
ne casebTse fait l'aide de deTuTxVabrepres abf- un repre horizontallcr- un repr
e verticalL+&qON.V.U%r/(D(*00HHQhhqq"21/10Qu'est-ce qu'un polygone Le polygoL+Q
IyId%dRd%yIc&QIdTdVdQdUeEiEiEiIcccctttt q6mq9nY6W8"82/4- Le triangle isocleUn t
riangle qui a 2 cts gaux estun %triangle isocle.h "A0AB ACHBBBCfKHfSxAx est l'a
xe de symtrie qui correspondc la hauteur du triangle AH.lLes deux angles la ba
se sont gaux )s *xB C angle B angle CL+pne est une figure gomtrique(qui a
plusieurs cts.$2BQ8ABCDE est un polygone quiQa 5 cts.BJCQPAB est un ct du polygo
nPeP.RA0XDQLes points A, B, C, D, EPhsontmhlqhevhshsommets duhpohlhyhghohne.*pEL
+T222c2B7FFCF3C3E3F6F3633"3 1/2T"Le carr"Le carr est un polygone qui a*4 cts gau
x et 4 angles droits.ggggooAFjF2jFl1FU)jFU)AFU*UKK3O7J5M9YDYHc8dWDWH"93/4- Le tr
iangle quilatral.Un triangle qui a 3 cts gaux est untriangle %quilatral.Z%"A,yn,
x0AB AC BC6ABoACXIzNles 3 cts sont gaux,Vles 3 angles sont gaux.Le triangle qu
ilatral a 3 axes degsymtrie.pAz, Bx, Cy sont les axes de symtriexdu triangle qui
latral ABC.OABTAB, BC, CD, AD sont lesTDcts du carr.TTAB BC CD ADbDbCL+9(aJx3
3"42/2Le primtre du carr.$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 pri
mtre 3 + 3 + 3 + 3ou 3 2q" 4mPour trouver le primtre du carr,uje multiplie laeu
l luongueur d P. "Clique sur un sujetou tape sa lettreau clavier.L+GNZ"223/3xAB
diamtre ducercle.r(Le diamtre du cercl(er0est gal 2 fois leq8rayon.CD diamtr
e R rayonMPD 2 RLe diamtre est l'axe de 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 case
s et de noeudsL+RPGEOMETRIEP.A- LES POLYGONES8AB- LES SOLIDES TC- LA SYMETRIEgD-
gL&gE-gS gDCgRJgOQgIXgTgEfgS ugPgEgRgPgEgNgDgIgCgUgLgAgIgRgEgSL+F"1LLes polygon
es1a- Qu'est-ce qu'un polygone Bb-0BLe carrSc- Le rectangledd- Le triangleL+Y'es
t un trianglequi a un angle droit..Pour construire un triangle rectangle6on util
ise l'querre.6B6dAdCL+S"""121/1TGnralits$2Un cube, un d jouer, une $bote d'allu
mettes, une boule,$June pyramide, sont des solides.L+T!"16ZLA SYMETRIE62a- L'axe
de symtrie6Bb- Le carr6Rc- Le cercleL+k)kM"182/2Tu obtiens un autre axe de symt
rieen 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 carrs qui sont les faces du cube,n. 8 s
ommetsve deuxime fois.(AHxyXBL+H+YA%&8BBh$hafxaoo"191/1Le carrLe carr a 4 axes
de symtrie.FC XF6Tu peux0ABvrifierFpar pliageF.ZEpZy DAeLe rectangle a d
eux axes gDhCmde symtrie.xBL+IYBppBBY$$Y33PP"272/2- Le noeud.l12kAN!%1N. 12 )va.
vr2v7vtveAvs JvqOvuTvi vsbvogvnlvt uvlyvevsvcvvtvvs vdvevs vcvavrvrvvs.Uf4s"Tape
une touche pour continuer.-++2*,+2*i **))))((((((((((((*( (((( (*("(((("((((+(
*((*((+((* (()(((((((((()(($(("(("(("(( (( ( (((((((((12H"Le point A est le noeu
d.ULa lettre A se trouve sur le point derencontre des lignes de couleur diff-ere
nte. pLe point A est le noeud donn par lexcouple (1,%1").L+!!99"212/3La droite q
ui joint le centre O un point A du cercle est le rayon.!OA rayonl1AB est le dia
mtre l9du cercle.X- Le diamtre du cercle.dLe diamtre du cercle est la droitelqui
joint 2 points du cercle en pas-tsant par l((())))** mw %** ))))((((((((((((*(
(((( (*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*(*(*((((*(*+(((("(((("( ( (
( ((((((((((((()))) **% Fx %** ))))((((((((((((*( (((( (*()(((((((*(((+() *( (*(
()+( (, ( (+( (+)( (*(e centre O.O. "Dplace-toi dans lecours en cliquantsur les
icones.L+S XXaatt"201/3TLe cercle- Comment tracer un cercle.PVoici un cercle d
e centre O et deXrayon OA.dLe cercle est une figure que l'onlobtient en utilisan
t un compas. Latpointe du compaspteutsztt tltetcentre tdtu tctetrtcle.L+&#"23*Le
s droites P*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Edec su((*(((+()
*( (*( ()+( (, ( (+( (+)( (*(*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% F
x %** ))))((((((((((((*( (((( (*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*(Pc
MA1INTROc&%cchc5%cchcA$ccB$cDA$C%DcF"cEEc FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$I
c IcJJcI%c9 GIcGGc$ccrzcp pc8(c)Copyright M.D.O. 1991 - version 1.1ID. 7CPcccccC
PccicccnCPcccccKrLc+cccPc c c c c cdLc+cccPc c c c%%cp%cUcfccc p$$c"CcEcLcccAcAc
1ccc cccncc.1ccccccaccr aJccEc DcHcCcKcLcy LFcBc6c06c12cWcacCCcnW a %Dc c c 6
cC$DcE D D cB$D%c cX$cMA1INTROc6B$D%c cX E$c$cc)c c c%cPcMA1INTROc&%ccc5%AWa$W$W
$ac Bc BcABL+9 ac DcHc5TdPMc "c $c %c &c 'c ! ( )2FcBcM9 CcCCcU 0PMccc B
c BcU'M$c Bc (c)Copyright M.D.O. 1991 - version 1.1If2 PJcKcLc McHNcOcPccPJcKcLc
Mc*NcnOcPcPJcyKcTLcMcNcOcUPcuLc+cccPJc cxc ccrPc cCcBcU,PMcc Bc BcABL+t ac * +Pc
LcnDcHc5CcKcLcN cc*aPNc cWcecWc cWcicWccWc(cWcnmckcckcckcckc ckc/ckcAccmcccccpL
