Adi Mathematiques Ce2 (F) (128K) (Face A) (1991) (Version Basic 1.1) [Original] [EDUCATIF].dsk
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00D690: 35 00 31 00 38 00 31 00 05 24 00 35 00 2F 00 35 5.1.8.1..$.5./.5
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00D720: 00 50 6F 73 6F 6E 73 20 64 27 61 62 6F 72 64 20 .Posons d'abord
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00DA40: 00 31 30 20 2B 20 32 20 3D 20 31 32 20 75 6E 69 .10 + 2 = 12 uni
00DA50: 74 82 73 2E 02 24 00 44 00 37 02 3C 00 46 00 4D t.s..$.D.7.<.F.M
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00DBD0: 20 32 35 20 2B 20 37 33 20 3D 20 39 38 02 3C 00 25 + 73 = 98.<.
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00DE80: 72 65 2C 02 30 00 38 00 45 78 65 6D 70 6C 65 20 re,.0.8.Exemple
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00DF60: 12 00 2A 00 03 25 34 20 20 03 22 20 20 03 25 3E ..*..%4 ." .%>
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00E230: 0C 00 20 00 63 6F 65 75 72 20 74 65 73 20 74 61 .. .coeur tes ta
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00E3C0: 32 20 75 6E 69 74 82 73 20 3D 20 31 30 20 2B 20 2 unit.s = 10 +
00E3D0: 32 20 3D 20 31 32 02 06 00 43 00 2D 20 31 20 38 2 = 12...C.- 1 8
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00E3F0: 12 00 4D 00 33 20 34 02 3C 00 52 00 4F 6E 20 70 ..M.3 4.<.R.On p
00E400: 6F 73 65 20 34 02 12 00 5A 00 35 20 32 20 20 20 ose 4...Z.5 2
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00E480: 00 03 22 33 20 34 20 01 00 4C 00 2B 00 3B 01 AB .."3 4 ..L.+.;..
00E490: 00 0B 24 00 14 00 C2 00 14 00 15 42 00 1C 00 8C ..$........B....
00E4A0: 00 1C 00 15 3E 00 3D 00 6A 00 3D 00 12 04 00 54 ....>.=.j.=....T
00E4B0: 00 3C 00 54 00 15 04 00 64 00 3B 00 64 00 15 01 .<.T....d.;.d...
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00E4D0: 15 01 00 54 00 04 00 54 00 15 FF FF 02 06 00 00 ...T...T........
00E4E0: 00 03 22 36 20 02 D8 00 00 00 31 2F 35 02 24 00 .."6 .....1/5.$.
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00E520: 0C 00 C6 02 00 00 00 02 0C 00 C2 02 00 00 00 02 ................
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00E540: 0C 00 C8 02 00 00 00 02 0C 00 C4 02 00 00 00 02 ................
00E550: 0C 00 C9 02 00 00 00 02 0C 00 C5 02 00 00 00 02 ................
00E560: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00E570: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
00E580: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
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013540: 17 00 4C 41 20 53 59 4D 45 54 52 49 45 02 36 00 ..LA SYMETRIE.6.
013550: 32 00 61 2D 20 4C 27 61 78 65 20 64 65 20 73 79 2.a- L'axe de sy
013560: 6D 82 74 72 69 65 02 36 00 42 00 62 2D 20 4C 65 m.trie.6.B.b- Le
013570: 20 63 61 72 72 82 02 36 00 52 00 63 2D 20 4C 65 carr..6.R.c- Le
013580: 20 63 65 72 63 6C 65 01 00 4C 00 2B 00 3B 01 AB cercle..L.+.;..
013590: 00 0B 6B 00 29 00 6B 00 5E 00 12 4D 00 40 00 8A ..k.).k.^..M.@..
0135A0: 00 40 00 12 FF FF 02 06 00 00 00 03 22 31 38 02 .@.........."18.
0135B0: DE 00 00 00 32 2F 02 E9 00 00 00 32 02 0C 00 10 ....2/.....2....
0135C0: 00 54 75 20 6F 62 74 69 65 6E 73 20 75 6E 20 61 .Tu obtiens un a
0135D0: 75 74 72 65 20 61 78 65 20 64 65 20 73 79 6D 82 utre axe de sym.
0135E0: 74 72 69 65 02 0C 00 18 00 65 6E 20 70 6C 69 61 trie.....en plia
0135F0: 6E 74 20 6C 61 20 66 65 75 69 6C 6C 65 20 75 6E nt la feuille un
013600: 4F 00 32 20 02 B3 00 4F 00 63 02 B7 00 4F 00 6D O.2 ...O.c...O.m
013610: 20 3D 20 31 34 20 63 6D 02 0C 00 57 00 03 25 6F = 14 cm...W..%o
013620: 75 02 0C 00 5F 00 03 22 2D 20 03 25 28 4C 03 35 u..._.."- .%(L.5
013630: 20 03 25 2B 03 35 20 03 25 6C 29 20 03 35 71 03 .%+.5 .%l) .5q.
013640: 25 20 32 02 18 00 66 00 03 22 28 35 20 2B 20 32 % 2...f.."(5 + 2
013650: 29 03 25 20 03 32 71 03 22 20 32 20 3D 20 37 20 ).% .2q." 2 = 7
013660: 03 32 71 03 22 20 32 20 3D 20 31 34 02 18 00 70 .2q." 2 = 14...p
013670: 00 50 82 72 69 6D 8A 74 72 65 20 64 75 20 72 65 .P.rim.tre du re
013680: 63 74 61 6E 67 6C 65 20 3D 20 31 34 20 63 6D 20 ctangle = 14 cm
013690: 02 54 00 78 00 50 20 3D 20 31 34 20 63 6D 01 00 .T.x.P = 14 cm..
0136A0: 4C 00 2B 00 3B 01 AB 00 0B 17 00 34 00 60 00 34 L.+.;......4.`.4
0136B0: 00 12 37 00 22 00 6C 00 34 00 02 37 00 22 00 17 ..7.".l.4..7."..
0136C0: 00 34 00 02 5F 00 34 00 6B 00 34 00 02 53 00 11 .4.._.4.k.4..S..
0136D0: 00 95 00 11 00 15 AF 00 2D 00 BE 00 2D 00 15 24 ........-...-..$
0136E0: 00 51 00 57 00 51 00 15 24 00 5B 00 4D 00 5B 00 .Q.W.Q..$.[.M.[.
0136F0: 15 24 00 66 00 52 00 66 00 15 FF FF 02 06 00 00 .$.f.R.f........
013700: 00 03 22 37 02 D8 00 00 00 31 2F 34 02 54 00 08 .."7.....1/4.T..
013710: 00 4C 65 20 74 72 69 61 6E 67 6C 65 02 36 00 19 .Le triangle.6..
013720: 00 42 02 84 00 1D 00 4C 65 20 70 6F 6C 79 67 6F .B.....Le polygo
013730: 6E 65 20 41 42 43 02 84 00 25 00 65 73 74 20 75 ne ABC...%.est u
013740: 6E 20 74 72 69 61 6E 67 6C 65 02 72 00 2D 00 43 n triangle.r.-.C
013750: 20 20 28 74 72 69 20 76 65 75 74 20 64 69 72 65 (tri veut dire
013760: 20 33 29 02 0C 00 31 00 41 02 18 00 3D 00 4C 65 3)...1.A...=.Le
013770: 20 74 72 69 61 6E 67 6C 65 20 65 73 74 20 75 6E triangle est un
013780: 20 70 6F 6C 79 67 6F 6E 65 20 71 75 69 20 61 20 polygone qui a
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0137A0: 3A 20 41 2C 20 42 2C 20 43 2C 02 24 00 53 00 33 : A, B, C,.$.S.3
0137B0: 20 63 93 74 82 73 20 3A 20 41 42 2C 20 42 43 2C c.t.s : AB, BC,
0137C0: 20 41 43 2C 02 65 00 59 00 5E 20 20 5E 20 20 5E AC,.e.Y.^ ^ ^
0137D0: 02 24 00 5E 00 33 20 61 6E 67 6C 65 73 20 3A 20 .$.^.3 angles :
0137E0: 41 2C 20 42 2C 20 43 2E 02 59 00 66 00 28 5E 20 A, B, C..Y.f.(^
0137F0: 76 65 75 74 20 64 69 72 65 20 61 6E 67 6C 65 29 veut dire angle)
013800: 65 20 64 65 75 78 69 8A 6D 65 20 02 0C 00 20 00 e deuxi.me ... .
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013820: 78 02 96 00 40 00 79 02 60 00 58 00 42 01 00 4C x...@.y.`.X.B..L
013830: 00 2B 00 3B 01 AB 00 0B 5F 00 0E 00 90 00 0E 00 .+.;...._.......
013840: 15 48 00 2B 00 88 00 59 00 12 41 00 25 00 8E 00 .H.+...Y..A.%...
013850: 5E 00 02 8F 00 26 00 40 00 5E 00 02 38 00 42 00 ^....&.@.^..8.B.
013860: 95 00 42 00 02 68 00 24 00 68 00 61 00 12 B1 00 ..B..h.$.h.a....
013870: 66 00 E2 00 78 00 12 CA 00 61 00 CA 00 7F 00 12 f...x....a......
013880: AC 00 6F 00 E8 00 6F 00 12 FF FF 02 06 00 00 00 ..o...o.........
013890: 03 22 31 39 02 DE 00 00 00 31 2F 02 E9 00 00 00 ."19.....1/.....
0138A0: 31 02 60 00 06 00 4C 65 20 63 61 72 72 82 02 12 1.`...Le carr...
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0138F0: 30 00 3E 00 41 02 9A 00 3E 00 42 02 AE 00 3E 00 0.>.A...>.B...>.
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013960: 12 00 6D 00 64 65 20 73 79 6D 82 74 72 69 65 2E ..m.de sym.trie.
013970: 02 CC 00 78 00 42 01 00 4C 00 2B 00 3B 01 AB 00 ...x.B..L.+.;...
013980: 0B 16 00 11 00 49 00 11 00 15 59 00 15 00 9A 00 .....I....Y.....
013990: 42 00 12 70 00 15 00 70 00 42 00 12 84 00 15 00 B..p...p.B......
0139A0: 84 00 42 00 12 59 00 24 00 9A 00 24 00 15 59 00 ..B..Y.$...$..Y.
0139B0: 33 00 99 00 33 00 15 0B 00 50 00 98 00 50 00 12 3...3....P...P..
0139C0: FF FF 02 06 00 00 00 03 22 32 37 02 D8 00 00 00 ........"27.....
0139D0: 32 2F 32 02 0C 00 09 00 2D 20 4C 65 20 6E 6F 65 2/2.....- Le noe
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0139F0: 6B 00 1C 00 41 02 4E 00 21 00 03 25 31 02 4E 00 k...A.N.!..%1.N.
013A00: 01 00 4C 00 2B 00 3B 01 AB 00 0B 51 00 49 00 79 ..L.+.;....Q.I.y
013A10: 00 49 00 12 64 00 25 00 64 00 52 00 12 64 00 25 .I..d.%.d.R..d.%
013A20: 00 79 00 49 00 02 63 00 26 00 51 00 49 00 02 64 .y.I..c.&.Q.I..d
013A30: 00 54 00 64 00 56 00 12 64 00 51 00 64 00 55 00 .T.d.V..d.Q.d.U.
013A40: 12 65 00 45 00 69 00 45 00 15 69 00 45 00 69 00 .e.E.i.E..i.E.i.
013A50: 49 00 15 05 00 63 00 0F 00 63 00 15 3C 00 63 00 I....c...c..<.c.
013A60: 95 00 63 00 15 05 00 74 00 5D 00 74 00 15 A1 00 ..c....t.].t....
013A70: 74 00 DE 00 74 00 15 18 00 0D 00 89 00 0D 00 15 t...t...........
013A80: 71 00 36 00 6D 00 3A 00 02 71 00 39 00 6E 00 3C q.6.m.:..q.9.n.<
013A90: 00 02 59 00 36 00 5C 00 3A 00 02 57 00 38 00 5B ..Y.6.\.:..W.8.[
013AA0: 00 3C 00 02 FF FF 02 06 00 00 00 03 22 38 02 D8 .<.........."8..
013AB0: 00 00 00 32 2F 34 02 0C 00 05 00 2D 20 4C 65 20 ...2/4.....- Le
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013B30: 42 00 43 02 66 00 4B 00 48 02 66 00 53 00 78 02 B.C.f.K.H.f.S.x.
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0174C0: 9E 00 0D 00 30 01 00 4C 00 7F 00 3B 01 AB 00 0A ....0..L...;....
0174D0: 41 00 09 00 62 00 18 00 1C 87 00 09 00 A8 00 18 A...b...........
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0174F0: 00 30 02 8B 00 0D 00 34 02 95 00 0D 00 30 02 9F .0.....4.....0..
017500: 37 39 03 0B 2E 02 08 00 18 00 43 6C 69 71 75 65 79........Clique
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017550: 00 36 02 C9 00 29 00 38 02 D3 00 29 00 31 01 00 .6...).8...).1..
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017580: 00 34 00 1C 95 00 25 00 B2 00 34 00 1C C2 00 25 .4....%...4....%
017590: 00 DF 00 34 00 1C FF FF 02 10 00 00 00 03 0B 54 ...4...........T
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0175C0: 6A 75 73 74 65 20 61 76 61 6E 74 20 36 30 03 0B juste avant 60..
0175D0: 2E 02 08 00 18 00 43 6C 69 71 75 65 20 6C 61 20 ......Clique la
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017610: 00 38 02 9B 00 29 00 36 02 A5 00 29 00 32 02 C9 .8...).6...).2..
017620: 00 29 00 35 02 D3 00 29 00 37 01 00 4C 00 71 00 .).5...).7..L.q.
017630: 3B 01 AB 00 0A 0F 00 25 00 2C 00 34 00 1C 3B 00 ;......%.,.4..;.
017640: 25 00 58 00 34 00 1C 68 00 25 00 85 00 34 00 1C %.X.4..h.%...4..
017650: 95 00 25 00 B2 00 34 00 1C C2 00 25 00 DF 00 34 ..%...4....%...4
017660: 00 1C FF FF 02 10 00 00 00 03 0B 54 72 6F 75 76 ...........Trouv
017670: 65 20 6C 65 20 6E 6F 6D 62 72 65 20 71 75 69 20 e le nombre qui
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0176B0: 65 20 72 82 70 6F 6E 73 65 2E 02 16 00 29 00 39 e r.ponse....).9
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0176D0: 00 38 02 6E 00 29 00 39 02 78 00 29 00 30 02 9B .8.n.).9.x.).0..
0176E0: 00 29 00 39 02 A5 00 29 00 32 02 C9 00 29 00 38 .).9...).2...).8
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017710: FF 02 4B 00 00 00 03 0C 33 20 64 69 7A 61 69 6E ..K.....3 dizain
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017730: 0A FF FF 02 4F 00 00 00 03 0C 36 20 64 69 7A 61 ....O.....6 diza
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017750: 70 00 0A FF FF 02 18 00 00 00 03 0C 35 20 64 69 p...........5 di
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017780: 0A FF FF 02 4F 00 00 00 03 0C 31 20 63 65 6E 74 ....O.....1 cent
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0177A0: 70 00 0A FF FF 02 49 00 00 00 03 0C 34 20 63 65 p.....I.....4 ce
0177B0: 6E 74 61 69 6E 65 73 20 03 0B 3F 01 00 4C 00 2B ntaines ..?..L.+
0177C0: 00 3B 01 AB 00 0A FF FF 02 08 00 03 00 03 0C 50 .;.............P
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0177E0: 20 69 6D 70 72 65 73 73 69 6F 6E 02 28 00 0B 00 impression.(...
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017830: 21 01 00 4C 00 54 00 3B 01 7C 00 0A FF FF 02 08 !..L.T.;.|......
017840: 00 00 00 03 0B 50 6F 75 72 20 74 6F 69 2C 20 69 .....Pour toi, i
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017870: 20 6A 75 73 71 75 27 85 20 31 30 30 2E 02 08 00 jusqu'. 100....
017880: 15 00 43 6F 6D 70 6C 8A 74 65 20 64 6F 6E 63 20 ..Compl.te donc
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0178A0: 1D 00 73 75 69 76 61 6E 74 65 73 2E 01 00 4C 00 ..suivantes...L.