c+cccPc c c c c c c 6chC$DcE D D cB$D%c c$cMA1INTROch6B$D%c chE$c$cc)c c c%c P
cccccccc1mcccc ccccccO ncYc cmc cc ccccccc mcWc+cWccWccWccWc cWc5ckcDmckcckcckc$
ckc1ccccccccccVccmccccKccXcccqR$c9Rcecrcc ccctcc ccGH9Rcecrcc c cctc cccGHqS$c9S
cecrcc cc#ctcc ccDC9Scecrcc c c#ctc cccDCU$c9Uceccc ccccc ccAD9Uceccc c ccc cccA
D$c9ceccc ckcmcccca cYcw cmc cc ccecccc7Pc ,c -c .c /$FcBcCCcV 9$c Bc BccV 9$c B
c BccV 9$c Bc Bccr Bccrcccc ccEF9ceccc c ccc cccEF$c9ceccc ccccc ccBC9ceccc c cc
c cccBC$c9ceccc cc#ccc ccAC9ceccc c c#cc cccAC&DP$Q$R$S$U$$$$c Bc Bc 9$c Bc Bccr
9$c Bc Bcc 9$c Bc BccABL+ 3 ac 1DcHc5wPMc 2PcQpcc 3PwcQcc 4PcQcc 5PcQc2FABL+c a
Pcc 8 9bcjcDcHcCcKcLc4FcBcCCcccWcW +W$Wc Bc BcABL+TCNy FfZwPCYcBcM9 CcCCc*PcQc c
c BcpkO8 BcABL+V acEc 6 7DcHcCcKcLc0FcBc4cWcCCcn W '$Wc Bc BcABjwwwwLHH,HHr909B
&EkEZ R iwwWwwE 6'*&+Z2w2hQkrYX *Utilise le curseur pour,cliquer ton choix.rYX
*Utilise le curseur pourrordonner 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 EN
TERL+6 ac DcHcU$FcBcCCcP PcQcRcScUccccTcqP$c9Pcecrcc ccctcc ccDB9Pcecrcc c cctc
cccDBqQ$c9Qcecrcc ccctcc ccAB9Qcecrcc c cctc cccAB P8ou RETURN.rYX*Clique le(s
) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bonne rpons
e apparat dansle cadre.L+ rYX*Tape tes rponses l'aidedu clavier dplace-toi (av
ec les flches, puis4valide en cliquant O.K.ou avec la touche F0.rYX*Utilise le c
urseur pourcliquer tes choix.Lorsque cela est fait,valide avec l'icone O0I7BG (G
On+(+GO+n(EGT1C 2C 3C/4C 5C 6C0I7CG (GOn+(+GO+n(EGT1D 2D 3D/4D 5D
6D0I7DL+ $1K$K1V$V1a$a1l$l1w1K1KV1Va1al1lwKKKKVVKaaKllKwKXKKKXVKVXaKaXlKlXwXeK
XKeVXVeaXaelXlewerKeKrVeVraear.K.,#ou bien tape la touche F0.-Si tu cliques 1 fo
is sur5un des cadres il est misen vidence et slectionnEsi tu le cliques nouveau
Mcela annule la slection.L+ Il y a 2 sortes de clowns le clown blanc et l'Augus
te.LF Combien le cube a-t-il de faces Ecris la bonne rponse.P(xx faces8Combien l
e cube a-t-il Dd'artes PTxx artesL+ Voil celui qui provoque les5rires le clown.
LF lelrwVoici la prochaine ville ole cirque donnera unereprsentation. Clique le
noeud de cette (ville sur le quadrillage.-6A6BH6CU6Db6En6F6G5R43h2s1w1 Paris (B,
5)w1 Bordeaux (A,3)w1 Lyon (E,4)w1 Marseille (D,2)L+ L'Auguste est celui qui il
6arrive toutes les Fcatastrophes !LK 'LLCoVoici un carr ABCD.$Clique le nom des
polygones0obtenus.LRe La ligne AC partage le carren 2 polygones.LRe La ligne BD
partage le carren 2 polygones.LRe Les lignes AC et BD partagentle carr en 4 poly
gones.LRe La ligne IJ partage le carren 2 polygones.LRe La ligne KL partage le c
arren 2 polygones.LRe Les lignes IJ et KL partagembien le carr a-t-il d'axes de
symtrie Ecris la bonne rponse.8x axesL+ Le clown blanc zestintelligentet lgant.
Son costume paillet scintille sous laXlumire.LP Quelle est la droite quicorrespo
nd l'axe de symtrie du cercle A,BouCx Ecris la bonnew,rponse.wrponse L+ Les ac
robates se sont placssymtriquement pour effectuerLleur numro.ntle carr en 4 poly
gones.L &&ADB DD CL &&ADB DD CL &&&ADB DD CL &((&ADB,I,J DD CL &ADBKDL DD CL &((
&ADB,IKDL,J DD C4 j j)jtriangles*carrs LJ 5mWmFmFlFnF FF37UZ'5'5'5'5KKKKVoici un
rectangle.Quels sont ses axes desymtrie Clique les bonnes rponses et!valide par
OK.*G*DB*AB*GH*DC/Ap/BAADAEFABCAACBEqBFTDpTCZHrYX*Utilise le curseur pour(cliqu
er un des points$4du quadrillage.L+ LrectanglesL+ Ce soir a lieu la premirereprs
entation. Le cirque estpresque comble. Pourtant, quelques places sont encore#in
occupes. Lesquelles L+ Clique les couples encadrsqui correspondent aux placeslib
res.G (GOn+(+GO+n(EGT1A 2A 3A/4A 5A 6A0I7AG (GOn+(+GO+n(EGT1B 2B 3B/
4B 5B 6B Pe cube est un solide limitpar 6 carrs. Les faces sont donc les mm
e s,Voici le dveloppement du8cube ou le patron L+ Voici un cercle de centre O. A
B est le diamtre du cercle .HLe diamtre du cercle estTl'axe de symtrie du cercle
.L'axe de symtrie est doncltoute droite passant parxle centre O du cercle.q6 48P
Tl$4$8P$Tl$DB!ABXXXXY XXXXXXXX XXXXXXXZY XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
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XXXXXXX XXXXXXXXY XXXXXXXX XXXXXXXXXGHYDCAD!EFBCYACUf4s"Tape une touche pour con
tinuer.5'/wr")K#zZn e 4M &&&&&&&&&&&&551+' XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX
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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(+((((((
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$ccc9Sccc.Sci'AU$cccUccccccA$cOcB$cv)FDA$C%Dc0F"cEEcF FFcH Dc DHcGcpG DcrJI H cJ
cpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$ccazcp pc8c%%cp%cUcfccc p$$Uci&DGP$Q$R$S$U$c Bc B