0178B0: 7B 00 3B 01 AB 00 0A 9C 00 12 00 B5 00 23 00 1B {.;..........#..
0178C0: A9 00 05 00 9C 00 12 00 0B A9 00 05 00 B6 00 12 ................
0178D0: 00 0B FF FF 02 2F 00 18 00 03 0B 35 30 20 20 3D ...../.....50 =
0178E0: 20 20 32 35 20 20 2B 20 01 00 4C 00 7B 00 3B 01 25 + ..L.{.;.
0178F0: AB 00 0A 9C 00 12 00 B5 00 23 00 1B A9 00 05 00 .........#......
017900: 0A 0F 00 25 00 2C 00 34 00 1C 3B 00 25 00 58 00 ...%.,.4..;.%.X.
017910: 34 00 1C 68 00 25 00 85 00 34 00 1C 95 00 25 00 4..h.%...4....%.
017920: B2 00 34 00 1C C2 00 25 00 DF 00 34 00 1C FF FF ..4....%...4....
017930: 02 10 00 00 00 03 0B 54 72 6F 75 76 65 20 6C 65 .......Trouve le
017940: 20 6E 6F 6D 62 72 65 20 71 75 69 20 76 69 65 6E nombre qui vien
017950: 74 02 3A 00 0C 00 03 0C 6A 75 73 74 65 20 61 70 t.:.....juste ap
017960: 72 8A 73 20 31 30 30 03 0B 2E 02 08 00 18 00 43 r.s 100........C
017970: 6C 69 71 75 65 20 6C 61 20 62 6F 6E 6E 65 20 72 lique la bonne r
017980: 82 70 6F 6E 73 65 2E 02 16 00 29 00 39 02 20 00 .ponse....).9. .
017990: 29 00 39 02 3F 00 29 00 31 30 31 02 6C 00 29 00 ).9.?.).101.l.).
0179A0: 31 30 32 02 9B 00 29 00 39 02 A5 00 29 00 38 02 102...).9...).8.
0179B0: C9 00 29 00 39 02 D3 00 29 00 37 01 00 4C 00 71 ..).9...).7..L.q
0179C0: 00 3B 01 AB 00 0A 0F 00 25 00 2C 00 34 00 1C 3B .;......%.,.4..;
0179D0: 00 25 00 58 00 34 00 1C 68 00 25 00 85 00 34 00 .%.X.4..h.%...4.
0179E0: 1C 95 00 25 00 B2 00 34 00 1C C2 00 25 00 DF 00 ...%...4....%...
0179F0: 34 00 1C FF FF 02 10 00 00 00 03 0B 54 72 6F 75 4...........Trou
017A00: 76 65 20 6C 65 20 6E 6F 6D 62 72 65 20 71 75 69 ve le nombre qui
017A10: 20 76 69 65 6E 74 02 3A 00 0C 00 03 0C 6A 75 73 vient.:.....jus
017A20: 74 65 20 61 70 72 8A 73 20 39 39 03 0B 2E 02 08 te apr.s 99.....
017A30: 00 18 00 43 6C 69 71 75 65 20 6C 61 20 62 6F 6E ...Clique la bon
017A40: 6E 65 20 72 82 70 6F 6E 73 65 2E 02 16 00 29 00 ne r.ponse....).
017A50: 39 02 20 00 29 00 38 02 3F 00 29 00 31 30 30 02 9. .).8.?.).100.
017A60: 6C 00 29 00 31 30 31 02 99 00 29 00 31 30 32 20 l.).101...).102
017A70: 20 20 39 02 D3 00 29 00 37 01 00 4C 00 71 00 3B 9...).7..L.q.;
017A80: 01 AB 00 0A 0F 00 25 00 2C 00 34 00 1C 3B 00 25 ......%.,.4..;.%
017A90: 00 58 00 34 00 1C 68 00 25 00 85 00 34 00 1C 95 .X.4..h.%...4...
017AA0: 00 25 00 B2 00 34 00 1C C2 00 25 00 DF 00 34 00 .%...4....%...4.
017AB0: 1C FF FF 02 10 00 00 00 03 0B 54 72 6F 75 76 65 ..........Trouve
017AC0: 20 6C 65 20 6E 6F 6D 62 72 65 20 71 75 69 20 76 le nombre qui v
017AD0: 69 65 6E 74 02 3A 00 0C 00 03 0C 6A 75 73 74 65 ient.:.....juste
017AE0: 20 61 70 72 8A 73 20 37 31 03 0B 2E 02 08 00 18 apr.s 71.......
017AF0: 00 43 6C 69 71 75 65 20 6C 61 20 62 6F 6E 6E 65 .Clique la bonne
017B00: 9C 00 12 00 0B A9 00 05 00 B6 00 12 00 0B FF FF ................
017B10: 02 23 00 18 00 03 0B 36 30 20 3D 20 31 30 20 2B .#.....60 = 10 +
017B20: 20 32 30 20 2B 20 01 00 4C 00 7B 00 3B 01 AB 00 20 + ..L.{.;...
017B30: 0A 9C 00 12 00 B5 00 23 00 1B A9 00 05 00 9C 00 .......#........
017B40: 12 00 0B A9 00 05 00 B6 00 12 00 0B FF FF 02 2F .............../
017B50: 00 18 00 03 0B 33 30 20 20 3D 20 20 31 30 20 20 .....30 = 10
017B60: 2B 20 01 00 4C 00 7B 00 3B 01 AB 00 0A 9C 00 12 + ..L.{.;.......
017B70: 00 B5 00 23 00 1B A9 00 05 00 9C 00 12 00 0B A9 ...#............
017B80: 00 05 00 B6 00 12 00 0B FF FF 02 27 00 18 00 03 ...........'....
017B90: 0B 31 30 30 20 20 3D 20 20 31 30 20 20 2B 20 01 .100 = 10 + .
017BA0: 00 4C 00 7B 00 3B 01 AB 00 0A 9C 00 12 00 B5 00 .L.{.;..........
017BB0: 23 00 1B A9 00 05 00 9C 00 12 00 0B A9 00 05 00 #...............
017BC0: B6 00 12 00 0B FF FF 02 27 00 18 00 03 0B 31 30 ........'.....10
017BD0: 30 20 20 3D 20 20 39 30 20 20 2B 20 01 00 4C 00 0 = 90 + ..L.
017BE0: 7B 00 3B 01 AB 00 0A 9C 00 12 00 B5 00 23 00 1B {.;..........#..
017BF0: A9 00 05 00 9C 00 12 00 0B A9 00 05 00 B6 00 12 ................
017C00: 00 0B FF FF 02 2F 00 18 00 03 0B 37 30 20 20 3D ...../.....70 =
017C10: 20 20 33 30 20 20 2B 20 01 00 4C 00 7B 00 3B 01 30 + ..L.{.;.
017C20: AB 00 0A 9C 00 12 00 B5 00 23 00 1B A9 00 05 00 .........#......
017C30: 9C 00 12 00 0B A9 00 05 00 B6 00 12 00 0B FF FF ................
017C40: 02 2F 00 18 00 03 0B 38 30 20 20 3D 20 20 31 30 ./.....80 = 10
017C50: 20 20 2B 20 01 00 4C 00 7B 00 3B 01 AB 00 0A 9C + ..L.{.;.....
017C60: 00 12 00 B5 00 23 00 1B A9 00 05 00 9C 00 12 00 .....#..........
017C70: 0B A9 00 05 00 B6 00 12 00 0B FF FF 02 2F 00 18 ............./..
017C80: 00 03 0B 37 36 20 20 3D 20 20 31 36 20 20 2B 20 ...76 = 16 +
017C90: 01 00 4C 00 7B 00 3B 01 AB 00 0A 9C 00 12 00 B5 ..L.{.;.........
017CA0: 00 23 00 1B A9 00 05 00 9C 00 12 00 0B A9 00 05 .#..............
017CB0: 00 B6 00 12 00 0B FF FF 02 2F 00 18 00 03 0B 35 ........./.....5
017CC0: 30 20 20 3D 20 20 32 37 20 20 2B 20 01 00 4C 00 0 = 27 + ..L.
017CD0: 2B 00 3B 01 AB 00 0A FF FF 02 10 00 04 00 03 0C +.;.............
017CE0: 4C 27 61 72 74 20 64 65 20 6A 6F 6E 67 6C 65 72 L'art de jongler
017CF0: 20 76 69 65 6E 74 20 64 65 73 02 0B 00 0C 00 48 vient des.....H
017D00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
017D10: 14 00 01 00 02 09 50 E5 14 00 C1 02 00 00 00 02 ......P.........
017D20: 14 00 C6 02 00 00 00 02 14 00 C2 02 00 00 00 02 ................
017D30: 14 00 C7 02 00 00 00 02 14 00 C3 02 00 00 00 02 ................
017D40: 14 00 C8 02 00 00 00 02 14 00 C4 02 00 00 00 02 ................
017D50: 14 00 C9 02 00 00 00 02 14 00 C5 02 00 00 00 02 ................
017D60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D80: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017D90: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DA0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DB0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DC0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DD0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DE0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017DF0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
017E00: 20 72 82 70 6F 6E 73 65 2E 02 16 00 29 00 37 02 r.ponse....).7.
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017E20: 30 02 6E 00 29 00 37 02 78 00 29 00 33 02 9B 00 0.n.).7.x.).3...
017E30: 29 00 36 02 A5 00 29 00 39 02 C9 00 29 00 36 02 ).6...).9...).6.
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017E70: 00 34 00 1C C2 00 25 00 DF 00 34 00 1C FF FF 02 .4....%...4.....
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017EE0: 33 02 42 00 29 00 33 02 4C 00 29 00 30 02 6E 00 3.B.).3.L.).0.n.
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017F20: 2C 00 34 00 1C 3B 00 25 00 58 00 34 00 1C 68 00 ,.4..;.%.X.4..h.
017F30: 25 00 85 00 34 00 1C 95 00 25 00 B2 00 34 00 1C %...4....%...4..
017F40: C2 00 25 00 DF 00 34 00 1C FF FF 02 10 00 00 00 ..%...4.........
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017F70: 00 03 0C 6A 75 73 74 65 20 61 70 72 8A 73 20 38 ...juste apr.s 8
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0182F0: 18 00 1C AD 00 09 00 CE 00 18 00 1C FF FF 02 10 ................
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018310: 0D 00 03 0B 3E 02 BB 00 0D 00 3C 01 00 4C 00 7F ....>.....<..L..
018320: 00 3B 01 AB 00 0A 67 00 09 00 88 00 18 00 1C AD .;....g.........
018330: 00 09 00 CE 00 18 00 1C FF FF 02 10 00 0D 00 03 ................
018340: 0C 37 36 20 2E 2E 2E 20 37 37 02 75 00 0D 00 03 .76 ... 77.u....
018350: 0B 3E 02 BB 00 0D 00 3C 01 00 4C 00 7F 00 3B 01 .>.....<..L...;.
018360: AB 00 0A 67 00 09 00 88 00 18 00 1C AD 00 09 00 ...g............
018370: CE 00 18 00 1C FF FF 02 10 00 0D 00 03 0C 38 30 ..............80
018380: 20 2E 2E 2E 20 39 32 02 75 00 0D 00 03 0B 3E 02 ... 92.u.....>.
018390: BB 00 0D 00 3C 01 00 4C 00 7F 00 3B 01 AB 00 0A ....<..L...;....
0183A0: 67 00 09 00 88 00 18 00 1C AD 00 09 00 CE 00 18 g...............
0183B0: 00 1C FF FF 02 10 00 0D 00 03 0C 33 39 20 2E 2E ...........39 ..
0183C0: 2E 20 34 31 02 75 00 0D 00 03 0B 3E 02 BB 00 0D . 41.u.....>....
0183D0: 00 3C 01 00 4C 00 7F 00 3B 01 AB 00 0A 67 00 09 .<..L...;....g..
0183E0: 00 88 00 18 00 1C AD 00 09 00 CE 00 18 00 1C FF ................
0183F0: FF 02 10 00 0D 00 03 0C 33 36 20 2E 2E 2E 20 32 ........36 ... 2
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029E50: 00 2C 00 70 61 72 63 6F 75 72 74 20 20 20 6B 6D .,.parcourt km
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029EB0: 65 20 3F 02 10 00 54 00 03 0B 45 63 72 69 73 20 e ?...T...Ecris
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029ED0: 2E 02 88 00 68 00 6B 6D 01 00 4C 00 2B 00 3B 01 ....h.km..L.+.;.
029EE0: AB 00 0A FF FF 02 15 00 2E 00 03 0B 4E 27 6F 75 ............N'ou
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029F10: 73 6F 75 73 74 72 61 63 74 69 6F 6E 03 0B 2E 02 soustraction....
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029F30: 20 35 02 50 00 3E 00 41 74 74 65 6E 74 69 6F 6E 5.P.>.Attention
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02A060: E7 00 0C 00 2E 02 08 00 1C 00 45 63 72 69 73 20 ..........Ecris
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02A0C0: 20 35 20 3D 20 33 30 02 4A 00 1B 00 03 0B 33 30 5 = 30.J.....30
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02A100: 20 6F 6E 20 02 15 00 3A 00 63 61 6C 63 75 6C 65 on ...:.calcule
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02A140: 0B 2E 01 00 72 00 3E 00 1E 01 98 00 0B 01 00 01 ....r.>.........
02A150: 00 AB 00 59 00 1A 02 00 02 00 AA 00 58 00 1A FF ...Y........X...
02A160: FF 02 12 00 20 00 03 2A 55 74 69 6C 69 73 65 20 .... ..*Utilise
02A170: 6C 65 20 63 75 72 73 65 75 72 20 70 6F 75 72 02 le curseur pour.
02A180: 1E 00 2C 00 63 6C 69 71 75 65 72 20 74 6F 6E 20 ..,.cliquer ton
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02A1A0: 0B 01 00 01 00 AB 00 59 00 1A 02 00 02 00 AA 00 .......Y........
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02A1F0: 6F 72 73 71 75 65 20 63 65 6C 61 20 65 73 74 20 orsque cela est
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02A210: 20 61 76 65 63 20 6C 27 69 63 6F 6E 65 20 4F 2E avec l'icone O.
02A220: 4B 2E 2C 02 08 00 3F 00 6F 75 20 62 69 65 6E 20 K.,...?.ou bien
02A230: 74 61 70 65 20 6C 61 20 74 6F 75 63 68 65 20 46 tape la touche F
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02A250: 00 AB 00 59 00 1A 02 00 02 00 AA 00 58 00 1A FF ...Y........X...
02A260: FF 02 12 00 10 00 03 2A 55 74 69 6C 69 73 65 20 .......*Utilise
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02A2D0: 00 1E 01 98 00 0B 01 00 01 00 AB 00 59 00 1A 02 ............Y...
02A2E0: 00 02 00 AA 00 58 00 1A FF FF 02 0E 00 1C 00 03 .....X..........
02A2F0: 2A 54 61 70 65 20 74 61 20 72 82 70 6F 6E 73 65 *Tape ta r.ponse
02A300: 00 19 00 2C 00 1F 00 0B 2B 00 1F 00 20 00 23 00 ...,....+... .#.
02A310: 0B FF FF 02 4E 00 07 00 03 0C 39 20 2B 20 39 20 ....N.....9 + 9
02A320: 3D 20 31 38 02 4A 00 1B 00 03 0B 31 38 20 2D 20 = 18.J.....18 -
02A330: 20 20 20 3D 20 39 01 00 4C 00 74 00 3B 01 AB 00 = 9..L.t.;...
02A340: 0A 10 00 1B 00 1F 00 1B 00 1B 10 00 21 00 1F 00 ............!...
02A350: 21 00 1B 20 00 19 00 20 00 23 00 1B 20 00 19 00 !.. ... .#.. ...
02A360: 2C 00 1F 00 0B 2B 00 1F 00 20 00 23 00 0B FF FF ,....+... .#....
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02A380: 36 34 02 4A 00 1B 00 03 0B 36 34 20 2D 20 20 20 64.J.....64 -
02A390: 20 3D 20 34 01 00 4C 00 74 00 3B 01 AB 00 0A 10 = 4..L.t.;.....
02A3A0: 00 1B 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 ..........!...!.
02A3B0: 1B 20 00 19 00 20 00 23 00 1B 20 00 19 00 2C 00 . ... .#.. ...,.
02A3C0: 1F 00 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 4A ...+... .#.....J
02A3D0: 00 07 00 03 0C 32 34 20 2B 20 32 20 3D 20 32 36 .....24 + 2 = 26
02A3E0: 02 4A 00 1B 00 03 0B 32 36 20 2D 20 20 20 20 3D .J.....26 - =
02A3F0: 20 32 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 2..L.t.;.......
02A400: 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 ........!...!..
02A410: 00 19 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 ... .#.. ...,...
02A420: 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 47 00 07 .+... .#.....G..
02A430: 00 03 0C 35 35 20 2B 20 33 34 20 3D 20 38 39 02 ...55 + 34 = 89.
02A440: 4A 00 1B 00 03 0B 38 39 20 2D 20 20 20 20 3D 20 J.....89 - =
02A450: 35 35 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 55..L.t.;.......
02A460: 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 ........!...!..
02A470: 00 19 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 ... .#.. ...,...
02A480: 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 47 00 07 .+... .#.....G..
02A490: 00 03 0C 33 30 20 2B 20 31 30 20 3D 20 34 30 02 ...30 + 10 = 40.
02A4A0: 4A 00 1B 00 03 0B 34 30 20 2D 20 20 20 20 3D 20 J.....40 - =
02A4B0: 33 30 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 30..L.t.;.......
02A4C0: 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 ........!...!..
02A4D0: 00 19 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 ... .#.. ...,...
02A4E0: 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 47 00 07 .+... .#.....G..
02A4F0: 00 03 0C 34 30 20 2B 20 31 32 20 3D 20 35 32 02 ...40 + 12 = 52.
02A500: 20 85 20 6C 27 61 69 64 65 02 11 00 28 00 64 75 . l'aide...(.du
02A510: 20 63 6C 61 76 69 65 72 2C 20 70 75 69 73 20 76 clavier, puis v
02A520: 61 6C 69 64 65 02 14 00 34 00 61 76 65 63 20 6C alide...4.avec l
02A530: 65 73 20 74 6F 75 63 68 65 73 20 45 4E 54 45 52 es touches ENTER
02A540: 02 38 00 40 00 6F 75 20 52 45 54 55 52 4E 2E 01 .8.@.ou RETURN..
02A550: 00 72 00 3E 00 1E 01 98 00 0B 01 00 01 00 AB 00 .r.>............
02A560: 59 00 1A 02 00 02 00 AA 00 58 00 1A FF FF 02 06 Y........X......
02A570: 00 10 00 03 2A 43 6C 69 71 75 65 20 6C 65 28 73 ....*Clique le(s
02A580: 29 20 74 72 69 61 6E 67 6C 65 28 73 29 20 65 74 ) triangle(s) et
02A590: 02 06 00 1C 00 76 61 6C 69 64 65 20 61 76 65 63 .....valide avec
02A5A0: 20 4F 2E 4B 2E 20 6F 75 20 61 76 65 63 20 6C 61 O.K. ou avec la
02A5B0: 02 1A 00 28 00 74 6F 75 63 68 65 20 46 30 20 6C ...(.touche F0 l
02A5C0: 6F 72 73 71 75 65 20 6C 61 20 20 20 20 02 05 00 orsque la ...
02A5D0: 34 00 62 6F 6E 6E 65 20 72 82 70 6F 6E 73 65 20 4.bonne r.ponse
02A5E0: 61 70 70 61 72 61 8C 74 20 64 61 6E 73 02 3B 00 appara.t dans.;.
02A5F0: 40 00 6C 65 20 63 61 64 72 65 2E 01 00 72 00 3E @.le cadre...r.>
02A600: 00 1E 01 98 00 0B 01 00 01 00 AB 00 59 00 1A 02 ............Y...
02A610: 00 02 00 AA 00 58 00 1A FF FF 02 06 00 10 00 03 .....X..........
02A620: 2A 54 61 70 65 20 74 65 73 20 72 82 70 6F 6E 73 *Tape tes r.pons
02A630: 65 73 20 85 20 6C 27 61 69 64 65 02 0C 00 1C 00 es . l'aide.....
02A640: 64 75 20 63 6C 61 76 69 65 72 20 3B 20 64 82 70 du clavier ; d.p
02A650: 6C 61 63 65 2D 74 6F 69 20 02 12 00 28 00 61 76 lace-toi ...(.av
02A660: 65 63 20 6C 65 73 20 66 6C 8A 63 68 65 73 2C 20 ec les fl.ches,
02A670: 70 75 69 73 02 11 00 34 00 76 61 6C 69 64 65 20 puis...4.valide
02A680: 65 6E 20 63 6C 69 71 75 61 6E 74 20 4F 2E 4B 2E en cliquant O.K.
02A690: 02 26 00 40 00 6F 75 20 65 6E 20 74 61 70 61 6E .&.@.ou en tapan
02A6A0: 74 20 46 30 2E 01 00 55 00 66 00 34 01 73 00 0B t F0...U.f.4.s..
02A6B0: 01 00 01 00 DE 00 0C 00 12 FF FF 02 16 00 03 00 ................
02A6C0: 03 22 54 61 70 65 20 75 6E 65 20 74 6F 75 63 68 ."Tape une touch
02A6D0: 65 20 70 6F 75 72 20 63 6F 6E 74 69 6E 75 65 72 e pour continuer
02A6E0: 2E 01 00 05 00 00 00 00 00 00 77 00 0C 00 15 00 ..........w.....
02A6F0: 77 00 00 00 9C 00 10 00 14 00 13 01 00 00 B0 00 w...............
02A700: 4A 00 1B 00 03 0B 35 32 20 2D 20 20 20 20 3D 20 J.....52 - =
02A710: 31 32 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 12..L.t.;.......
02A720: 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 ........!...!..
02A730: 00 19 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 ... .#.. ...,...
02A740: 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 4A 00 07 .+... .#.....J..
02A750: 00 03 0C 38 32 20 2B 20 37 20 3D 20 38 39 02 4A ...82 + 7 = 89.J
02A760: 00 1B 00 03 0B 38 39 20 2D 20 20 20 20 3D 20 37 .....89 - = 7
02A770: 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 00 1F ..L.t.;.........
02A780: 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 00 19 ......!...!.. ..
02A790: 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 0B 2B . .#.. ...,....+
02A7A0: 00 1F 00 20 00 23 00 0B FF FF 02 4A 00 07 00 03 ... .#.....J....
02A7B0: 0C 37 33 20 2B 20 35 20 3D 20 37 38 02 4A 00 1B .73 + 5 = 78.J..
02A7C0: 00 03 0B 37 38 20 2D 20 20 20 20 3D 20 35 01 00 ...78 - = 5..
02A7D0: 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 00 1F 00 1B L.t.;...........
02A7E0: 00 1B 10 00 21 00 1F 00 21 00 1B 20 00 19 00 20 ....!...!.. ...
02A7F0: 00 23 00 1B 20 00 19 00 2C 00 1F 00 0B 2B 00 1F .#.. ...,....+..
02A800: 00 20 00 23 00 0B FF FF 02 47 00 07 00 03 0C 34 . .#.....G.....4
02A810: 36 20 2B 20 31 30 20 3D 20 35 36 02 4A 00 1B 00 6 + 10 = 56.J...
02A820: 03 0B 35 36 20 2D 20 20 20 20 3D 20 31 30 01 00 ..56 - = 10..
02A830: 4C 00 2B 00 3B 01 AB 00 0A FF FF 02 08 00 16 00 L.+.;...........
02A840: 03 0B 55 6E 65 20 61 64 64 69 74 69 6F 6E 20 70 ..Une addition p
02A850: 65 75 74 20 73 27 82 63 72 69 72 65 02 08 00 22 eut s'.crire..."
02A860: 00 73 6F 75 73 20 66 6F 72 6D 65 20 64 65 03 0C .sous forme de..
02A870: 20 32 20 73 6F 75 73 74 72 61 63 74 69 6F 6E 02 2 soustraction.
02A880: E7 00 22 00 73 02 08 00 32 00 03 0B 50 61 72 20 ..".s...2...Par
02A890: 65 78 65 6D 70 6C 65 20 3A 02 48 00 42 00 35 20 exemple :.H.B.5
02A8A0: 2B 20 33 20 3D 20 38 02 08 00 56 00 64 6F 6E 6E + 3 = 8...V.donn
02A8B0: 65 20 20 20 38 20 2D 20 03 0C 35 03 0B 20 3D 20 e 8 - ..5.. =
02A8C0: 03 0C 33 02 48 00 62 00 03 0B 38 20 2D 20 03 0C ..3.H.b...8 - ..
02A8D0: 33 03 0B 20 3D 20 03 0C 35 01 00 4C 00 2B 00 3B 3.. = ..5..L.+.;
02A8E0: 01 AB 00 0A FF FF 02 24 00 03 00 03 0C 43 6F 77 .......$.....Cow
02A8F0: 2D 62 6F 79 73 20 65 74 20 63 61 76 61 6C 69 65 -boys et cavalie
02A900: 1C 00 19 00 C3 01 00 00 29 00 08 00 09 00 EC 01 ........).......
02A910: 00 00 D7 00 17 00 17 00 0B 28 CB 28 0D 28 CB 28 .........(.(.(.(
02A920: 0C 28 C8 7B C8 28 0B 28 C8 7B C8 28 0B 28 78 C8 .(.{.(.(.{.(.(x.
02A930: 79 C8 78 28 0B 28 C8 78 28 79 C8 28 0B 28 79 28 y.x(.(.x(y.(.(y(
02A940: 7A 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 0B 28 z(.(y(z(.(y(z(.(
02A950: 79 28 7A 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 y(z(.(y(z(.(y(z(
02A960: 0B 28 79 28 7A 28 0C 28 78 28 79 28 0D 28 78 28 .(y(z(.(x(y(.(x(
02A970: 79 28 0D 28 78 28 79 28 0D 28 78 28 79 28 0D 28 y(.(x(y(.(x(y(.(
02A980: 78 28 79 28 0D 28 C8 28 C9 28 0D 4D 0C 4F 08 0B x(y(.(.(.(.M.O..
02A990: 2C 00 09 28 9C 28 00 08 28 9C 28 00 08 28 9C 28 ,..(.(..(.(..(.(
02A9A0: 0F 29 98 FA 98 2A 0C 28 C8 28 F8 28 F8 28 F8 28 .)...*.(.(.(.(.(
02A9B0: C9 28 0A 28 CA 28 FA 28 CB 28 09 28 C8 4A 2A 4B .(.(.(.(.(.(.J*K
02A9C0: C8 28 09 28 48 28 49 C8 49 C8 49 28 48 28 09 28 .(.(H(I.I.I(H(.(
02A9D0: 48 28 4A C9 4A 28 48 28 09 28 48 28 49 C8 2D 48 H(J.J(H(.(H(I.-H
02A9E0: 28 09 28 49 28 48 28 F9 C8 4B 28 09 28 49 2A F9 (.(I(H(..K(.(I*.
02A9F0: C8 4B 28 09 28 49 28 C8 78 2E 0A 28 49 28 C8 7B .K(.(I(.x..(I(.{
02AA00: C8 28 0C 28 49 28 78 C8 79 C8 78 28 0C 28 C9 28 .(.(I(x.y.x(.(.(
02AA10: C8 78 28 79 C8 28 0C 2B 79 28 7A 28 0C 28 F9 28 .x(y.(.+y(z(.(.(
02AA20: 79 28 7A 28 0D 2A 79 28 7A 28 0C 00 0E 2B 00 16 y(z(.*y(z(...+..
02AA30: 28 9B 28 00 15 28 F9 9A 28 00 14 28 F8 28 F9 98 (.(..(..(..(.(..
02AA40: 28 00 14 28 FB 98 28 00 14 28 98 FB 28 00 14 28 (..(..(..(..(..(
02AA50: FB 28 00 16 29 F9 28 00 15 29 CA 28 00 15 28 4B .(..).(..).(..(K
02AA60: C8 28 00 14 28 4C C8 28 00 13 28 4C C8 28 00 13 .(..(L.(..(L.(..
02AA70: 28 4D C8 28 00 12 28 4A 28 49 C8 28 00 12 28 4B (M.(..(J(I.(..(K
02AA80: 28 49 C8 28 00 11 28 4B 28 49 C8 28 00 11 28 4C (I.(..(K(I.(..(L
02AA90: 28 49 C8 28 00 11 28 CB 28 49 C8 28 0A 48 0D 20 (I.(..(.(I.(.H.
02AAA0: 0E 48 C8 28 0A 49 2C 79 29 70 09 28 48 C8 28 0A .H.(.I,y)p.(H.(.
02AAB0: 49 C8 7B 29 70 0B 28 49 C8 28 09 4A 2B 70 0D 29 I.{)p.(I.(.J+p.)
02AAC0: 48 C8 28 09 4A C8 7D 2B 7D 28 08 28 C9 28 0A 4A H.(.J.}+}(.(.(.J
02AAD0: 2D 0B 2D 09 28 F9 28 00 18 29 0A 0C 29 F8 0B 28 -.-.(.(..)..)..(
02AAE0: 48 28 F8 0A 28 49 28 98 09 28 4A 28 F8 09 28 49 H(..(I(..(J(..(I
02AAF0: 28 08 28 09 28 4A 29 0A 28 49 28 48 0B 28 48 28 (.(.(J).(I(H.(H(
02AB00: 72 73 20 02 03 00 0B 00 63 6F 73 61 71 75 65 73 rs .....cosaques
02AB10: 20 65 78 82 63 75 74 65 6E 74 20 64 65 73 20 02 ex.cutent des .
02AB20: B8 00 0B 00 6E 75 6D 82 72 6F 02 E7 00 0B 00 73 ....num.ro.....s
02AB30: 02 1C 00 13 00 64 65 20 76 6F 6C 74 69 67 65 20 .....de voltige
02AB40: 64 27 75 6E 65 20 67 72 61 6E 64 65 02 52 00 1B d'une grande.R..
02AB50: 00 68 61 72 64 69 65 73 73 65 20 21 01 00 4C 00 .hardiesse !..L.
02AB60: 53 00 3B 01 79 00 0A FF FF 02 08 00 00 00 03 0B S.;.y...........
02AB70: 45 66 66 65 63 74 75 65 20 6C 65 73 20 73 6F 75 Effectue les sou
02AB80: 73 74 72 61 63 74 69 6F 6E 73 02 08 00 0C 00 73 stractions.....s
02AB90: 75 69 76 61 6E 74 65 73 2E 02 08 00 1C 00 45 63 uivantes......Ec
02ABA0: 72 69 73 20 6C 61 20 62 6F 6E 6E 65 20 72 82 70 ris la bonne r.p
02ABB0: 6F 6E 73 65 2E 01 00 4C 00 7A 00 3B 01 8F 00 0A onse...L.z.;....
02ABC0: FF FF 02 3B 00 0A 00 03 0C 38 35 20 2D 20 35 32 ...;.....85 - 52
02ABD0: 20 3D 01 00 4C 00 7A 00 3B 01 8F 00 0A FF FF 02 =..L.z.;.......
02ABE0: 3B 00 0A 00 03 0C 37 34 20 2D 20 33 32 20 3D 01 ;.....74 - 32 =.
02ABF0: 00 4C 00 7A 00 3B 01 8F 00 0A FF FF 02 3B 00 0A .L.z.;.......;..
02AC00: 00 03 0C 38 39 20 2D 20 35 37 20 3D 01 00 4C 00 ...89 - 57 =..L.
02AC10: 7A 00 3B 01 8F 00 0A FF FF 02 2B 00 0A 00 03 0C z.;.......+.....
02AC20: 33 32 36 20 2D 20 31 32 32 20 3D 01 00 4C 00 7A 326 - 122 =..L.z
02AC30: 00 3B 01 8F 00 0A FF FF 02 33 00 0A 00 03 0C 37 .;.......3.....7
02AC40: 36 30 20 2D 20 35 30 20 3D 01 00 4C 00 7A 00 3B 60 - 50 =..L.z.;
02AC50: 01 8F 00 0A FF FF 02 2B 00 0A 00 03 0C 38 39 36 .......+.....896
02AC60: 20 2D 20 31 36 30 20 3D 01 00 4C 00 7A 00 3B 01 - 160 =..L.z.;.
02AC70: 8F 00 0A FF FF 02 3B 00 0A 00 03 0C 33 31 20 2D ......;.....31 -
02AC80: 20 31 38 20 3D 01 00 4C 00 7A 00 3B 01 8F 00 0A 18 =..L.z.;....