cABL+ IccEc DcHcCcKcLcPMc !Ncc "Ncc #Ncc $Ncc %Ncc &Ncc 'Ncc (Nc FcBcN
cM9c"CcEcLcccAcAc IccEc DcHcCcKcLcPMc Ncc Ncc Ncc Ncc Ncc Ncc Ncc Ncc
Nc FcBcNcM9 CcOcG un cG deux cG troiscGquatrecG CcOcG0cG1cG2cG3cG4cG5cG6cG7c
G8cG9c1cc ccc.GOcCCcHOOcO$ c Occc ccc.GOc&D'O$Nc Bc BcABL+Y 9 Icc ) cinq cG six
cG sept cG huit cG neuf ccc ccc.GOcCCc8HOOcO$c Occc ccc.GOc&D'O$Nc Bc BcABL+a 9
IccEc DcHcCcKcLc *DcH cCcKcLcPMc +c -c .c /c 0c 1c 2c 3c 4c 5 ,2FcBcM9 Cc3CCc'
PMcccccc Bc Bc'4PMcccc Bc BcABL+V 9cccccPMc4cSc ccc8 cccc4cSc ccc6 cccc4cSc ccc2
cccc4cSc ccc4 cccc4cSc ccc3 cccc4cSc ccc7 cccc4cSc ccc9 cccc4cSc ccc5 cc P Icc
7 8DcHcCcKcLcK!FcBcCCcnU+ Bc+ Bc+ Bc+ BcABL+1ccc ccccc1ccccccrccnTCP/QF(,(To7 7
-- 2 -- 8 -- 5 -- 6 -- 3 -- 9 -- 1 --L+ Maintenant ce sont des lapins qui sorte
nt du chapeau.Mais combien y en a-t-il Un, deux, trois, quatre...LS Le nombre
s'crit de diffrentes faons. Cliqueles 3 bonnes rponses.1 clique valide,$2,R d d
ddwYdd! d t(!!!!!!!!x-Dcr nwa%(%%''%%%%&SV**$-*'",*'K##WAL*+++++B%+(+& cliques
annule.L -4Za6+23+3i5+38+04+3L -4Za3+34+2i5+32+35+1L -4Za0+10+2i1+12+01+2L -4Za2
+20+4i3+11+44+2L -4Za2+22+1i3+01&&)(,&'W((&yKEFIIP("&#(((#)9KOOOOOPOOOROOPOnB(((
('2,,,,-wyCCEDECNyW-1ngON$OOOOOOOOO$$$%$$$$$$55+55+/Y(+1+1 1+3L -4Za0+71+6i4+45
+23+2L -4Za8+26+3i5+44+39+0L -4Za4+15+1i3+25+04+2L+ La prestidigitation a toujou
rs impressionn les enfants.Ils attendent ce numro avec#un peu d'apprhension.LU C
omplte les opr(PUUSUERrYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise
le curseur pourrordonner la liste.4Valide avec l'icone O.K. ou avec la touche F
0.rYX*Tape ta rponse l'aide(du clavier, puis valide4avec les touches ENTER8ou R
ETURN.rYX*Clique le(s) triangle(s) etvalide avec O.K. ou avec la(toucheationssui
vantes.Fais tourner le tourniquet et$valide par OK. r£ 7 5 +r£ 8 4 +r£ 9 7 +r
£ 5 3 +r£ 6 6 +r£ 7 3 +r£ 3 2 +r£ 4 3 +L+ Voici 2 clowns qui se lancent sur
la piste. Oh ! Comme l'u nest grand et l'autre petit F0 lorsque la 4bonne r
ponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi (a
vec les flches, puis4valide en cliquant O.K.ou avec la touche F0.L+ Du chapeau d
u prestidigitateur s'envolent 4 oiseaux.LGv Remplace le nombre crit enchiffres
par son quivalent en lettres. Fais tourner le$tourniquet et valide par OK. 4 --
7 P!Naturellement il est perch8%sur des chasses.L $$$Lequel est le plus grand C
lique le bon signe.Ex 3 ... 2 L 5 ... 7L bKL 3 ... 6L 4 ... 9L 8 ... 5L 6 ... 7
L 2 ... 8L 7 ... 5L 9 ... 2L 5 ... 0L(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)H,%,,,,KSUC,U dec su 1 ... 8L+ L'habit du clown s'appelle un sac. Il
ne faut surtout pas oublier son nez rouge !LP 43BD4nB4B4BCombien de chiffres fa
ut-ilpour crire tous les nombresClique la bonne rponse.89S8108208100L+ L+ Les ch
iffres s'crivent enlettres I1 unI#2 deuxI/3 troisI4 quatreIG5 cinqIS6 sixI
7 septIk8 huitIw9 neuf"Tape une touche pour continuer.*'J'Lw)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( O"""""""""""""O'$"""""""""""""$'(( (((((((xyx((x(y((y(z((y(z((y(z((y(z(L+ Un
nombre peut s'crire de(plusieurs faons.8Par exemple H2 s'crit 1+1 ou 2+0T3 s'cr
it 1+2 ou 1+1+1 ou 3+T0L+ 7 5 + ,On peut dire aussi que manque-t-il au chiffre
5Hpour avoir 7 TIl manque 2.Donc 7 5 + 2.L+ Plus petit s'crit . Plus grand s'c
rit .0Exemples 9 61 9(P0123456789(d9876543210L+ Les dix premiers chiffres s!(
c)Copyright M.D.O. 1991 - version 1.1I!9 7CPccc c cCPccc"c cCPcccc crLc+cccPc c
c c c cdLc+cccPc c c ont #0, 1, 2, 3, 4, 5, 6, 7, 8, #9./Ces chiffres permetten
td'crire tous les nombres.KExemple Wpour crire le nombre 24 oncutilise le chiffr
e 2 et leochiffre 4.rYX*Utilise le curseur pourcliquer tes choix.Lorsque cela es
t fait,valide avec l'icone 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 M
cela annule la slec c c g!! 6cC$DcE D D cB$D%c cX$cMA1INTROc6B$D%c cX E$c$cc)c c
c%cPcMA1INTROc&%ccc5%ction.Uf4s"Tape une touche pour continuer.*'J'Lw)88(8(+))8
(-))8()9))*8())))88()),8())+88())+8())*88())+8()),8()))8)8()))*8(-)8)8(8+8))8(99
8(8(8(8(0( O"""""""""""""O'$"""""""""""""$'(( (((((((xyx((x(y((y PcccA$cOcB$cv)
FDA$C%Dc0F"cEEcF FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$cczcp
pc8c%%cp%cUcfccc p$$13cc Vc1c01cc Vc14c14cc aVc17c17cc bVc10c10cc cVc2c02cc dVc1
0c10c9FcBcWcM9 Ccf CCc"VccccW 3W$W$Wc Bc BcABL+f Icc"CcEcLcccAcAc IccEc DcH cCc
KcLcPMc ANcc CNcc DNcc ENcc FNcc GNcc HNcc INcc JNcc KNc BFcBcNcM9 CcO
cG0cG1cG2cG3cGcEc e fDcH cCcKcLc.cPMc- gcjc ccc20.c oCcc- gcjc ccc17.c pCcc- gcj
c ccc12.c qCcc- gcjc ccc13.c rCcc- gcjc ccc11.c sCcc- hcjc ccc19.c tCcc- hcjc cc
c16.c uCcc- hcjc ccc14.c vCcc- h4cG5cG6cG7cG8cG9ccc ccc.GOcCCcHOOcO$ c Occc ccc.