02AC90: FF FF 02 3B 00 0A 00 03 0C 38 33 20 2D 20 31 34 ...;.....83 - 14
02ACA0: 20 3D 01 00 4C 00 7A 00 3B 01 8F 00 0A FF FF 02 =..L.z.;.......
02ACB0: 33 00 0A 00 03 0C 33 32 32 20 2D 20 38 36 20 3D 3.....322 - 86 =
02ACC0: 01 00 4C 00 7A 00 3B 01 8F 00 0A FF FF 02 2B 00 ..L.z.;.......+.
02ACD0: 0A 00 03 0C 35 36 32 20 2D 20 33 35 38 20 3D 01 ....562 - 358 =.
02ACE0: 00 4C 00 2B 00 3B 01 AB 00 0A 5B 00 3E 00 80 00 .L.+.;....[.>...
02ACF0: 3E 00 1B 66 00 42 00 66 00 4D 00 1B 56 00 4D 00 >..f.B.f.M..V.M.
02AD00: 54 72 61 63 6B 2D 49 6E 66 6F 0D 0A 00 00 00 00 Track-Info......
02AD10: 24 00 01 00 02 09 50 E5 24 00 C1 02 00 00 00 02 $.....P.$.......
02AD20: 24 00 C6 02 00 00 00 02 24 00 C2 02 00 00 00 02 $.......$.......
02AD30: 24 00 C7 02 00 00 00 02 24 00 C3 02 00 00 00 02 $.......$.......
02AD40: 24 00 C8 02 00 00 00 02 24 00 C4 02 00 00 00 02 $.......$.......
02AD50: 24 00 C9 02 00 00 00 02 24 00 C5 02 00 00 00 02 $.......$.......
02AD60: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02AD70: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02AD80: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02AD90: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADA0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADB0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADC0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADD0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADE0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02ADF0: 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ................
02AE00: 48 0C 29 48 B0 14 09 B8 20 12 B8 18 28 B0 14 18 H.)H.... ...(...
02AE10: 28 B8 29 B9 2B B9 29 B9 29 B8 29 B8 18 28 BB 2D (.).+.).).)..(.-
02AE20: B8 29 B9 29 BB 18 28 B8 29 B8 29 39 29 B8 29 B8 .).)..(.).)9).).
02AE30: 2A B8 29 B8 18 28 BB 29 B9 29 B8 29 B8 29 38 BB *.)..(.).).).)8.
02AE40: 18 28 B8 29 B8 29 B9 29 B8 2C B9 29 B8 18 28 BB .(.).).).,.)..(.
02AE50: 29 B9 29 B8 2B 38 BC 18 28 B8 29 B8 29 B9 29 B8 ).).+8..(.).).).
02AE60: 2B BA 29 B8 18 28 BB 29 B9 29 B8 2A 38 BD 18 28 +.)..(.).).*8..(
02AE70: B8 29 B8 29 B9 29 B8 2B BA 29 B8 18 28 BB 29 B9 .).).).+.)..(.).
02AE80: 29 B8 2C BC 18 28 B8 29 B8 29 B9 29 B8 29 38 29 ).,..(.).).).)8)
02AE90: B9 29 B8 18 28 BB 29 B9 29 B8 29 B8 2A BB 18 28 .)..(.).).).*..(
02AEA0: B8 29 B8 2D B8 29 B8 38 29 B8 29 B8 18 28 BB 38 .).-.).8).)..(.8
02AEB0: 2B 38 B8 29 B9 29 BB 18 28 B8 29 B9 3B B9 39 B9 +8.).)..(.).;.9.
02AEC0: 39 B8 29 B8 18 28 B0 14 18 28 B8 20 12 B8 18 28 9.)..(...(. ...(
02AED0: B0 14 18 28 08 10 14 28 08 20 15 1A 1A 12 B8 18 ...(...(. ......
02AEE0: 28 B0 14 18 28 08 10 14 28 08 20 15 1A 1A 29 48 (...(...(. ...)H
02AEF0: 1A 1A 08 B0 45 1A 1A 64 65 63 3A 0D CE 00 73 75 ....E..dec:...su
02AF00: C8 28 0C 28 49 28 78 C8 79 C8 78 28 0C 28 C9 28 .(.(I(x.y.x(.(.(
02AF10: C8 78 28 79 C8 28 0C 2B 79 28 7A 28 0C 28 F9 28 .x(y.(.+y(z(.(.(
02AF20: 79 28 7A 28 0D 2A 79 28 7A 28 0C 00 0E 2B 00 16 y(z(.*y(z(...+..
02AF30: 28 9B 28 00 15 28 F9 9A 28 00 14 28 F8 28 F9 98 (.(..(..(..(.(..
02AF40: 28 00 14 28 FB 98 28 00 14 28 98 FB 28 00 14 28 (..(..(..(..(..(
02AF50: FB 28 00 16 29 F9 28 00 15 29 CA 28 00 15 28 4B .(..).(..).(..(K
02AF60: C8 28 00 14 28 4C C8 28 00 13 28 4C C8 28 00 13 .(..(L.(..(L.(..
02AF70: 28 4D C8 28 00 12 28 4A 28 49 C8 28 00 12 28 4B (M.(..(J(I.(..(K
02AF80: 28 49 C8 28 00 11 28 4B 28 49 C8 28 00 11 28 4C (I.(..(K(I.(..(L
02AF90: 28 49 C8 28 00 11 28 CB 28 49 C8 28 0A 48 0D 20 (I.(..(.(I.(.H.
02AFA0: 0E 48 C8 28 0A 49 2C 79 29 70 09 28 48 C8 28 0A .H.(.I,y)p.(H.(.
02AFB0: 49 C8 7B 29 70 0B 28 49 C8 28 09 4A 2B 70 0D 29 I.{)p.(I.(.J+p.)
02AFC0: 48 C8 28 09 4A C8 7D 2B 7D 28 08 28 C9 28 0A 4A H.(.J.}+}(.(.(.J
02AFD0: 2D 0B 2D 09 28 F9 28 00 18 29 0A 0C 29 F8 0B 28 -.-.(.(..)..)..(
02AFE0: 48 28 F8 0A 28 49 28 98 09 28 4A 28 F8 09 28 49 H(..(I(..(J(..(I
02AFF0: 28 08 28 09 28 4A 29 0A 28 49 28 48 0B 28 48 28 (.(.(J).(I(H.(H(
02B000: 0E 02 52 00 8B 00 70 00 0A 00 00 00 00 00 00 00 ..R...p.........
02B010: 01 02 27 00 80 17 42 00 24 14 03 00 63 01 01 0A ..'...B.$...c...
02B020: 00 90 17 46 00 14 01 00 63 C0 01 01 0A 00 90 17 ...F....c.......
02B030: 46 00 14 00 00 63 00 B7 0E 02 52 00 95 00 70 00 F....c....R...p.
02B040: 15 00 00 00 00 00 00 00 01 02 0D 00 90 17 46 00 ..............F.
02B050: 14 00 00 63 00 B7 0E 02 C2 00 77 00 79 00 0A 00 ...c......w.y...
02B060: 00 00 00 00 00 00 01 02 27 00 80 17 42 00 24 14 ........'...B.$.
02B070: 02 00 63 01 01 0A 00 90 17 46 00 14 01 00 63 C0 ..c......F....c.
02B080: 01 01 0A 00 90 17 46 00 14 00 00 63 00 B7 0E 02 ......F....c....
02B090: C2 00 81 00 79 00 0A 00 00 00 00 00 00 00 01 02 ....y...........
02B0A0: 0D 00 90 17 46 00 14 00 00 63 00 B7 0E 02 C2 00 ....F....c......
02B0B0: 8B 00 79 00 0A 00 00 00 00 00 00 00 01 02 27 00 ..y...........'.
02B0C0: 80 17 42 00 24 14 01 00 63 01 01 0A 00 90 17 46 ..B.$...c......F
02B0D0: 00 14 01 00 63 C0 01 01 0A 00 90 17 46 00 14 00 ....c.......F...
02B0E0: 00 63 00 B7 0E 02 C2 00 95 00 79 00 0A 00 00 00 .c........y.....
02B0F0: 00 00 00 00 01 02 2C 00 50 17 42 00 02 14 00 00 ......,.P.B.....
02B100: 63 14 04 00 63 01 01 0A 00 90 17 46 00 14 01 00 c...c......F....
02B110: 63 FB 40 01 01 0A 00 90 17 46 00 14 00 00 63 00 c.@......F....c.
02B120: B7 0E 02 C2 00 9F 00 79 00 0B 00 00 00 00 00 00 .......y........
02B130: 00 01 02 0D 00 90 17 46 00 14 00 00 63 00 B7 0E .......F....c...
02B140: 02 C5 00 B2 00 17 00 16 00 00 3F 05 00 00 00 01 ..........?.....
02B150: 01 05 00 00 B7 0E 02 E1 00 B2 00 17 00 16 00 00 ................
02B160: 40 06 00 00 00 01 01 05 00 00 B7 0E 02 FD 00 B2 @...............
02B170: 00 1A 00 16 00 00 41 07 00 00 00 01 01 05 00 00 ......A.........
02B180: B7 0E 02 19 01 B2 00 17 00 16 00 00 42 08 00 00 ............B...
02B190: 00 01 01 05 00 00 B7 0E 02 4C 00 2B 00 F0 00 81 .........L.+....
02B1A0: 00 00 00 09 00 00 00 01 01 05 00 00 B7 0E 01 10 ................
02B1B0: 59 00 E5 08 00 01 00 01 00 20 1B 00 90 17 53 00 Y........ ....S.
02B1C0: 14 36 00 63 00 29 11 00 4D 11 90 17 3B 00 14 01 .6.c.)..M...;...
02B1D0: 00 63 20 09 01 00 AD 10 20 0A 01 90 17 3D 00 14 .c ..... ....=..
02B1E0: 02 00 63 90 17 3E 00 14 06 00 63 00 FD 0F 90 17 ..c..>....c.....
02B1F0: 3F 00 14 00 00 63 90 17 40 00 14 00 00 63 90 17 ?....c..@....c..
02B200: 1C 00 19 00 C3 01 00 00 29 00 08 00 09 00 EC 01 ........).......
02B210: 00 00 D7 00 17 00 17 00 0B 28 CB 28 0D 28 CB 28 .........(.(.(.(
02B220: 0C 28 C8 7B C8 28 0B 28 C8 7B C8 28 0B 28 78 C8 .(.{.(.(.{.(.(x.
02B230: 79 C8 78 28 0B 28 C8 78 28 79 C8 28 0B 28 79 28 y.x(.(.x(y.(.(y(
02B240: 7A 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 0B 28 z(.(y(z(.(y(z(.(
02B250: 79 28 7A 28 0B 28 79 28 7A 28 0B 28 79 28 7A 28 y(z(.(y(z(.(y(z(
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02C270: 00 00 87 01 00 B9 00 FB C0 01 01 1A 00 80 17 46 ...............F
02C280: 00 24 14 01 00 63 01 01 05 00 00 95 0F C0 01 01 .$...c..........
02C290: 05 00 00 9F 0F 01 02 08 00 00 ED 01 00 65 0D 01 .............e..
02C2A0: 03 44 00 80 17 5A 00 24 14 01 00 1F 17 3F 00 25 .D...Z.$.....?.%
02C2B0: 17 3D 00 63 01 01 07 00 E5 0B 00 00 00 00 00 F4 .=.c............
02C2C0: 01 80 17 45 00 22 14 00 00 63 01 01 05 00 00 E5 ...E."...c......
02C2D0: 0F C0 01 02 11 00 90 17 3C 00 17 3C 00 02 14 01 ........<..<....
02C2E0: 00 63 00 65 0D 01 03 16 00 E5 0A 00 00 00 90 17 .c.e............
02C2F0: 45 00 17 45 00 03 14 01 00 63 00 B9 00 01 03 9D E..E.....c......
02C300: 0B 3A 20 03 0C 34 03 0B 20 3D 20 01 00 4C 00 74 .: ..4.. = ..L.t
02C310: 00 3B 01 AB 00 0A 10 00 1B 00 1F 00 1B 00 1B 10 .;..............
02C320: 00 21 00 1F 00 21 00 1B 20 00 19 00 20 00 23 00 .!...!.. ... .#.
02C330: 1B 20 00 19 00 2C 00 1F 00 0B 2B 00 1F 00 20 00 . ...,....+... .
02C340: 23 00 0B FF FF 02 42 00 07 00 03 0C 35 30 20 03 #.....B.....50 .
02C350: 0B 3D 20 03 0C 31 30 03 0B 20 03 3B 71 03 0B 20 .= ..10.. .;q..
02C360: 02 42 00 1B 00 03 0C 35 30 20 03 0B 3A 20 03 0C .B.....50 ..: ..
02C370: 31 30 03 0B 20 3D 20 01 00 4C 00 74 00 3B 01 AB 10.. = ..L.t.;..
02C380: 00 0A 10 00 1B 00 1F 00 1B 00 1B 10 00 21 00 1F .............!..
02C390: 00 21 00 1B 20 00 19 00 20 00 23 00 1B 20 00 19 .!.. ... .#.. ..
02C3A0: 00 2C 00 1F 00 0B 2B 00 1F 00 20 00 23 00 0B FF .,....+... .#...
02C3B0: FF 02 4A 00 07 00 03 0C 32 34 20 03 0B 3D 20 03 ..J.....24 ..= .
02C3C0: 0C 34 03 0B 20 03 3B 71 03 0B 20 02 4A 00 1B 00 .4.. .;q.. .J...
02C3D0: 03 0C 32 34 20 03 0B 3A 20 03 0C 34 03 0B 20 3D ..24 ..: ..4.. =
02C3E0: 20 01 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 00 ..L.t.;........
02C3F0: 1F 00 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 00 .......!...!.. .
02C400: 19 00 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 0B .. .#.. ...,....
02C410: 2B 00 1F 00 20 00 23 00 0B FF FF 02 4A 00 07 00 +... .#.....J...
02C420: 03 0C 34 35 20 03 0B 3D 20 03 0C 35 03 0B 20 03 ..45 ..= ..5.. .
02C430: 3B 71 03 0B 20 02 4A 00 1B 00 03 0C 34 35 20 03 ;q.. .J.....45 .
02C440: 0B 3A 20 03 0C 35 03 0B 20 3D 20 01 00 4C 00 74 .: ..5.. = ..L.t
02C450: 00 3B 01 AB 00 0A 10 00 1B 00 1F 00 1B 00 1B 10 .;..............
02C460: 00 21 00 1F 00 21 00 1B 20 00 19 00 20 00 23 00 .!...!.. ... .#.
02C470: 1B 20 00 19 00 2C 00 1F 00 0B 2B 00 1F 00 20 00 . ...,....+... .
02C480: 23 00 0B FF FF 02 4A 00 07 00 03 0C 36 34 20 03 #.....J.....64 .
02C490: 0B 3D 20 03 0C 38 03 0B 20 03 3B 71 03 0B 20 02 .= ..8.. .;q.. .
02C4A0: 4A 00 1B 00 03 0C 36 34 20 03 0B 3A 20 03 0C 38 J.....64 ..: ..8
02C4B0: 03 0B 20 3D 20 01 00 4C 00 74 00 3B 01 AB 00 0A .. = ..L.t.;....
02C4C0: 10 00 1B 00 1F 00 1B 00 1B 10 00 21 00 1F 00 21 ...........!...!
02C4D0: 00 1B 20 00 19 00 20 00 23 00 1B 20 00 19 00 2C .. ... .#.. ...,
02C4E0: 00 1F 00 0B 2B 00 1F 00 20 00 23 00 0B FF FF 02 ....+... .#.....
02C4F0: 4A 00 07 00 03 0C 35 36 20 03 0B 3D 20 03 0C 37 J.....56 ..= ..7
02C500: 00 80 17 3E 00 20 17 3D 00 63 01 01 0A 00 90 17 ...>. .=.c......
02C510: 3D 00 17 3E 00 63 00 90 17 51 00 14 00 00 63 70 =..>.c...Q....cp
02C520: 17 51 00 20 17 3D 00 63 01 03 72 00 60 01 03 4A .Q. .=.c..r.`..J
02C530: 00 90 17 52 00 1D 0A 17 3E 00 0A 63 90 17 5C 00 ...R....>..c..\.
02C540: 14 00 00 63 70 17 5C 00 20 17 51 00 63 01 02 2A ...cp.\. .Q.c..*
02C550: 00 80 1A 47 00 01 0A 17 5C 00 0C 24 17 52 00 63 ...G....\..$.R.c
02C560: 01 01 0A 00 90 17 52 00 14 FF FF 63 00 90 17 5C ......R....c...\
02C570: 00 17 5C 00 02 14 01 00 63 B0 17 52 00 25 14 FF ..\.....c..R.%..
02C580: FF 63 90 1A 47 00 01 0A 17 51 00 0C 17 52 00 63 .c..G....Q...R.c
02C590: 90 17 51 00 17 51 00 02 14 01 00 63 01 01 0F 00 ..Q..Q.....c....
02C5A0: A0 04 00 14 24 01 63 14 95 00 63 00 65 01 06 7A ....$.c...c.e..z
02C5B0: 00 90 17 C4 00 14 00 00 63 70 17 C4 00 20 14 E0 ........cp... ..
02C5C0: 2E 63 01 03 38 00 90 17 C4 00 17 C4 00 02 14 01 .c..8...........
02C5D0: 00 63 F4 01 00 80 17 00 00 25 14 00 00 1E 17 04 .c.......%......
02C5E0: 00 25 14 00 00 63 01 02 13 00 70 17 04 00 25 14 .%...c....p...%.
02C5F0: 00 00 63 01 01 05 00 F4 01 00 E0 00 F5 14 55 00 ..c...........U.
02C600: 63 14 66 00 63 14 E0 00 63 14 0E 00 63 20 04 00 c.f.c...c...c ..
02C610: 70 17 04 00 24 14 00 00 1F 17 00 00 24 14 00 00 p...$.......$...
02C620: 63 01 01 05 00 F4 01 00 F6 01 04 22 00 90 17 3F c.........."...?
02C630: 00 14 00 00 63 90 17 3C 00 14 00 00 63 90 17 41 ....c..<....c..A
02C640: 00 14 00 00 63 90 17 55 00 14 00 00 63 01 03 19 ....c..U....c...
02C650: 00 90 17 54 00 14 00 00 63 90 17 5A 00 14 00 00 ...T....c..Z....
02C660: 63 E5 03 00 01 00 05 00 01 02 11 00 90 17 5A 00 c.............Z.
02C670: 14 01 00 63 E5 04 00 01 00 05 00 15 01 92 13 54 ...c...........T
02C680: 00 E6 13 AC 00 92 14 89 00 1B 15 84 00 F5 16 3C ...............<
02C690: 00 FF FF 28 00 FF FF 30 00 FF FF BC 00 FF FF 69 ...(...0.......i
02C6A0: 00 FF FF 21 00 FF FF 0D 00 FF FF A7 00 FF FF 84 ...!............
02C6B0: 00 FF FF 22 00 FF FF 22 00 FF FF 22 00 FF FF 22 ..."..."..."..."
02C6C0: 00 FF FF 22 00 FF FF 22 00 FF FF 22 00 FF FF 22 ..."..."..."..."
02C6D0: 00 FF FF 22 00 FF FF 22 00 9F 15 AC 00 4B 16 AA ..."...".....K..
02C6E0: 00 FF FF C5 00 FF FF 2D 00 56 04 0D 00 FF FF 2D .......-.V.....-
02C6F0: 00 FF FF 2F 00 FF FF 2D 00 FF FF 30 00 FF FF 2F .../...-...0.../
02C700: 03 0B 20 03 3B 71 03 0B 20 02 4A 00 1B 00 03 0C .. .;q.. .J.....
02C710: 35 36 20 03 0B 3A 20 03 0C 37 03 0B 20 3D 20 01 56 ..: ..7.. = .
02C720: 00 4C 00 74 00 3B 01 AB 00 0A 10 00 1B 00 1F 00 .L.t.;..........
02C730: 1B 00 1B 10 00 21 00 1F 00 21 00 1B 20 00 19 00 .....!...!.. ...
02C740: 20 00 23 00 1B 20 00 19 00 2C 00 1F 00 0B 2B 00 .#.. ...,....+.
02C750: 1F 00 20 00 23 00 0B FF FF 02 4A 00 07 00 03 0C .. .#.....J.....
02C760: 34 38 20 03 0B 3D 20 03 0C 38 03 0B 20 03 3B 71 48 ..= ..8.. .;q
02C770: 03 0B 20 02 4A 00 1B 00 03 0C 34 38 20 03 0B 3A .. .J.....48 ..:
02C780: 20 03 0C 38 03 0B 20 3D 20 01 00 4C 00 74 00 3B ..8.. = ..L.t.;
02C790: 01 AB 00 0A 10 00 1B 00 1F 00 1B 00 1B 10 00 21 ...............!
02C7A0: 00 1F 00 21 00 1B 20 00 19 00 20 00 23 00 1B 20 ...!.. ... .#..
02C7B0: 00 19 00 2C 00 1F 00 0B 2B 00 1F 00 20 00 23 00 ...,....+... .#.
02C7C0: 0B FF FF 02 4A 00 07 00 03 0C 38 31 20 03 0B 3D ....J.....81 ..=
02C7D0: 20 03 0C 39 03 0B 20 03 3B 71 03 0B 20 02 4A 00 ..9.. .;q.. .J.
02C7E0: 1B 00 03 0C 38 31 20 03 0B 3A 20 03 0C 39 03 0B ....81 ..: ..9..
02C7F0: 20 3D 20 01 00 4C 00 2B 00 3B 01 AB 00 0A FF FF = ..L.+.;......
02C800: 02 10 00 03 00 03 0C 43 68 69 65 6E 73 20 65 74 .......Chiens et
02C810: 20 73 69 6E 67 65 73 20 73 6F 6E 74 20 70 6C 75 singes sont plu
02C820: 73 02 08 00 0B 00 69 6E 74 65 6C 6C 69 67 65 6E s.....intelligen
02C830: 74 73 20 65 74 20 70 6C 75 73 20 66 61 63 69 6C ts et plus facil
02C840: 65 73 02 58 00 13 00 85 20 64 72 65 73 73 65 72 es.X.... dresser
02C850: 2E 01 00 4C 00 49 00 3B 01 6B 00 0A FF FF 02 08 ...L.I.;.k......
02C860: 00 00 00 03 0B 45 6E 20 75 74 69 6C 69 73 61 6E .....En utilisan
02C870: 74 20 63 65 74 74 65 20 74 61 62 6C 65 20 64 65 t cette table de
02C880: 02 08 00 08 00 6D 75 6C 74 69 70 6C 69 63 61 74 .....multiplicat
02C890: 69 6F 6E 20 64 65 20 31 32 2C 20 63 6C 69 71 75 ion de 12, cliqu
02C8A0: 65 02 08 00 10 00 6C 65 20 70 72 6F 64 75 69 74 e.....le produit
02C8B0: 20 71 75 69 20 63 6F 72 72 65 73 70 6F 6E 64 20 qui correspond
02C8C0: 85 02 08 00 18 00 6C 61 20 64 69 76 69 73 69 6F ......la divisio
02C8D0: 6E 2E 01 00 4C 00 6B 00 3B 01 AB 00 0A 06 00 0C n...L.k.;.......
02C8E0: 00 EE 00 3E 00 1B 75 00 0C 00 75 00 3E 00 1B 06 ...>..u...u.>...
02C8F0: 00 16 00 EE 00 16 00 1B 06 00 20 00 EE 00 20 00 .......... ... .
02C900: 00 FF FF 2B 00 FF FF 2D 00 FF FF 2B 00 FF FF 2E ...+...-...+....
02C910: 00 FF FF 2D 00 FF FF 2F 00 FF FF 9B 00 FF FF 03 ...-.../........
02C920: 01 FF FF 97 00 FF FF AF 00 FF FF 21 00 FF FF 29 ...........!...)
02C930: 00 FF FF 20 00 FF FF 21 00 FF FF 21 00 FF FF 20 ... ...!...!...
02C940: 00 FF FF 20 00 FF FF 22 00 FF FF 21 00 FF FF 20 ... ..."...!...
02C950: 00 FF FF 20 00 FF FF 35 01 FF FF B3 00 FF FF E0 ... ...5........
02C960: 00 FF FF 72 00 FF FF EA 00 FF FF 1C 00 FF FF 53 ...r...........S
02C970: 00 FF FF 1D 00 FF FF 1C 00 FF FF 1D 00 FF FF 1D ................
02C980: 00 FF FF 1D 00 FF FF 1D 00 FF FF 1D 00 FF FF 1D ................
02C990: 00 FF FF 1D 00 FF FF 28 01 FF FF 4E 00 FF FF 1D .......(...N....
02C9A0: 00 FF FF 1D 00 FF FF 1D 00 FF FF 1D 00 FF FF 1D ................
02C9B0: 00 FF FF 1D 00 FF FF 1C 00 FF FF 1D 00 FF FF 1D ................
02C9C0: 00 FF FF 1D 00 FF FF 62 01 FF FF 00 01 FF FF FE .......b........
02C9D0: 00 FF FF C9 00 FF FF 29 01 FF FF 47 01 FF FF F8 .......)...G....
02C9E0: 00 FF FF A5 00 FF FF 78 00 FF FF 23 00 FF FF 28 .......x...#...(
02C9F0: 00 FF FF 19 00 FF FF 27 00 FF FF 28 00 FF FF 2F .......'...(.../
02CA00: 00 FF FF 22 00 FF FF 78 00 FF FF 6B 00 FF FF 19 ..."...x...k....
02CA10: 00 FF FF 1A 00 FF FF 19 00 FF FF 1A 00 FF FF 19 ................
02CA20: 00 FF FF 19 00 FF FF EF 00 FF FF 5D 00 FF FF 84 ...........]....
02CA30: 00 FF FF 64 00 FF FF 66 00 FF FF 63 00 FF FF 39 ...d...f...c...9
02CA40: 01 FF FF 83 00 FF FF 66 00 FF FF 62 00 FF FF 83 .......f...b....
02CA50: 00 FF FF 66 00 FF FF 68 00 FF FF 70 00 FF FF B4 ...f...h...p....
02CA60: 00 FF FF A4 00 FF FF 36 00 FF FF 5B 00 FF FF 46 .......6...[...F
02CA70: 00 FF FF 48 00 FF FF 46 00 FF FF 49 00 FF FF 48 ...H...F...I...H
02CA80: 00 FF FF 48 00 FF FF 48 00 FF FF 48 00 FF FF 32 ...H...H...H...2
02CA90: 00 FF FF 63 00 FF FF 64 00 FF FF 64 00 FF FF 64 ...c...d...d...d
02CAA0: 00 FF FF 64 00 FF FF 66 00 FF FF 66 00 FF FF 65 ...d...f...f...e
02CAB0: 00 FF FF 65 00 FF FF 65 00 FF FF 64 00 FF FF C3 ...e...e...d....
02CAC0: 00 FF FF A5 00 FF FF 5B 00 FF FF 2E 00 FF FF 2E .......[........
02CAD0: 00 FF FF 2E 00 FF FF 2D 00 FF FF 2D 00 FF FF 2E .......-...-....
02CAE0: 00 FF FF 2E 00 FF FF 2E 00 FF FF 2E 00 FF FF 2E ................
02CAF0: 00 FF FF DC 00 FF FF 97 00 FF FF 91 00 FF FF 67 ...............g
02CB00: 1B 06 00 2A 00 EE 00 2A 00 1B 06 00 34 00 EE 00 ...*...*....4...
02CB10: 34 00 1B FF FF 02 08 00 0E 00 03 0B 31 32 20 03 4...........12 .
02CB20: 3B 71 03 0B 20 31 20 3D 20 31 32 20 20 20 20 20 ;q.. 1 = 12
02CB30: 31 32 20 03 3B 71 03 0B 20 36 20 3D 20 37 32 02 12 .;q.. 6 = 72.
02CB40: 08 00 18 00 31 32 20 03 3B 71 03 0B 20 32 20 3D ....12 .;q.. 2 =
02CB50: 20 32 34 20 20 20 20 20 31 32 20 03 3B 71 03 0B 24 12 .;q..
02CB60: 20 37 20 3D 20 38 34 02 08 00 22 00 31 32 20 03 7 = 84...".12 .
02CB70: 3B 71 03 0B 20 33 20 3D 20 33 36 20 20 20 20 20 ;q.. 3 = 36
02CB80: 31 32 20 03 3B 71 03 0B 20 38 20 3D 20 39 36 02 12 .;q.. 8 = 96.
02CB90: 08 00 2C 00 31 32 20 03 3B 71 03 0B 20 34 20 3D ..,.12 .;q.. 4 =
02CBA0: 20 34 38 20 20 20 20 20 31 32 20 03 3B 71 03 0B 48 12 .;q..
02CBB0: 20 39 20 3D 20 31 30 38 02 08 00 36 00 31 32 20 9 = 108...6.12
02CBC0: 03 3B 71 03 0B 20 35 20 3D 20 36 30 20 20 20 20 .;q.. 5 = 60
02CBD0: 20 31 32 20 03 3B 71 03 0B 20 31 30 20 3D 20 31 12 .;q.. 10 = 1
02CBE0: 32 02 E3 00 36 00 30 01 00 4C 00 6B 00 3B 01 75 2...6.0..L.k.;.u
02CBF0: 00 0A FF FF 02 53 00 01 00 03 0C 31 30 38 20 3A .....S.....108 :
02CC00: 20 31 32 20 3D 01 00 4C 00 6B 00 3B 01 75 00 0A 12 =..L.k.;.u..
02CC10: FF FF 02 53 00 01 00 03 0C 39 36 30 20 3A 20 31 ...S.....960 : 1
02CC20: 32 20 3D 01 00 4C 00 6B 00 3B 01 75 00 0A FF FF 2 =..L.k.;.u....
02CC30: 02 53 00 01 00 03 0C 37 32 30 20 3A 20 31 32 20 .S.....720 : 12
02CC40: 3D 01 00 4C 00 6B 00 3B 01 75 00 0A FF FF 02 53 =..L.k.;.u.....S
02CC50: 00 01 00 03 0C 33 36 30 20 3A 20 31 32 20 3D 01 .....360 : 12 =.
02CC60: 00 4C 00 6B 00 3B 01 75 00 0A FF FF 02 4B 00 01 .L.k.;.u.....K..
02CC70: 00 03 0C 31 30 38 30 20 3A 20 31 32 20 3D 01 00 ...1080 : 12 =..
02CC80: 4C 00 6B 00 3B 01 AB 00 0A 06 00 0C 00 EE 00 3E L.k.;..........>
02CC90: 00 1B 75 00 0C 00 75 00 3E 00 1B 06 00 16 00 EE ..u...u.>.......
02CCA0: 00 16 00 1B 06 00 20 00 EE 00 20 00 1B 06 00 2A ...... ... ....*
02CCB0: 00 EE 00 2A 00 1B 06 00 34 00 EE 00 34 00 1B FF ...*....4...4...
02CCC0: FF 02 08 00 0E 00 03 0B 31 32 20 03 3B 71 03 0B ........12 .;q..
02CCD0: 20 31 30 20 3D 20 31 32 30 20 31 32 20 03 3B 71 10 = 120 12 .;q
02CCE0: 03 0B 20 36 30 20 3D 20 37 32 30 02 08 00 18 00 .. 60 = 720.....
02CCF0: 31 32 20 03 3B 71 03 0B 20 32 30 20 3D 20 32 34 12 .;q.. 20 = 24
02CD00: 00 FF FF 6C 00 FF FF 6C 00 FF FF 6B 00 FF FF 67 ...l...l...k...g
02CD10: 00 FF FF 6C 00 FF FF 69 00 FF FF 6C 00 FF FF 68 ...l...i...l...h
02CD20: 00 FF FF 6C 00 FF FF 7E 00 FF FF A4 00 FF FF 26 ...l...~.......&
02CD30: 00 FF FF 47 00 FF FF 28 00 FF FF 2E 00 FF FF 2D ...G...(.......-
02CD40: 00 FF FF 28 00 FF FF 2D 00 FF FF 2E 00 FF FF 27 ...(...-.......'