GOc&D'O$Nc Bc BcABL+Y 9 Icc L MDcH cCcKcLc)PMcdix-cjc ccc12.c wCcc- hcjc ccc11.c
xCc2FcBcM9 CcMCCcl&'C$c Bc Bc&'C$c Bc Bc&'C$c Bc BcABL+i 9 I ccEc DcDcHcsept c
Ncdix-neuf c Ocdouze c Pconze c Qcquatorze c Rcseize c Scquinze c T
ctreize c Ucdix-huit c Vcvingt c WMFcBcM9 Ccccc ccc.cCCc Y%'M$c Bc Bc%,PMcc
Bc Bc%0PMccCcKcLc acqcccPMc i Nck12ck11ck 9ck10ccVcccc i Nck19ck16ck15ck11ccVcc
cc i Nck12ck14ck10ck13ccVcccc i Nck16ck18ck19ck17cc Bc Bc%,PMcc Bc Bc%,PMcc Bc B
cABL+ IccEc X YDcH cCcKcLcPMc ZVc6c06cc Vc8c08cc Vc10c10cc Vc13c PcVcccc i Nck1
2ck14ck18ck16ccVcccc i Nck20ck17ck10ck19ccVcccFcPcQcRcScEcFcGcHcccccM9 CcCCcBcOh
RE$cAeTcaccc cEcP$c ccc.kcPc Ecc Fcc Gcc HcScc%DW$$V$$c Bc BcABL+1ccc ccccc1cccc
ccccnTCP0QD((c9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cc ccc.kccRcGS$c9cc ccc.kccScPn
hRF$cAeTcqccc cFcP$c9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cddddwdddt(!!!!!!!!-r/ wa
%9(a%%''%%C%h%&E S Vs1 NV**8$-*'",(*R'yKb##&e"aWAL *J+u++++B%+c ccc.kccRcGS$c
9cc ccc.kccScOhRG$cAeTcccc cGcP$c9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cc ccc.kccRc
GS$c9cc ccc.kccScOhRH$c(+&&&)(,&'!)W ((&yKEFIIP("&#(((#)9KOOOOOPOOOROOPOnB(((('2
,,,,-wyCCEDECNyW-1ngON$OOOOOOOOO$$$%$$$$$$55+55+/AeTcccc cHcP$c9cac ccc.kccPcQ$c
9cqc ccc.kccQcR$c9cc ccc.kccRcGS$c9cc ccc.kccScaP$cecaccc clcc ccc.kcPc Ecc Fcc
Gcc HcY((PUUSUERrYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise le cu
rseur pourrordonner 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(s) triangle(s) etvalide avec O.K. ou avec laPccnaQ$cecqccc clcc cc
c.kcPc Ecc Fcc Gcc HcQccaR$cecccc clcc ccc.kcPc Ecc Fcc Gcc HcRccSS$cecccc clc
P(touche F0 lorsque la 4bonne rponse apparat dansle cadre.rYX*Tape tes rponse
s l'aidedu clavier dplace-toi (avec les flches, puis4valide en cliquant O.K.ou
avec la touche F0.L+ L+ As-tu dj vu 13 ours faisant du trapze, boxant ouconduis
ant une motocyclette LLp Complte les galits.Fais tourner le tourniquetpuis valid
e par OK.L£ &6 + g12 10 + L£ D15 + 5L+ Voici la parade des animaux avant
l'lphant, dfile lagirafe. Mais qui vient aprs N'est-ce pas le chimpanz LRh Cliq
ue la bonne rponse.Trouve le nombre qui vientLjr 0avant Ljr .aprs Lz Eb+ 19n 18
17Lz Eb+ 18n 15 16Lz 10 L£ &5 + g 10L£ &3 + g 10L£ g+ v2 10L£ g+ v8 10L£ &
1 + g 10L£ &4 + g 10L£ &7 + g 10L£ &8 + g 10L£ 10 + h 10L+ Tiens ! Voil l'illusi
onniste.Mais que sort-il de sa mancheUn, deux, trois... dix-huEb+ 13n 11 14Lz E
b+ 15n 14 12Lz Eb+ 12n 10 16Lz Eb+ 18n 20 17Lz Eb+ 17n 15 14Lz Eb+ 13n 12 15
Lz Eb+ 11n 13 19Lz Eb+ 12n 10 13L+ LesitVfoulards.LW Sais-tu reconnatre lenomb
re Clique la bonne rponse.Lw 1 f 11E16r171213Lw 1 f 10E12r141719Lw 1 f
14E18r121610Lw 1 f 10E16r141113Lw 1 f musiciens de l'orchestredfilent
du plus petit auMplus grand. LI QRange cette srie de nombresen ordre croissant.L
-08x8L 12 11(#9 310L 19 16 #15 311L 12 14 #10 313L 16 18 #19 317L 12 14
#18 316L 20 17 #10 319L+ 17E14r181912Lw 1 f 12E14r161315Lw 1 f 19E16r
131512Lw 1 f 10E13r141816Lw 1 f 11E14r101618Lw 1 f 20EUn nombre peut
s'crire de(plusieurs faons.6Exemple D8 s'crit 4 + 4Pou 7 + 1ou 8 + 0 hetc...L+
A partir de 10 on compte 10911m1213dix onze douze treize&'14i'15'16/quatorz
e quinze seize(17q1819Cdix-sept dix-huit dix-neufO20WvingtdDans tous ces nom
bres le lpremier chiffre (icil,l1 et 2)treprsente la dizaine.L+ 18r171915L+ Pend
ant ce temps, nos deuxclowns jouent la balanoire.LLp Complte les galits.Ecris t
a rponse.L£ F16 10 + L£ D10 + 18L£ D19 + 9L£ c 10 + 3 L£ F11 10 +
L£ Xk10 + 4 L£ C10 + 7 L£ D10 + 20 L£ P!10 + 2 12-10 + 9 199Ces oprati
ons s'appellentEdes galits.U signifie le signe gal.L+ Il faut que tu apprennes p
arcoeur la suite des nombres.Tu devrais aller voir dans &ta documentation le tab
leau2des nombres de 1 100.Pour savoir par exemple quelJest le nombre avant ou a
prsV19, tu cherches le nombre 19bsur le tableau Pn18 - 19 - 20EvavantvaprsL+ R
anger les nombres en o0(c)Copyright M.D.O. 1991 - version 1.1I05 gOP cvc.ccc&c4O
P c.cc0 ccycOP ccccccLc+cccP c c c c c c bcdLc+crdrecroissant signifie les range
r$du plus petit au plus grand.4Exemple D12 D6 plus petit P18xP12Tdonne(6x14 h
14xh18 plus grandrYX*Utilise le curseur pourcliquer tes choix.Lorsque cela est f
ait,valide avec l'icone O.K.,#ou bien tape la touche F0.-Si tu cliques 1 fois su
r5un des cadres il est misen vidence et slectionnEsi tu le cliques nouveau Mcel
a annule la slection.UfccPc c c c c c b 6cY 9 cc b DcHcCcKcLc'PMccc ccc64 ccc cc
c66 ccc ccc60 ccc ccc72 ccc ccc79 ccc ccc71 ccc ccc98 ccc ccc70 24s"Tape une tou
che 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(FcBcM9 CcCCc.l8PMccccc Bc Bcll0PMccc Bc BclllAlBlL+lccEc b DcH cCcKcLcV
cPMc 10cc Vc65cc Vc72cc VJJ(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( ((((((((((((()))) **% Ed
ec suMA1CH1D TOTxMA1CH1E TOT£MA1CH1E TOTDESCMA1 ADIc60cc 20cc 40cc 30cc Vc60cc 1
0cc 20c9FcBcWcM9 CcCCcVccccW '$Wc Bc BclllAlBlL+lfccEc b DcH cCcKcLc.cPMc- g"Tap
e une touche pour continuer.wO)88(8(+))8(-))8()9))*8())))88()),8())+88())+8())*8
8())+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( Pcjc ccc60.c Ccc- gcjc ccc38.c Ccc- gcjc ccc49.c Ccc- gcj
c ccc62.c Ccc- gcjc ccc79.c Ccc- hcjc ccc79.c Ccc- hcjc ccc59.c Ccc- hcjc ccc89.