02CD50: 00 FF FF 2F 00 FF FF 2F 00 FF FF 22 01 FF FF 65 .../.../..."...e
02CD60: 00 FF FF B4 00 FF FF 3D 00 FF FF 7A 00 FF FF 4C .......=...z...L
02CD70: 00 FF FF 46 00 FF FF 5D 00 FF FF 41 00 FF FF 48 ...F...]...A...H
02CD80: 00 FF FF E9 00 FF FF 7B 01 FF FF 3F 01 FF FF C3 .......{...?....
02CD90: 00 FF FF AA 00 FF FF 1C 00 FF FF 1D 00 FF FF 1E ................
02CDA0: 00 FF FF 1D 00 FF FF 1E 00 FF FF 1E 00 FF FF 1E ................
02CDB0: 00 FF FF 1E 00 FF FF 1E 00 FF FF 1E 00 FF FF FE ................
02CDC0: 00 FF FF 63 00 FF FF 6D 00 FF FF 5E 00 FF FF 5D ...c...m...^...]
02CDD0: 00 FF FF 5E 00 FF FF 5E 00 FF FF 60 00 FF FF 60 ...^...^...`...`
02CDE0: 00 FF FF 60 00 FF FF 5E 00 FF FF 5E 00 FF FF 60 ...`...^...^...`
02CDF0: 00 FF FF AB 00 FF FF 83 00 FF FF 59 00 FF FF 1D ...........Y....
02CE00: 00 FF FF 1D 00 FF FF 1D 00 FF FF 2B 00 FF FF 2B ...........+...+
02CE10: 00 FF FF 2B 00 FF FF 29 00 FF FF 29 00 FF FF 2B ...+...)...)...+
02CE20: 00 FF FF 2B 00 FF FF 1F 00 FF FF 1E 00 FF FF 1F ...+............
02CE30: 00 FF FF 1D 00 FF FF 1D 00 FF FF 1E 00 FF FF 1F ................
02CE40: 00 FF FF F8 00 FF FF 01 01 FF FF 6A 00 63 04 9E ...........j.c..
02CE50: 00 01 05 53 00 54 05 6A 00 BE 05 6A 00 28 06 6A ...S.T.j...j.(.j
02CE60: 00 92 06 6C 00 FE 06 6A 00 68 07 6A 00 D2 07 6A ...l...j.h.j...j
02CE70: 00 3C 08 6A 00 A6 08 6A 00 10 09 6A 00 7A 09 5E .<.j...j...j.z.^
02CE80: 00 D8 09 81 00 59 0A 15 01 6E 0B 1E 00 8C 0B 1E .....Y...n......
02CE90: 00 AA 0B 1E 00 C8 0B 1E 00 E6 0B 1F 00 05 0C 0F ................
02CEA0: 01 14 0D 91 00 A5 0D 4F 00 F4 0D 5E 00 52 0E 5C .......O...^.R.\
02CEB0: 00 AE 0E 5E 00 0C 0F 5E 00 6A 0F 5E 00 C8 0F 5E ...^...^.j.^...^
02CEC0: 00 26 10 EF 00 15 11 FB 00 10 12 A6 00 B6 12 DC .&..............
02CED0: 00 4C 00 2B 00 3B 01 AB 00 0A FF FF 01 00 4C 00 .L.+.;........L.
02CEE0: 2B 00 3B 01 AB 00 0A FF FF 02 08 00 03 00 03 0C +.;.............
02CEF0: 4C 65 73 20 67 72 61 6E 64 73 20 63 69 72 71 75 Les grands cirqu
02CF00: 30 20 31 32 20 03 3B 71 03 0B 20 37 30 20 3D 20 0 12 .;q.. 70 =
02CF10: 38 34 30 02 08 00 22 00 31 32 20 03 3B 71 03 0B 840...".12 .;q..
02CF20: 20 33 30 20 3D 20 33 36 30 20 31 32 20 03 3B 71 30 = 360 12 .;q
02CF30: 03 0B 20 38 30 20 3D 20 39 36 30 02 08 00 2C 00 .. 80 = 960...,.
02CF40: 31 32 20 03 3B 71 03 0B 20 34 30 20 3D 20 34 38 12 .;q.. 40 = 48
02CF50: 30 20 31 32 20 03 3B 71 03 0B 20 39 30 20 3D 20 0 12 .;q.. 90 =
02CF60: 31 30 38 30 02 08 00 36 00 31 32 20 03 3B 71 03 1080...6.12 .;q.
02CF70: 0B 20 35 30 20 3D 20 36 30 30 20 31 32 20 03 3B . 50 = 600 12 .;
02CF80: 71 03 0B 20 31 30 30 20 3D 31 32 30 30 01 00 4C q.. 100 =1200..L
02CF90: 00 2B 00 3B 01 AB 00 0A FF FF 02 1B 00 03 00 03 .+.;............
02CFA0: 0C 50 6C 75 73 20 6F 72 69 67 69 6E 61 75 78 20 .Plus originaux
02CFB0: 73 6F 6E 74 20 6C 65 73 20 02 20 00 0B 00 6E 75 sont les . ...nu
02CFC0: 6D 82 72 6F 73 20 64 27 68 79 70 6E 6F 73 65 20 m.ros d'hypnose
02CFD0: 64 61 6E 73 20 02 1B 00 13 00 6C 65 73 71 75 65 dans .....lesque
02CFE0: 6C 73 20 63 72 6F 63 6F 64 69 6C 65 73 20 65 74 ls crocodiles et
02CFF0: 20 02 02 00 1B 00 73 65 72 70 65 6E 74 73 20 6F .....serpents o
02D000: 62 82 69 73 73 65 6E 74 20 64 6F 63 69 6C 65 6D b.issent docilem
02D010: 65 6E 02 E1 00 1B 00 74 02 E7 00 1B 00 2E 01 00 en.....t........
02D020: 4C 00 51 00 3B 01 78 00 0A FF FF 02 08 00 04 00 L.Q.;.x.........
02D030: 03 0B 56 6F 69 63 69 20 75 6E 65 20 73 82 72 69 ..Voici une s.ri
02D040: 65 20 64 65 20 6D 75 6C 74 69 70 6C 65 73 02 08 e de multiples..
02D050: 00 10 00 64 65 20 20 2E 02 08 00 1C 00 43 6C 69 ...de ......Cli
02D060: 71 75 65 20 6C 27 69 6E 74 72 75 73 2E 01 00 4C que l'intrus...L
02D070: 00 7E 00 3B 01 97 00 0A 06 00 00 00 27 00 0F 00 .~.;........'...
02D080: 1C C4 00 00 00 E5 00 0F 00 1C 94 00 00 00 B5 00 ................
02D090: 0F 00 1C 64 00 00 00 85 00 0F 00 1C 35 00 00 00 ...d........5...
02D0A0: 56 00 0F 00 1C FF FF 02 10 00 04 00 03 0B 32 31 V.............21
02D0B0: 02 3F 00 04 00 34 32 02 6E 00 04 00 35 36 20 20 .?...42.n...56
02D0C0: 20 20 36 32 02 CF 00 04 00 37 30 01 00 4C 00 7E 62.....70..L.~
02D0D0: 00 3B 01 97 00 0A 06 00 00 00 27 00 0F 00 1C C4 .;........'.....
02D0E0: 00 00 00 E5 00 0F 00 1C 94 00 00 00 B5 00 0F 00 ................
02D0F0: 1C 64 00 00 00 85 00 0F 00 1C 35 00 00 00 56 00 .d........5...V.
02D100: 65 73 20 70 72 82 73 65 6E 74 65 6E 02 E7 00 03 es pr.senten....
02D110: 00 74 02 08 00 0B 00 75 6E 65 20 67 72 61 6E 64 .t.....une grand
02D120: 65 20 76 61 72 69 82 74 82 20 64 27 61 6E 69 6D e vari.t. d'anim
02D130: 61 75 78 02 E7 00 0B 00 3A 02 0B 00 13 00 63 68 aux.....:.....ch
02D140: 69 6D 70 61 6E 7A 82 73 2C 20 63 68 69 65 6E 73 impanz.s, chiens
02D150: 2C 20 6F 74 61 72 69 65 73 2C 02 0E 00 1B 00 68 , otaries,.....h
02D160: 69 70 70 6F 70 6F 74 61 6D 65 73 2C 20 61 6C 6C ippopotames, all
02D170: 69 67 61 74 6F 72 73 2E 2E 2E 01 00 4C 00 53 00 igators.....L.S.
02D180: 3B 01 75 00 0A FF FF 02 08 00 00 00 03 0B 43 6F ;.u...........Co
02D190: 6D 70 6C 8A 74 65 20 6C 65 73 20 6F 70 82 72 61 mpl.te les op.ra
02D1A0: 74 69 6F 6E 73 02 08 00 0C 00 73 75 69 76 61 6E tions.....suivan
02D1B0: 74 65 73 2E 02 08 00 18 00 45 63 72 69 73 20 6C tes......Ecris l
02D1C0: 65 20 62 6F 6E 20 6E 6F 6D 62 72 65 2E 01 00 4C e bon nombre...L
02D1D0: 00 74 00 3B 01 AB 00 0A 10 00 1B 00 1F 00 1B 00 .t.;............
02D1E0: 1B 10 00 21 00 1F 00 21 00 1B 20 00 19 00 20 00 ...!...!.. ... .
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02FC30: 00 00 00 ...
RESULT OF SEARCH :
PRO=23 CHEA=0 COD=1 MUSI=0 COP=13 GRA=35 WRIT=0 198=0 199=13 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
PRO=23 CHEA=0 COD=1 MUSI=0 COP=13 GRA=35 WRIT=0 198=0 199=13 STARTER=0 KBI=0 CAAV=0 L.TOURNIER=0
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8((8(((8((8((PP(((((((,P(8(P-II*JJI(**(H(8)8((8((8(*(8((8((P((*P(+p((pA!(p ((z+P
(P+p((pA")p-PP)P pB#)p(P P*P(pB()(p(P P+P(pA( (((p(PP,P(pA(( (p(PPP-P(p( (p(PPP)
PP(p#(p(P)P((PP(p$(p(P ((YP)P)YP(p (((p(P)YP((PZ((YP(p)(p(P((P)PY)P(p(("(p(PP)PP
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8(((8((8((PP(((x((Y((((+(((P(((IIII((JJI*)*H(8)8((8(((8(((8((8((PP(((p(Z ()9)((
(*((IIII*JJI(()y)((H(8)8((8+(8(((8((8(*(PP((-*Y)+Y( ()8(((Y(H*(((((IIII((JJI*(
(*H(8)8((8((8)(8((8))PP.8((yz)PP)(p,((p((p*PPPP(((p,(p((((()p(PPP)PPPZ)(p*((p(((
)((((((PPP))PPPY))p((()((()(PPP()(()P(PPP(((p((((z(()PPP),(((()P))PPP))p(y((y(((
((.PP*P )(((((*(( ((+(PP)y((p())(((((()P P P(( ((((()*((((((((((,(PPP Z))p(( -Y
PP (P )((((((((*()Y*(((((*( P)(( 0()8(HH)9)X(()9((HIII*JJI((((((H(8)8((8((8((8(
(8((PP((X(x8((xy))((()0 (9(()(((9((HIII((JJI((/((H(8)8((8(*8((8((8((PP,X(x+x**+Z
(-0)(((0(0(8((HIII*JJI((((H(8)8((8+(8(((8((8((PP(x8(X(()X()(Z((x8)0((x(0(0((HIII
((JJI((((H(8)8((8(()8(*(8(,8(((PP(y(X(8)(**Y((y)0 ((x(0(0((HIII*JJI((((H(8)8((8(
()8((((8)(8()PP(y(X(+((*+(X(,y)0(0(( ((*Kx*h(PZP(((K((((((( ((8((8((((((0((9((i(
((()MzI)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(0(
0 ((HIII((JJI(()((H(8)8((8(()8((((8(((8(*PP(x(X))X((+XY)Y(((x((0())(0 ((III*JJI(
)(((H+8((8(()8((((8(((8((PP(8(X(x(Z(((*X(Z((9+8(8((((((((0((III((JJI(()((H &PP(8
(X)(Z,X(Y)(9*9(8(((((((0((III*JJI((((H($(PP(8(X((Z((((((8(((((((0((III((JJI((((H
(#(PP(x8(X((Z(((()8(x8()(9(((((0((III*JJI((((H)(#(PP(y(X(8)X((X(( ((Z+((X(Y()((i
j(8(h(((0((0 8(( (l+Y((P(((Z+((X(Z(()(hhh,h+(((H(0((((((8((I( l-P(*(h(*((P((((h
i()(((((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 ((((((Y)((x()((9(((((((0((III((JJI((((H( &PP(y(X((()()X(((x(((9
((9(+(+(0+(III*JJI**H(((((8(8((((8((PP(x(X)X*Y(Z*+)((((x(9((8(++(0 (,(HII((JJI((
((H++8(())(((PP(8(X(x*Z()X(()()+8(8(8())((0((+II*JJI**H8(8(8(*((* PP(8(X(((Y((Y-
)(((9))8(8(.0 (8(0 (H((*I((JJI((((H+*8(+8+( (PP(8(X(8)X*-(I((((8+8(8)(0(8(0(()*(
JJI((((H(zJ(,(,(p ()((((((0 (9(((0(xMI(-((*y(()(0(9(H(9(0 (9((9(0( HHI(-(((x((((
(0)((9(0(8((8*0 (HHK(.(((x(()((0 ()(((0)+(0((/(()x((((0 (+H((0,((0(IxO(0)((y(yx(
()(0 (,0(((0(Hz(2)(((p(x()((0 ( (0(((0(IxHH(4,(p(x)(((0 ( (0(((0( (7(*(p(x)*(0 (
(0(((0("(7(((p (yx((((0 ( (0(((0(xJ(6(((p(()(()8(88( (PP(x8(X(8(, (K((((+0(8(0(
() ())8(+8+( (PP(y(X(8((J) (M((0(9*0(8(0(((((8(()8(((((((( (PP(y(X(x8((L)(JJ(*0(
(0 (9(8((H( 8()*8(())(( (PP(x(X(x((JJ+,HI)(x-0 (0 )8(0( ((i(((()8)8(8(8((((8( (P
P(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((0 ( (0(((0(zH(7(+p(()0((0(((0(MxI(6((xp
(((8(((0(((0(KHHN(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-(()(8*88(00l+h+j060m010j& 8 88 988 988 98988 9 888 8dec su)(8((8(Z)0*8)(
(H(0), l/(PP(x8(X(((NI(IH(JH(( (x8((8(,0+8(8)/((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)(I
L(((I(((x(((((9+(9()0 ( (()*((* (((XPZP(8((LI(((J( ((8((8((((9((0(H(()((((** ()
P ZP(((K()(, ((8((8((/9(H(0( (9((h( P(c)Copyright M.D.O. 1991 - version 1.1 PSc
cp cc2cHccPSccLc cAc"cc7PSccc cRccHcLc+cccPTc rc c c c c c Ac Bc C c Dc Oc Fc
Gcc 9c Hc Ic Jc Kc Lc Mc NP+w(46c UUcdLc+cccPc c c c c c Cvc$c cF$%c YcS$VWcM
91INTROSScx6F$%c YcxES$VcS$VWcXYYc)Uc Yc YcSY+BVwkqNfe9-Z'Dp7,qc'OpMge loRH !#%
L&(p) O. "Clique sur un sujetou tape sa lettreau clavier.O. "Dplace-toi dans lec
ours en cliquantsur les icones.L+JHDOCUMENTATION4A- LA NUMERATION*FB-(c)Copyrigh
t M.D.O. 1991 - version 1.13 Kccc 3Za csob c Bc 4b7Ja cbBb cOc caZ d c L'ORDRE D
ES NOMBRESBNDE 0 10 N000L+U"1XNUMERATIONa- Le nombreb- L'unit$c- Les nombres de
100 10000d- L'criture des nombres e- La dizaineHf- La centaineTg- Le nombre mi
lleh- Le nombre 10t000li- Retiens ces tableauxxj- J'cris les nombres en lettresL
+"17CL'ORDRE DES NOMBRES3a- Comparaison de nombresGb- L'ordre croissant et dcroi
ssantL+Y "21/1LE NOMafQ e carW f cap g cat h cb i ccj c Bc 9a cpb c Bzcp pc8c
%%cp%cUcfccc p$$cBREL'ide de nombre est donne par unecollection d'objets.$Exempl
e E44 fleurs410 toile4sE%la fleurl'toileEHestHestEPl'unitPl'unitr"4 est le nombr
er10 est le nombreL+"31/1L'UNITEOn appelle %unit" chacun des objets de $la colle
ction.0Une fleur une unit.84 fleurs 4 units.Une toile une unit.H10 toiles 10
units.TUne seule unit constitue le nombre %unT".L'ab."cccA. cccBPcc %cPcc 4c0 L
cXccWcc c c c# ncLcsc c c Psence d'unit se marque par lehnombre zro.L++"41/1. L
ES NOMBRES DE 100 A 1000A partir de 100 on compte +100 - 101 - 102 - 103 - 104 -
105 -3106 - 107 - 108 - 109- 110En ajoutant% un" un nombre, on formeGle suivan
t.SAinsi tu peux compter jusqu' mille et plus.L+"51/1 ECRITURE DES NOMBRES!Tous
les nombres s'crivent au moyen)de 10 chiffres.zro un deux trois quat
reC%020$021022P023f024025026027028029830$831832P833f83483583683783883940$4142P43
f444546474849H50$H51H52PH53fH54H55H56H57H58H59P60$P61P62PP63fP64P65P66P67P68P69X
70$X71X72PX73fX74X75X76X77X78X7980$8182P83f848586878889h90$h91h92Ph8C1bC2C3C4Q"c
inq six sept huit neufY%5Y6nY7Y8Y9L+Q "61/2TLA DIZAINE10 units for
mentCune %dizaine".L+'2'%2%'323'A2A'O2O'2'k2k'y2y'2'2'2'2'2'2aZtjtZj"72/2Si je p
rends le nombre 14, qui estreprsent ici par des cubes, j'aurai 10 cubes 1 dizai
ne4 cubes PBde cube93fh94h95h96h97h98h99p100L+G£ %%++1177C " """%"%+"+1"17"7"C"
" ' "'"'"'"%'%"+'+"1'1"7'7"'"C'' , ',',','%,%'+,+'1,1'7,7','C,, 1 ,1,1,1,%1%,+1+
,111,717,1sB4 unitsiPdPui14 p"14 se lit 1 dizaine et 4 units.L+Q$$..88BBLLVVj$$
$$$.$.8$8B$BL$LV$V$j$$,$,$$,$$.,.$8,8$B,B$L,L$V,V$,$j,,4,4,$4$,.4.,848,B4B,L4L,V
4V,4,j4444$$4..48,C11 6 1616161%6%1+6+11611767161C66 6666%%6++61167766C %%++11
77C E EEE%E%+E+1E17E7ECEE J EJEJEJE%J%E+J+E1J1E7J7EJECJFUhUdhdshsh"1084BB4LL4VV4
4jDD$D$.D.8D8BDBLDLVDVDjDDLDLD$L$D.L.D8L8DBLBDLLLDVLVDLDjLLTLTL$T$L.T.L8T8LBTBLL
TLLVTVLTLjTTTT$$T..T88TBBTLLTVVTTjdd$d$.d.8d8BdBLdLVdVdjdj1/1ILE NOMBRE MILLEVVo
ici une figure qui V reprsente 100 cubes.V,Si on a 10 figures commeV4celle-ci, o
n trouve V1000 cubes c'est--direVD10 centaines ou %mille".PDonc LSmScjSdySuL10j0
y0l1000 10 centaines 100 dizaines.t1000 1000 units.L+"111/2ALE NOMBRE 10000Sa
is-tu compter de 1000 10000 #1000 - 1001 - 1002 - 1003 - 1004 -1005#-+1006 - 10
07 - 1008 - 1009 - 1010...9"8TLA CENTAINE1/2q- 10 cubes ou 1dizaine de cubes(Si
tu comptes le0nombre de cubes8un par un, tu trouves H%100 cubes".TSi tu comptes
lescubes de 10 en 10,ftu trouves 10 dizaines de cubes ou %unencentaine" de cubes
.L+"92/2 Tableau de la suite des nombres de0 100 0( 1 2T 3j 4 5 6 7 8 9(10$(11
(12P(13f(14(15(16(17(18(190 PTe souviens-tu En ajoutant %un" onAobtient le nom
bre suivant.M99 et un 100Y999 et un 1000e9999 et un 10de000L+P"122/2 Comptons
ensemble de 100 en 100 jusqu'aunombre 10000.* 1000-1100-1200-1300-1400-1500-1
600-%1700-1800-1900-2000...1* 5000-5100-5200-5300-5400-5500-...* 9000-9100-9200-
9300-9400-9500-...ILe chiffre des centaines change.UComptons de 1000 en 1000 * 1
000-200r 2 nombres de 3 chiffres,tu dois d'abord comparer le chiffre des&(centai
nes "puis celui des %dizaines", .enfin celui des units.Voici 2 nombres (5%4"2 e
t (3%5"49N(5 " (3% 4" % 5" 2 49Zdonc (5%4"2 (3%5"4 ouWf(3%5"4 (5%4"2L+"21 4
/6* Si le chiffre des centaines est lemme Exemple (5%2"0 et (5%1"4.,Tu dois co
mparer les %dizaines" %2 "% 1".8Donc (5%2"0 (5%1"4 ou (5%10-3000-4000-5000-600
0-7000-e8000-9000-10e000.qLe chiffre des mille change.L+9lt$l$0$0tN$Ntvtv$$$t$t/
l/v//CCYY"131/2RETIENS CES TABLEAUX1millezunits simples¢8&diz unit cent&diz
&unit29 9 %+ 1"1 0 0F9 9 9 %+ 1N"1N0 0 099 9 9
%+ 1f"1f0f0 0 0L+ "15"4 (5%2"0.D* Si le chiffre des centaines est leLmme
et si le chiffre des dizaines Test galement pareil, alors il faut comparer les u
nits.hExemple (5%1"6 et (5%1"4.t6 4 donc (5%1"6 (5%1"4 ou (5%1"4 (5%1"6.L+"2
25/63) Nombres de 4 chiffres.Pour comparer 2 nombres de 4 chiffres,"tu procderas
de la mme manire que*pour les nombres de 2 ou 3 chiffres.W%2345 "/ %1532iK"2 1
HDonc 2345 15321/2"ECRIRE LES NOMBRES EN LETTRES11 onze 16 seize12 do
uze 17 dix-sept"13 treize 18 dix-huit*14 quatorze 19 dix-neuf
215 quinze20 vingtl21 vingt et unF30 trente N40 quarante 49 quarante-ne
ufV50 cinquante60 soixanteh70 soixante-dixp71 soixante et onzex72 soixante-
douzeL+"162/280 quatre-vingts81 quatre-vingt-un&90 quatre-vingt-dix.91 quaRk
ou 1532 2345 L+"236/6* Si le chiffre des mille est le mme alors tu dois compare
r celui descentaines.(Exemple 1627 et 1742.46 7 donc 1627 1742 ou 1742 1627.
Tu as compris le procd, il faudraHcomparer le chiffre des dizaines siPcelui des
centaines est le mme et Xcelui des units si le chiffre desdizaines est le mme.lE
xemple 1747 et 1743.v7 3 donc 1747 1743 ou 1743 1747.L+pQQ"24tre-vingt-onze6
98 quatre-vingt-dix-huitB100 cent N1000 milleL+0"181/63COMPARAISON DE NOMBRES
1) 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" dizain
es.FDans le nombre %4"4 il y a %4 "dizaines.RDonc %4"4 est plus grand que %3"2.E
n langage mathmatique plus grand quefs'crit %".FrDonc %41/11) Ordre croissant.On
range les nombres du plus petit au plus grand.,Exemple 24 / 36 / 42 / 12 / 6.8
Cela donne 6 / 12 / 24 / 36 / 42.H2) Ordre dcroissant.TOn range les nombres du
plus grand auplus petit.hExemple 24 / 36 / 42 / 12 / 6.tCela donne 42 / 36 / 2
4 / 12 / 6.L+!z!z!zzzz!1D!Wj02C'0z'0+C+MV+i+"4 %" %3"2.L+BB66"192/6Si le chiffre
des% dizaines" est le mmetu compares alors les units."Exemple %4"6 et %4"8.Dan
s le nombre %4"6 il y a 6 units.Dans le nombre %4"8 il y a 8 units.HDonc %4"8%
4"6VTu peux aussi crire que %4"6 est pluspetit que %4"8. En langage mathmatiquef
plus petit s'crit %".Zr4%6 "4%8L+"203/6 2) Nombres de 3 chiffres.Pour compare
Ps+"142/2 mille units simples%centFdiz unitcentdizunitj 8 0 0 0((%huit
millej3"6 2 1 3(%six mille deux cent treizeLF"1 4 0 0 0(N%q
uatorze milleLY"2 2 0 0 0(a%vingt deux mille.l"3 1 1 0 0
0(t%trois cent onze milleUf4s"Tape une touche pour continuer.CCBCC 3+ +,*P
*')P)#)P))P)(*P((((P((( Y((YZ(((( ( (%((P*((,((X ( (ZZY ((YYYZ((X(((( ( ( P(( ((
(( ZZ((YY(( X((((((() )))#))'* *,+ +3 C,U dec su))ZZ) YY)X ))))))X(((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(Z((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(Y(c)Copyrigh
t M.D.O. 1991 - version 1.1 Kccc MWa cMob c Bc NQa cMab cMrc cM d c((((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)#)Me c Bc pM a cMmb c PBzcp pc8c%%cp%cUcfccc p$$c."cccbA. cccbB
PP)'*P *,+ +3 3+ +,* *'))#))))(X((Y((YZ(((( ((((P (( ((( (ZZ((YYX((XY((+YZ((
-( (-((X((YP((YZ( (((ZZ((YY((P X(())ZZ) YY)X ))))))X PccP c!Pcc c bc bc bc Db
c Ebc bc bc b c Ibc Jbc Kb cc pc bcv80 90 v100L+JJRR"172/31- Comment utiliser le
tableau Tu veux calculer le produit %6 5q% 5$"(je lis 5 fois 6). Tu cherches s
ur,le tableau la case qui correspond au4couple (%5,6") et tu trouves %30".B2- Po
ur bien apprendre la table deJmultiplication V1) Tu la lis plusieurs fois.2) Tu
la rcites le livre ferm.f3) Tu peux t'amuser aussi l'crifre*nsur un cahier.L+/F
/ bc bc bc b!AVT /#Z $uwkNfea'Dp7,hW)MvvOpi69!oZ -QFiL+6QQpp"21/1*Somme de plusi
eurs nombresDans une addition, on peut inverser lesnombres. On dit que l'additio
n est'commutative. 72 + 3 + 8 Gpeut aussi s'crire S2 + 8 + 3Kou 8 + 3 + 2Kkou 3
+ 2 + 8L+ aHaaa"31/1Deux manires de calculer la sommeSur la piste du cirque, lor
s d'une sance de rptition, on peut voir(s'entraner 012 acrobates, 4 clowns et 8
jongleurs0.Ecrivons de 2 faons, en utilisa"141/26Produit de deux nombresVoici 12
toiles disposes ainsi N** * * * 4N3* * * * 4N* * * * 4I- Si je les compte pa
r ligne, j'ai TS4 + 4 + 4 que je peux crire aussi g4 2q" 3 , je lis 3 fois 4.L+L
LFZsZrr"152/2- Si je les compte par colonne, j'ai Z* * * *Z!* * * *Z)* * * *Z13+
3+3+3que je peux crire 0D3 2q" 4, je lis 4 fois 3.Q12 est le produit des nombres
3 et 4Bnt lesDparenthses, le nombre total de personD-Lnes sur la piste.X1re fao
nX2me faond(12 + 4) + 8 d12 + (4 + 8) pOn effectue d'abord pla pspopmme pdpeps
pnombrepsxentre parenthses.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 d
pens CIl a dpensrG35 + 10 456K45 FPour ca4 2q" 3 ou 3 2q" 4i4 2q" 3 3 2q" 4
12 tle nombre d'toiles est le mme.L+&&..77IIRRddmmuuRRdduu)"161/3*La table de mu
ltiplication5q% "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 9lculer la dpense, on a effectucune addition
.L+ ..RRddvv..66FFNNVVffnnvvffF F66&&"83/4La table d'addition la table de Pytha
gore.+ 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 10.2 02.2F/4W/6 8 y/10 12 14 16
18 /2073 0 3F86V89f812z815 18 21 24 27 8304 0 4F8T12g16z20 24 28 32 36 40I
5 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 Vv30 40 50 60 70 P 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 pour0effectuer tes addi
tions.Comment l'utiliser 0 "+ 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 cliquant
sur les icones.L+.E."72/4Je compte les units 6 + 6 12Je pose 2 et je retiens %
1 diz "- c'est %la retenue. 4Je compte les dizaines %5 + 1 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" 10
0 0tu peux calculer le nombre d'toiles%sous la forme d'une %somme" avec le.sign
e %+" 4 %+" 4 %+" 48ou sous la forme d'un %produit" avec leAsigne% 5q" 3 5q"
4Q3- Lorsqu'il y a des parenthses Z 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 chif
fres- Sans retenue "3%0"6 je compt"e i"ll"eq"s"u"n"i"t""s "6 "+ "2" "8*+ 4%2"2
je compY*t*e h*ll*eq*s*d*i*z*a*i*n*e*s **0 *+ *2 202je compttu effectues d'abo
rd l'opration bl'intrieur des parenthses.kExemple (4 5q" 3) + 2Ht4 5q% "3 12
12 + 2 14L+JHOPERATIONS04A- ADDITIONHKB- MULTIPLICATIONL+P"1XL'addition(a- S
omme de plusieurs nombres9b- Deux9maniress9de 9calculer 9l9a sommeJc- L'addition
dJdes zJnombres JdeJ2 JcJhJiJfJfJrJeJsd- L'addition avec retenuele- L'addition
des 2e h2ll2ep2s z2c2e2n2t2a2i2n2e2s 224 2+ 23 2 747%2"8Le rsultat est 728.G- Av
ec 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 drlnombresldle l3 lclhlilfl
flrlelsL+C"13HLA MULTIPLICATION4a- Produit de deux nombresEb- La table de multip
licationL+0....8888"52/2Posons correctement l'addition. %d "u Il faut placer
&%3 "5 les units sous les units,0+ %1" 0 les dd0ii0zn0as0ix0n0e0s0sous0l0e
0s 0d0i0z0a0i0irzrarirnrers r r%1 "+ %5 " 6y%6 "+ %1 " %7L+#kkLTeImO&g,XIaOR&,i)
v)v*vLnLuLKu-I"112/3Voici un autre exemple d'une additionavec 2 retenues.T%1 %1Z
*"T-2 8 6 H5+ 6 3 7 T9 %2" 3ZH1 %1V"Toujours le mme principe.b1) Je compt
e les units $l6 + 7 %1"3tJe pose 3 et je retiens %1".L+777n0e0s.%4 "5POn compte
les units 5 + 0 5On compte les dizaines %3 + 1 4L+/$W* B'BOFOV0V1KKKRF'B'V1
SSSSE"61/40L'addition avec retenuePour viter les erreurs, il faut 1) disposer co
rrectement les chiffres,$2) ne pas oublier la retenue,,3) bien connatre sa table
d'addition,.7d u%1G5 "6KK6 + 6 %1"2N%1 "6lR%1 P BB"123/32) Je com
pte 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 re
tiens 1D.S3) Je compte les centaines 6 + 2 8 8 + 1 (retenue) 9eJe pose 9.6q
Le rsultat est 923.Uf4s"Tape une touche pour continuer.,U dec su )c *c "c +c ,c
-c .c 2&,!TJu6$VLSF-u Z/Pn!!"$K(i)+ML+ ,,PPbbtt&&22JJVVbbnnnn5"201/16Table des m
ultiples2q" 1 2 3 4 5 6 7 8 9 10 3 3 6 9 12 15 18 21 24 27
30(5 5 10 15 20 25 30 35 40 45 5046 6 12 18 24 30 36 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 91 104 117 130p16 16 32 48
64 80 (c)Copyright M.D.O. 1991 - version 1.1 Kccc /Ma cxLub cx "Bc MV a cxMf b c
xMuc cxMd cx96 112 128 144 160O. "Clique sur un sujetou tape sa lettreau clavier
.L+F "1KLA SOUSTRACTION.a- La diffrence b- La 4s9ouCsHtMrRaWctaifoknvde nombres
de 2 chiffresLc- La soustraction avec retenued- La 5souDsItNrSaXctbigoln vdes "
Bc 'RNUa cxMf b cxMt c cxM d cxM e cx "2Bzcp pc8c%%cp%cUcfccc p$$c."cccxA. nombr
es de 3 chiffresL+xxR"2 1/1La diffrenceMarc mesure 170 cm. Luc mesure 150 cm.%La
diffrence X%deh%taille%des%enfants%est%4170 I4-4150 %20 "gran d )n.