c Ccc- hcjc ccc48.c Ccc- hcjc ccc31.c Cc2cc4cc+bC$DcE D D cB$D%c bc,$cMA1INTROc6
B$D%c bc,b"E$c$cc)c c c%cPcMA1INTROc&%ccc5%ccFcBcM9 CcCCc0 Z&'C$c Bc Bcl&'C$c Bc
Bcl&'C$c Bc Bcl&'C$c Bc BclllAlBlL+lY 9cc b DcH cCcKcLc PMc VccA$cscB$cJTYDA$C
%DcF"cEEc FFcH Dc DHcGcpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$cczcp pc8c%%c
p%cUcfccc p$$c"CcEcLcc Vcc Vcc Vcc Vcc Vcc Vcc Vcc Vcc Vc2FcBcM9 CcCCcn
4PMcccc Bc Bcln ,PMcc Bc Bcln 4PMcccc Bc BclllAlccAcAcnTCP5QD((ddddwdddt(!!!!!!
!!-r/ wa%(%%''%%%%&SV**$-*'",*'K##BlL+lccEc b DcHcCcKcLcPMc 5c05cc 2c02cc 10c10c
c 3c03cc 1c01cc 2c02c9FcBcWcM9 CcCCcy W 3W$W$Wc Bc BclllAWAL*+++++B%+(+&&&)(,&'W
((&y7KE%bFII P ("&+#N(v((#) 9K KOjOOOWOPOOODROOPO4nB((4(('2,,5,a,-wyCCEHDECNby
W-k21cngON$OlBlL+lp 9ccEc b DcHc99c10cCcKcLc2FcBcWcacQCCceW a %D/$W$ac Bc Bclll
AlBlL+l1ccc cccccb1cccc POOOOOOOO$$$%$$$$$$55+55+/Y((PUUSUERrYX *Utilise le cur
seur pour,cliquer ton choix.rYX*Utilise le curseur pourrordonner la liste.4Valid
e avec l'icone O.K. ou avec la touche F0.rYX*Tape ta rponse l'aide(du clavier,
puis valide4avec les touches ENTER8ou RETURLRh Clique la bonne rponse.Trouve le
nombre qui vientLz 3Fk 49R 61 58 59Lz 3Fk 35R 39 37 36Lz 3Fk 47R 50 51 48Lz 3Fk
51R 61 63 60Lz 3Fk 80R 68 77 78Lz 3FkN.rYX*Clique le(s) triangle(s) etvalide ave
c 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, puis4valide en
cliquant O.K.ou avec la touche F0.L+ Ljr 0avant Ljr .aprs k ! !!+"L+ 90R 78 80
68Lz 3Fk 58R 70 60 61Lz 3Fk 87 M 100 88 90Lz 3Fk 47R 49 59 50Lz 3Fk 30R 33 32
42L+ +Les fauves les plusredoutables sont la panthrenoire, le jaguar et le puma.
LP Clique le bon signe.ExeQuel courageux dresseur !Le voil qui glisse sa ttesous
l'norme patte deHl'lphant !LTv Sais-tu crire en lettres lenombre Clique la
bonne rponse.L ,soixante-quatre4 soixante-quatorzeL ,soixante-seizeD soixant
e-sixL ,Xsoixante T cinquanteL ,soixante-douzeD soixante-deuxL ,Gsoixmple
2 3. +740+8I48 +760+5I75 +790+3I83 +769+2I71 +780+15 95 +77660+S6 +774 60
+S14 +772 64+10 +799 90+10 +787 70+18L+ Quelle audace ! Dans la gueulelarg
ementante-neuf4 soixante-dix-neufL ,soixante et un8 soixante et onzeL ,'quat
re-vingt-dix-huit4 quatre-vingt-dixL ,Fsoixante-dixY soixante L+ Dans la cage
aux fauves ledompteur fait claquer son fouet dans un mme mouvementles lions se
dressent sur#leurs pattes de derrire.LZu Complte ces galits.Ecris ta rponse.L F6
0 ouverte du lion,le dompteur glisse sa tte !LP Voici une liste de nombres.Ecri
s le nombre que l'on aajout chaque fois.0BOn a ajout Lz 35 - 40 - 45 - 50 - 55
- 60Lz 70 - 72 - 74 - 76 - 78 - 80Lz 65 - 75 - 85 - 95 - 105 - 115Lz 86 - 89 - 9
2 - 95 - 98 - 101Lz 96 - 97 - 98 - 99 - 100 - 101+ 70L F60 + 5 L F60 + 12 L
+ 19 79L F10 + 30L F30 + 70L F50 + 80L + 16 76L F90 + 100L 40
+ 10 + + 3 73L+ Hop ! Le fouet claque nouveau. Tigres, lions, panthres et
pumas sautentd'un tabouret l'autre. PLz 19 - 21 - 23 - 25 - 27 - 29L+ A la fin
de leur numro lesanimaux saluent le public.LE Quel est le plus grand nombrede 2
chiffres 0Quel est le plus petit nombr0ede 2 chiffres L+ Les nombres peuvent s'
crire en chiffres et en lettres.10 dix20 vingt&30 trente.40 quarante650 cin
quante60 soixanteF65 soixante-cinqN70 soixante-dixV79 so(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)H88(8(+))8(-))8()9))*8())))88ixante-dix-neuf80 q
uatre-vingtsf90 quatre-vingt-dixn95 quatre-vingt-quinzev100 centL+ Pour compl
ter les galitsil suffit de compter lesdizaines et les units. Exemple ,* 20 + 5
08A 2 dizaines il manque 3dizaines pour en avoir 5.P* 70 + 12 7 + 1 dizaines 8
dizainesd0 + 2 units 2 units.pDonc 70 + 12 82L+ Il te faut apprendre parcoeur
la suite des nombres(de 1 100.8Pour ce()),8())+88())+8())*88())+8()),8()))8)8(
)))*8(-)8)8(8+8))8(998(8(8(8(0( (I(((J) (I(H(H(H)H( ((((((((((((()))) **% Edec s
u(((((()()((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())))88la va consulte
r taDdocumentation.PExemple 873 - 74 - 75(havanthaprsL+ Pour comparer une so
mme un nombre il faut calculerla somme et la comparer aunombre.&Exemple 230 + 4
3430 + 4 34FDonc 34 34V90 + 1 9690 + 1 91jJe compare les 2 nom
bres v91 96L+ Lorsque tu comptes 1, 2, 3, 4tu obtiens le nombre suivanten ajo
utant 1.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)H88(8(+))8(-))8()9))*8()
)))88(4 + 1 5 5 + 1 6#10 + 1 11 11 + 1 12/- Tu peux ainsi compter de 72
en 2, en ajoutant 2 chaque fois.K- Tu peux aussi compter deS3 en 3, tu ajoutes
3 chaque fois.g- Tu peux compter de 10 en 1g0oen ajoutant 10 chaque wfois(10-2
0-30-40-50-60...w).L+ Tous les nombres s'crivent au moyen de 10 chiffres.(Ce son
t (60-1-2-3-4-5-6-7-8-9F36 nombre de 2 chiffres.R224 nombre de 3 chiffres.d(c)
Copyright M.D.O. 1991 - version 1.1Id8 7CPccQcc cCPcccccbCPccccecrLc+cccPc c c c
c !cdLc+cccPc c c 7318 nombre de 4 chiffres.rYX*Utilise le curseur pourclique
r tes choix.Lorsque cela est fait,valide avec l'icone O.K.,#ou bien tape la touc
he F0.-Si tu cliques 1 fois sur5un des cadres il est misen vidence et slectionnE
si tu le cliques nouveau Mcela annule la slection.Uf4s"Tape une touche pour con
tinuer.ww)(( (((((((xyx((x(y((y(z( Pc c c Fy 6c1ccc ccccc1ccccccccQccEc DcH cC
cKcLcPMc c c c c c c c c c 2FcBcM9 CcCCcZ&,PM80c9cG80cG80c 9c JFcBcWca
ccM9 CcCCcfW a %DqWa$W$aG$aG$a $ $ c Bc BcABL+Y 9Qcc DcHcCcKcc Bc Bc&0PMccc B
c Bc&4PMcccc Bc Bc&(PMc Bc BcABL+QccEc DcHcCcKcLcVcPMc 100cVcc Vc300ccLceTPMccs
c ccc162 ccsc ccc174 ccsc ccc164 ccsc ccc198 ccsc ccc194 ccsc ccc179 ccsc ccc184
ccsc ccc108 ccsc ccc169 2FcBcM9 CcCCcV4PMcccc Bc BcV8PMc 100cc 200cc 100cVcc 30
0cc 400cc Vc100cc 200cVc9FcBcWcM9 CcCCcVccccW +W$Wc Bc BcABL+a 9QccEc DcH cCc
Kcccccc Bc BcABL+a 9QccEc DcHcCcKcLc PMc3cyc ccc10010c0ccc4cyc ccc10610c6c6cc4c
yc ccc11911c9c9cc4cyc ccc17617c6c6cc4Lc1 zzczcPMcbcc ccc119100c10c9cG10cG10c 9cc
cc ccc104100cc4cG0cG00c 4ccbcc ccc169100c60c9cG60cG60c 9ccbcc ccc198100c90c8cG90
cG90c 8ccbcc ccc188100c80ccyc ccc19419c4c4cc4cyc ccc18818c8c8cc3cyc ccc15015c0cc
c4cyc ccc19919c9c9cc4cyc ccc16316c3c3cCFcBcWcacM9 CcCCcbW a %DAWa$W$a$a c Bc Bc
8cG80cG80c 8ccbcc ccc174100c70c4cG70cG70c 4ccbcc ccc164100c60c4cG60cG60c 4ccbcc
ccc129100c20c9cG20cG20c 9ccacc ccc150100c50c0cG50cG50c ccbcc ccc189100c P
ABL+C$DcE D D cB$D%c c$cMA1INTROc6B$D%c c E$c$cc)c c c%cPcMA1INTROc&%ccc5X*U
tilise le curseur pourcliquer tes choix.'Lorsque cela est fait,3valide avec l'ic
one 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 l'aide(du cl
avier, puis valide4avec les touches ENTER8ou RETURN.rYX*Clique le(s) triangle(s)
etvalide avec O.K. ou %cccA$cOcB$c)NDA$C%Dc0F"cEEcN FFcH Dc DHcGcpG DcrJI H cJc
pJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$cczcp pc8c%%cp%cUcfccc p$avec la(touche F0 lorsque
la 4bonne 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+ Tous les grands cirques ont leur mnagerie. Les animaux s'y comptent par c
entaines.LLm Pour trouver 100 quel nombredois-tu ajouter Clique la bonne rponse.
L 3Fk$c"CcEcLcccAcAcL2T2DB D((ddddwdddt(!!!!!!!!-r wa%(%%''%%%%&SV**$-*'",*' 10V
1 9 2Lv O100 99 +L 3Fk 20R 30 40 10L 3Fk 10R 20 50 30L 3Fk 10R 50 30 40L 3Fk
10V 0 20 30L 3Fk 70R 40 80 60L 3FkKNL*+++++t%+-+&&&)(,&'kW(( yKEFIIP("&#(((#)9
KOOOOOPOOOROOPOnt(((('2,,,,-wyCCEDECN 70R 90 40 80L 3Fk 80R 60 30 70L 3Fk 60R 30
70 50L 3Fk 20R 30 10 40Lv O100 60 +Lv O100 50 +Lv O100 70 +Lv L100 100 +Lv
O100 20 +Lv O100 10 +LvyV-1ogON$C O O O0OOOOlOO$$ $' %L $p $ $ $ $$5M5+55+B/qb
L((6PU8UESUE2R /UAJo)aVUUiSOWLL*//////EEEEEEEEi-rYX *Utilise le curseur pour,cli
quer ton choix.rY !P!!!!!!!!! O100 30 +Lv O100 40 +Lv O100 80 +L+ &Plusieurs
dizaines de visiteurs se pressent autourdes cages pour assister aux-repas des a
nimaux.LZu Complte ces galits.Ecris ta rponse.L 100 + 200L 300 + 600L
&100 + 200 + 400L &300 + 100 + 600L 800 +cciioouuKQQWWcciioouuKQ!QW!W!
c!ci!io!ou!u!!!K!Q&Q!W&W!&!c&c!i&i!o&o!u&u!&!&!&K&Q+Q&W+W&+&c+c&i+i&o+o&u+u&+&+&
+K+Q0Q+W0W+0+c0c+i0i+o0o+u0u+0+0 900L &100 + 300 + 700L &400 + 100 +
900L 100 + 300L .50 + 20 + 30 LA En dcomposant le nombre 124en centain
esh, dizaineset units, on obtient 100 + 20 + 4.$Fais la mme chose avec le,nombre
suivant en crivant3dans les tiquettes L+ Les enfants peuvent donnerdes carot+0K
0Q5Q0W5W050c5c0i5i0o5o0u5u050505K5QQ5WW55cc5ii5oo5uu555AVoici une centaine de cu
besIou 10 dizaines de cubes.Q1 centaine 10 dizaines.Pour faire l'exercice ilesu
ffit de complter la somme mpour arriver 10 dizaines.L+ Il faut savoir compter d
e100 en 100. 100-200-300-400-500-600-700- 800-900-1000,Etes aux girafes.L£ 7SxL+
On peut aussi admirer unhippopotame aux machoires0impressionnantes.LKm Comment
cris-tu ce nombre en lettres Clique la bonne rponse.L ,)cent soixante-douze. c
ent soixante-deuxL ,)cent soixante-quatre# cent soixante-quatorzeL ,#cent so
ixante-quatorze+ cent soixante-quatreL xemple 8300 + 200 + 700D3 + 2 centaine
s 5 centaineDsPIl faut ajouter 2 centainesou 200 pour avoir 7 centaineshou 700.
tDonc 300 + 200 + 200 700.L+ M%M//%r%rPour dcomposer les nombres en centaines,
dizaines etunits, tu utilises le tableau suivant S'ce'dx'uT21g25y26AAttention K1
72 se prononce cent soixantKeSdouze 8100 + 60 + 12jmais s'crit 8u ,cent quatre-v
ingt-huit cent quatre-vingt-dix-huitL ,cent quatre-vingt-quatorze cent quatre-
vingt-quatreL ,-cent soixante-neuf cent soixante-dix-neufL ,cent quatre-vin
gt-quatre. cent quarante-huitL ,Tcent huit6 cent quatre-vingtL ,1cent soixan
te-neuf# cent quatre-vingt-sixL+ Et ce 100 + 70 + 2L+ A partir de 100 on compte
101 cent un102 cent deux 109 cent neuf,110 cent dix4111 cent onze119 cent
dix-neufH120 cent vingtP121 cent vingt et unX129 cent vingt-neufd190 cent qu
atre-vingt-dixl191 cent quatre-vingt-onzet199cent Mtquatre-tvingtt-dixt-neutfL+
N9dd9yy9N,,Une centaine 10 dizaines.IlfautDseZservirdutasinge, qu'il est drle
!Il attrape au vol toutes les cacahutes que les enfantslui lancent.LQs Dcompose
chaque nombre endizaines Netdunitsencrivantcorrectement dans le tableau.L£ G hx
TduL+ KQ QW W c ci io ou u K QQ WW cc ii oo uu KQQWW "P"""""""""bleau U"ck
"d"uU/1k/9/6Exemple 196 K1 centaine + 9 dizaines +W6 unitscOu encore 196 o19 di
zaines + 6 units.Uf4s"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. (I(c569c4$cc ccc6 cc ccc96
9c4$cc ccc12 cc ccc129c4$cc ccc8 cc ccc815c4$cc ccc31 cc ccc318c4$cc ccc3 cc c
cc653c4$cc ccc129cc ccc1292FcBcM9 CcCCcn+,PMcc Bc Bc+4PMc((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())))8
8()),8())+88())+8())*88())+8()),8()))8)8()))*8(-)8)8(8+8))8(998(8(8(8(0( )))) **
% Edec succc Bc Bc+4PMcccc Bc BcABL+a 9AccEc 0 2DcHcCcKcLc8 4acqcccPMc m 6Nck126
ck719ck832ck199ccVcccc m 7(c)Copyright M.D.O. 1991 - version 1.1IcB gCPcvccccCPc
zccccCPcFchc8cicLc+cccPc c c c c !c Hc Ic Jc KcdLc+cNck156ck590ck208ck614ccVccc
c m 8Nck703ck275ck274ck725ccVcccc m 9Nck909ck700ck790ck919ccVcccc m Nck812ck778c
k862ck706ccVcccc m Nck899ck902ckccPc c c c c c J 6cHY 9Acc " #DcHcCcKcLcFsPMc $c
%c &c 'c (c )c *c +c ,2FcBcM9 CcCCczn+0PMccc Bc Bc+4PMcccc Bc B900ck396ccVcccFc
PcQcRcScEcFcGcHcccccM9 CcCCcBcOhRE$cAeTcaccc cEcP$c9cac ccc.kccPcQ$c9cqc ccc.kcc
QcR$c9cc ccc.kccc+,PMcc Bc BcABL+Y 9Acc - .DcH cCcKcLchX /PMc4$cc ccc6 cc ccc82
6c4$cc ccc2 cc ccc728c4$cc ccc0 cc ccc230c4$cc ccc5 cc cc #P#########RcGS$c9
cc ccc.kccScPnhRF$cAeTcqccc cFcP$c9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cc ccc.kccR
cGS$c9cc ccc.kccScOhRG$cAeTcccc cGcP$ccccc Bc BcABL+j 9AecEc F GDcHc101c990cCcKc
Lc2FcBcWcacCCctW a %D/$W$ac Bc BcAB9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cc ccc.kc
cRcGS$c9cc ccc.kccScOhRH$cAeTcccc cHcP$c9cac ccc.kccPcQ$c9cqc ccc.kccQcR$c9cL+1c
cc ccc7cc31cccccccc6C$DcE D D cB$D%c c$cMA1INTROcH6B$D%c cH E$c$cc)c c c%cPcMA1I
NTROc&c ccc.kccRcGS$c9cc ccc.kccScaP$cecaccc clcc ccc.kcPc Ecc Fcc Gcc HcPccnaQ$
cecqccc clcc ccc.kcPc Ecc Fcc Gcc %ccHc5%ccHcA$cOcB$cYDA$C%DcF"cEEc FFcH Dc DHcG
cpG DcrJI H cJcpJ Gc*9 J$Ic IcJJcI%c9 GIcGGc$cczcp pc8c%%cHcQccaR$cecccc clcc cc
c.kcPc Ecc Fcc Gcc HcRccSS$cecccc clcc ccc.kcPc Ecc Fcc Gcc HcScc%DW$$Vp%cUcfccc
p$$c"CcEcLcccAcAcL2T2D#QD((ddddwdddt(!!!!!!!!-r wa%(%%''%%%%&SV*$$c Bc BcABL+Ac
cEc DcHcCcKcLcigPMc c c c Ac Bc Cc Dc E2FcBcM9 CcCCc&4PMcccc Bc Bc&4PM $P$$$$$
$$$$*$-*'",*'KNL*+++++t%+-+&&&)(,&'kW(( yKEFIIP("&#(((#)9KOOOOOPOOOROOPOnt(((('2
,,,,0+0+0K0Q5Q0W5W050c5c0i5i0o5o0u5u050505K5QQ5WW55cc5ii5oo5uu555AVoici une cent
aine de cubesIou 10 dizaines de cubes.Q1 centaine 10 dizaines.Pour faire l'exer
cice ilesuffit de complter la somme mpour arriver 10 dizaines.L+ Il faut savoir
compter de100 en 100. 100-200-300-400-500-600-700- 800-wyCCEDECNyV-1ogON$OOOOOO
OOO$$$%$$$$$$55+55+/L((PUUSUER/U ABJo)$wa6VGUUiZS3oOWLL*a/////L/EE.EsEEEBEEYi -!
w"rYX *Utilise le curseur pour-900-1000,Exemple 8300 + 200 + 700D3 + 2 centain
es 5 centaineDsPIl faut ajouter 2 centainesou 200 pour avoir 7 centaineshou 700
.tDonc 300 + 200 + 200 700.L+ M%M//%r%rPour dcomposer les nombres en centaines,
dizaines etunits, tu utilises le tableau suivant S'ce'dx'uT21g25y26AAttention K
172 se prononce cent soixantKeSdouze 8100 + 60 + 12jmais,cliquer ton choix.rYX*U
tilise le curseur pourcliquer tes choix.'Lorsque cela est fait,3valide avec l'ic
one 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 l'aide(du cl
avier, puis valide4avec les touches ENTER8ou RETURN.rYX*Cliqu s'crit 8u100 + 70
+ 2L+ A partir de 100 on compte 101 cent un102 cent deux 109 cent neuf,110 c
ent dix4111 cent onze119 cent dix-neufH120 cent vingtP121 cent vingt et unX1
29 cent vingt-neufd190 cent quatre-vingt-dixl191 cent quatre-vingt-onzet199ce
nt Mtquatre-tvingtt-dixt-neutfL+ N9dd9yy9N,,Une centaine 10 dizaines.IlfautDseZ
sere le(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bo
nne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-t
oi (avec les flches, puis4valide en cliquant O.K.ou avec la touche F0.L+ L+ KQ Q
W W c ci io ou u K QQ WW cc ii oo uu Kvirdutableau U"ck"d"uU/1k/9/6Exemple
196 K1 centaine + 9 dizaines +W6 unitscOu encore 196 o19 dizaines + 6 units.L+
Sur les gradins, des milliersde spectateurs retiennent leur souffle quand letra
pziste excute un double8#saut prilleux !LY Deux .cents s'critenchiffres200.Comme
nt cris-tu en chiffresle nombre suivant (Clique la bonne QQWWcciioouuKQQWWcciioo
uuKQ!QW!W!c!ci!io!ou!u!!!K!Q&Q!W&W!&!c&c!i&i!o&o!u&u!&!&!&K&Q+Q&W+W&+&c+c&i+i&o+
o&u+u&+&+&+K+Q0Q+W0W+0+c0c+i0i+o0o+u0u+ %P%%%%%%%%%rponse.L " L deux cent quat
re-vingt-six,268k286296L " L deux cent quarante-neuf,249k289209L " L six cent
soixante-douze,772k612672L " L sept cent trois,700k703730L " L cinq cent quar
ante-six,546k540506L " L 347 350e349L )e188,195 200e198L+ )Sous la lumire des
projecteurs, une voltigeusese lance dans le vide...Ouf !(Son Fpartenairela rat
trape,#par les poignets.LZ Quel est le plus petit nombrede 3 chiffres contenant
unseul 0 8rponse %Quel est le plus grand nombr%e-de 3 chiffres contenant un5seul
0 8rponse L+ IrrIneuf cent huit,900k908906L " L Chuit cent huit,800k818808L "
L sept cent quatre-vingt-quinze,780k795715L " L Hsix cent dix,610k600110L+ A p
lus d'une centaine demtres au-dessus du sol, lesacrobates excutent des(dizaines
de figures K#prilleuses.LY Dans le nombre 425,4 rffhfhTu connais la suite des no
mbres de 200 1000.Lis bien le nombre qui t'estpropos puis place-le dans$le tabl
eau.0Ex sept cent quatre-vingt-deuxB782L7 reprsente 7 centaines.T8 reprsente 8
dizaines.2 reprsente 2 units.Uictid uVt7 8t2L+ T'T22j'j'Dispose bien tes chi
ffresdans la bonne colonne.Exemple )cr)d)u58t5652EQue reeprsente les centaines c
2 reprsente les dizaines d5 reprsente les units u.$Que reprsente le chiffre ,dan
s le nombre 4Clique la bonne rponse. L "L4crduL+ Les trapzistes font frmir
les spectateurs admiratifs.LI QRange cette srie de nombresen ordre croissant.L
-08x8L prsente le chiffre 6Qdans 862 Regarde dans le tableau j6 reprsente le ch
iffre desvdizaines.L+ *Ranger les nombres en ordre6croissant c'est ranger lesBno
mbres du plus petit au pluBsNgrand.L+ zEzRUzbz"148(134 156130(Tu dois choisir u
n nombre qu(i0est compris entre 134 et 1568c'est--dire 148.H405(P627 P 700X638f6
38 est 126 719 #832 3199L 156 590 #208 3614L 703 275 #274 3725L 909 700 #790
3919L 812 778 #862 3706L 899 902 #900 3396L+ Les funambules qui parcourentdes
distances de 500 800 msur un fil dfient les loisAde l'quilibre.LQ Trouve le no
mbre qui manquequi est plus grand que lepremier nombre et plus compris entre 627
etn700.Uf4s"Tape une touche pour continuer.ww)(( (((((((xyx((x(y((y(z((y(z((y(z
((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*
K((H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+(
(((((((((((()()((K((L((L((M((J(I((Kpetitque le second.$Clique la bonne rponse.L
)e188,186 189e184L )e149,148 159e146L )e506,499 509e497L )e296,297 301e300L
)e532,529 536e527L )e909,899 908e904L )e346, &P&&&&&&&&&(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( )))) **% Edec su((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((L
((M((J(I((Kcompris entre 627 etn700.Uf4s"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. (I(((I(x
yx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L((L((M((J(I((K) D'!Uddddddddddd
ddd) +d)Ufeodddag* ddddddddddddddddddddddg+ DODddddddddddddddddddg+ DIDdddddd
ddddddddddddg(DdDddddddddddddddddddg# ddDddddddddddddddddddSUC,U dec su) D'!Uddd
ddddddddddd) +d)Ufeodddag* ddddddddddddddddddddddg+ DODddddddddddddddddddg+ D
IDddddddddddddddddddg(DdDddddddddddddddddddg# ddDdddddddddddddddddd998(8(8(8(0(
su 'P''''''''' Pl 2Pl 2Qm 3Pl 2Qm 3Qm 3Qm 3Pl 2Pl 2Qm 3Pl 2Qm 3Pl
2Pl 2Pl 2Pl 2Qm 3Pl 2Qm 3Pl 2Pl 2Qm 3Pl 2Pl 2Pl 2Pl 2Pl 2Pl 2Qm
3Pl 2Qm 3Qm 3Pl 2Pl 2Pl 2Qm 3Pl 2Pl 2Pl 2Pl 2Tous droits réservés. Reproduction sans autorisation interdite. © Kukulcan