o3mbrBeI-TpYetbift pnuozmbre%diffrenceN"pNeNtNi NcccxBPcc2 #"cxPcc c c c c c c c
c % c &cc 'Rc ( c Pt *Nn/No4NmbNrCNeLN+ %diffrenceN" grand nombreY150 +
%20Y" 170iQuand on calcule une diffrence,pon fait une soustraction.L+2I2M2MN
M%I%U%1%V%x'xqtttqt"31/1La 's+o0u5strDaIcNtSiXon gdle unzombres de 2 chiffresn d
es nombres Bde 3 chiffresH$c %d" uH,3 %8" 24- 1 %6" 5L1re tape on commence par
les unitsL.2me tape on continue parlesdizaines.l3me tape on finit par les cent
ainesl.L+C"u".LWqW&N&S&SSFF((-((1 * , -#-9.915181$5/5/5998968i-iuuY,3"7 2/5 Tech
niqSoit l'opration 98 - 25.Posons d'abord l'opration ainsi $$%d "u$,%9 "84- %2 "
5T8On commence par soustrair8e$%7 "3 les units.THJe dis 8 - 5 3NI6PPuis on
soustrait les dizaines0X%9 - 2 7"Pour v"'r+i0f4i9er IsNi Xtobn loqpvration e£s
t juste, tuhf hahihs hl"hue.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 sFoxFn FpFeFuFt FdFiFrFe
F12 F-F5 F F7$LNjea ,hp1hr5hehuhvDhe OhdThe hlbha lhsqhovhuhshthrhahchthiho£hn h
h98 h+ h25hh73m%mp"Preuve 25 + 73 98xTAxu LxdQxoVxixs exrixenxtsxrxxoxuxvxexrx
lxexgrand nombre.L+5BB'84B'8''8+83.30344"3"d%d(jmjmhmjxxio39TB(B 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
12C"41/2La soustraction avec retenue$52N2 - 8 c'est impossible- 18*%4 " %"O
n enlve %1" dizaine 2%5 "2 %5 "dizaines6%11 "8 que l'on ajoute aux 2 units-N
B10 + 2 12 unitsK%46O"Maintenant on peut dire S5 2W%1HW"12 - 8 4- 1 8%4a"je po
se 4e4 'fh%5"2p- %1"8$tEnfin %4 - 1 3x3"4L+-*-L(Ll(lMccjbjajjfjZqZs%10d"- 1
6 Donc 12 6llet tu peux soustrairekt12 - 6.L+G 7R070Q7RS7SRc7cQv7vQ7R7R7Q7
R CCHOLOOO"151/2HLes multiplesPour t'aider tu dois connatre par coeur tes tables
de multiplication.,Exemple Tu dois diviser 32 4$81 2 3 4 5 6 7 8 9 10
2q% "4$F4 8 CF12TF16 20 zF24F28 %32 "36F40XCherche dans le tabs"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%1n"3 4Bp%1 + 1 2 5 - 2 3t"3 4 L+$B
jTTddttddTT"6 1/5$La soustractio Pleau le nombre %32N"4 2q" 82 " 32Nh32 4 %8
p"On dit que 32 est un multiple de 4.O. "Dplace-toi dans lecours en cliquantsur
les icones.L+w**v*v,*.-/-.//iissssyuUuXuUUUcbcccccc"9 4/5- Si le nombre des diz
aines du 1ernombre est plus petit que le nombre des dizaines du 2me nombre,*Exe
mple Quand on multiplie un nombre par 4,le produit est un multiple de 4. #Par ex
emple 4 2q v#"13 52-52 est un multiple de 4.H752 13 4AObserve ce tableau MMu
MlMtMi"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)dKdK
KKeLdoKoeLeLe f,5 %2" 60%2 " %6Z4"- 3 %6" 4Dtu dois ajouter 10 dizaines aux Ldiz
aines du 1er nombre.XExemple 5 %2 "6 %10 + 2 12nZ1Z"- 3 %6 "4 % 12 6
fj"1 %6 "2qp%p12 - 6 6vL+44#)22£BBJJAbbbb"105/5Continuons la soustraction %4"5
"2 6 *- %3 "6 4 On enlve 10 dizaines auN2nombre des centaines.6%1 "6 2N10 diz
aines 1 centaineKeKeKdKePSaaaa"171/26La division avec restePrenons un exemple S
tphane a 58 billes. Il veut les$partager entre ses 8 camarades.,Combien en donne
ra-t-il chacun H658 8 Cherche 9dans Ulaetable des multiples de 8N1 2 3 4
5 6 %7" 8 9 10 11 12S2qS"8Z8 16 24 32 40 48 %56" %64" 72 80 88 96i58 in i'%i
e)is.it 7ipiaAis J%B"c'est la retenuefN%5 - 1 4fV4 - 3 1L+#"11'L'APPROCHE DE L
A DIVISION.a- Le partageb- Les multiplesLc- La division avec reste d- La techni
quele- Table des multiplesL+OgZZSOSgPgS"121/3TLe partageComprenons Maman doit pa
rtager un paquet de 15#gteaux entre ses 3 enfants.+Combien de gteaux doit-elle d
onner3 chacun Pour que le partage soit gaidOiaTinYis cilgie pituiaziblieiaiu idi
eis imuilitiiipilieisidiei8.q58 n'est pas un multiple de 8.x58 est compris entre
56 et 64.L+"182/2B%56 " 58 %64"Tu cherches d'abord le multiple qui$est infrieu
r 58, c'est--dire 56.0Tu trouves le nombre 7.058 8 7 - reste 2HStphane donner
a 7 billes chacunPde ses camarades. Il lui resteraX2 billes.l, MamanEdonne QNat
halie Gilles Sophie5 gteaux 5 gteaux 5 gteaux0h5 + 5 h+ h5p
Tu peux crire 5 2q" 3 15xDans 15 il y a 3 fois 5.L+""jKjKjktt"132/3 Pour trouv
er le nombre de gteauxdistribus chaque enfant, tu doisfaire une division N%15
3 5/Maman donne 5 gteaux chacun. Ce7partage tombe juste, mais parfoisil y a un
hAvec les tables des multiples tu peuxpeffectuer rapidement une division.L+Lg/u
/uuxvddmmaWaeaVVVbaaedaaebb050Qe&ee/f/hvkvkvkykvsvxvrvrzsw"191/1NLa techniqueQua
nd tu calcules ta division, tu doisla poser.'Exemple 48 8Z30 6Reporte-toi
ta table des multiplesHde 8.T2me exemple f58 8etereste.HExemple Si maman avait
partagerP16 gteaux entre les 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'une part L1 5.L+KVKVKWW"162/2 P u dis 7 2q"
8Zf%- 56 "7 mqmume mtmu msmomumsmtmrmamims m m58ln%2Bw"Reste % "Il resteL
+JHOPERATIONS88A- SOUSTRACTIONXQB- DIVISION Uf4s"Tape une touche pour continuer
."Tape une touche pour continuer.,U dec su poser.'Exemple 48 8Z30 6Reporte-
toi ta table des multiplesHde 8.T2me exemple f58 8ete mot "poids" la place du2
mot "masse".Le kilogramme XethlexgrammesontutilissFpour mesurer des masses coura
ntes.RLe milligramme est utilis pour mesureRrZdes masses trs faibles mdicaments
,bmtaux prcieux...nLa tonne et le quintal sont utilissvpour des masses trs impor
tantes.L+33J..IccJIffP9P9tQtPA"31/3BTABLEAUX DE MASSE %Tonne " %Qu(c)Copyright M
.D.O. 1991 - version 1.1 K ccc LZa cxLkb cx "Bc LYa cxLlb cx "Bintal" % Diz.de k
g " %Kilogramme)"tB)qx)kg)kg1B0x00S%Kilogr." %Hectogr. " %Dcagr. " %Gramme"kgNh
g daggo1No0o0o0L+..E99DttDD"42/3%Gramme " %Dcigr. " %Centigr." %Milligr.
$"gN$dg cg$mg71N707070O%N'oublie pas WOO1t1000kgT- 1t10qY1q100kgh1kg1000g
m- 1kg10hgr1hg100gL+c LXa cxLlb cx "Bc LYa cxLlb cx "Bzcp pc8c%%cp%cUcfccc p$$c.
"cccxA. 27G!+"53/3,%1075q%plus grand-DECA&1005q%" " -HECTO GRAMME $10005q%
" " -KILO+/105q%plus petit-DECI775q%8%100 " " -CENTI GRAMMEA10005q%
" " -MILLI6P"1 kg10 hg100dag6Z1dag0,01kg0,1hg10g6d1g0,001kg0,01hg0,1dag6n1m
g0,001g0,01dg0,1cg + L+8"7+6"1/29UNITES DE LONGUEURLes units de longueur serven
t mesurer '- une cccxBPcc "cx9Pcc c c c c cc c c c c Rev-l5o' ewZlongueur lo
ngueur de la sallel/de classe.9- une largeur la largeur du bureau.C- une hauteu
r la hauteur d'un mur.M- une paisseur pMl'paisseurMd'unMlivrMeW- une distance
la distance entrel2 villes.i- un primtre le pourtour d'une lqfigure gomtrique.L
+"82/2L'unit de longueur est le %mtre".Mtre s'crit en abrg %m".*Il existe des m
esures de longueur plus2grandes que le mtre qu'on appelle %lesmulVL+JHDOCUMENTAT
ION4A- LES MESURES DE MASSEDB- LES MESURES DE LONGUEURL+"6CMESURES DE LONGUEUR3a
- Les units de longueurGb- Les tableaux de conversionL+"1CLES MESURES DE MASSE3a
- Units de masseGb- Tableaux de conversionL+"21/1LES UNITES DE MASSELes units de
masse servent mesurerla masse d'un objet."Dans la vie courante, on emploie *so
uvent le Ptiples" du mtre et des mesures plusBpetites que le mtre qu'on appelle
%lesJsous-multiples "du mtre.L+1$))$GG$ee$$$$ee#$//"91/22TABLEAUX DE LONGUEUR%m
ultiplesg"unit %sous-multiples&km hmN&dam m&dm cm mm1"1510T10 0A1 dca
mtre 1 dam 10 mtres.Idca veut dire dix.U1 hectomtre 1 hm 100 mtres.hecto veu
t dire cent.i1 kilLzc cLd c NBc 1Lda cLub c NnBc $LXa cLjb cLyc c NBc 'La cLomt
re 1 km 1000 mtres.qkilo veut dire mille.L+"102/21 dcimtre 1 dm / 1 m 10 d
m.1 centimtre 1 cm / 1 m 100 cm.&1 millimtre 1 mm / 1 m 1000 mm.2%1 m " %1
0 dm " %100 cm "% 1000 mm."Exemple de conversion VJ%6 km 3 damV"Je place le chif
fre %6" dans la colonnedes %km", %3" dans la colonne des %dam "etfje complte les
autres colonnes avecndes %zros".L+T"11XMONNAIE3vb c NBzcp pc8c%%cp%cUcfccc p$$c
."cccA. cccB7Pccncc #NcPcc 0ca- Les pices et les billet3sGb- Les changesO. "Dpla
ce-toi dans lecours en cliquantsur les icones.O. "Clique sur un sujetou tape sa
lettreau clavier.Uf4s"Tape une touche pour continuer.ER,FSETSI,%,%,,,,KSUC,U dec
suolonne des %dam "etfje complte les autres colonnes avecndes %zros".L+T"11XMON
NAIE3 c c c c c c c c cc 1c c 2c c cc $c c c "8TLA CENTAINE1/2q- 10 cubes ou
1dizaine de cubes(Si tu comptes le0nombre de cubes8un par un, tu trouves H%100
cubes".TSi tu comptes lescubes de 10 en 10,ftu trouves 10 dizaines de cubes ou %
unencentaine" de cubes.L+"92/2 Tableau de la suite des nombres de0 100 0( 1 2T
3j 4 5 6 7 8 9(10$(11(12P(13f(14(15(16(17(18(190c# $cNcxc# mcUcc# pcccc 'c c c
c 3)im #1BbV4LufinI Q!DZ- "ZL#k-Q$FiA%H&&R''L+AMW(c)Copyright M.D.O. 1991 - vers
ion 1.12 Kccc /MTa cLgb cLzc cLd c NBc 0LXa cLib c PWMmmMMmOmQmUmWmmOQTVYWMWOWR
WTWWWYWWPYMQZAZIiIZIWMiImMIIIMIMZbibWZbmjbbbbbmM6q66q6mmoqttotmort"14 2/3Constru
isons un cube.Toi aussi, tu peux construire un cube.1) Tu dcoupes dans du carton
lger'6 carrs comme le montre le desThTjW£bb"252/2- On utilise l'querre pour tra
cer unedroite perpendiculaire la droite xy.*1) Pose l'querre pour tracer une2dr
oite perpendiculaire la droite x2y2) Fais-la glisser jusqu'au point O.HDXOD est
xykxHkO yL+% F "LWu"TVT"jVj"W3L3tDLDtT"u"j"jDDjjrnn"261/2$Reprage de sin/c
i-dessous.t5lI%----IR"1R2tR3 4lZ%----tc"6vC'vevsvt %vl)ve4vdvvDveIvlMvoRvpWvpv
eavmelvnqvt vdvu vcvuvbve vovu vpatron.L+HTJ---TJ-$J-KNzzSCCW(W"171/2HL'axe de s
ymtrie----H/x/yPrends une feuille de papier (feuilleCde cahier).OPlie-la. Les de
ux parties doivent secases et de noeuds- Le couple.$A l'aide de deux lettres a,
b ou de,deux chiffres 1,2 ou encore d'une4lettre et d'un chiffre, on forme uncou
ple.(L19L2 3bLLe reprage d'une casebTse fait l'aide de deTuTxVabrepres abf- un
repre horizontallcr- un repre verticalL+&qON.V.U%r/(D(*00HHQhhqq"21/10Qu'est-ce
qu'un polygone Le polygoWsuperposer, c'est--dire se recouvriWrexactement.jTu o
btiens une ligne xy que l'onrappelle l'axe de symtrie.L+w))"153/32) Tu plies sel
on les pointills,$ et tu obtiens un cube.L+4H4H4 D G DDD0D4D0G00004H4H4N"51/2N
Le rectangle4 c.mAKBrLe polygone ABCD estq un rectangle.%2 %c%mK%2 U%cY%ne est u
ne figure gomtrique(qui a plusieurs cts.$2BQ8ABCDE est un polygone quiQa 5 cts.B
JCQPAB est un ct du polygonPeP.RA0XDQLes points A, B, C, D, EPhsontmhlqhevhshsom
mets duhpohlhyhghohne.*pEL+T222c2B7FFCF3C3E3F6F3633"3 1/2T"Le carr"Le carr est u
n polygone qui a*4 cts gaux et 4 angles droits.mq,Les 4 angles sont4DK4C dro
its.54 c.5mDAB DC 4cmLAB et DC sont les %longueurs "du rectanL-Tgle. %Elles so
nt gales".dAD BC 2 cm.lAD et BC sont les %largeurs" du rectan-tgle. %Elles son
t gales".L+*---(f(f(f-e43dBiViBbBiCfFfFfFiHoHS"l'p"lqp"t'p"u"t"t"241/2*Les droit
es perpendiculaires3- Les droites pABTAB, BC, CD, AD sont lesTDcts du carr.TTAB
BC CD ADbDbCL+9(aJx33"42/2Le primtre du carr.$Voici un carr de 3 cm de ct.B3
cm#La longueur de l#ac+----ligne repr+sente$33 -3cmc33 k3co3m le %primtre ducar
r".BK3 cmXCalcul du primtre 3 + 3 + 3 + 3ou 3 2q" 4mPour trouver le primtre du
carr,uje multiplie laeul luongueur derpendiculaires sontdes droites qui se coupe
nt en Cformant un angle droit.O- Deux droites dOperpendOiOcOuOlOaOiOrOeOsOfOoOrO
mentW4 secteurs angulaires droits.Zaest paltae asayambaoalae adae ala'aaanagalae
adaraoaiata.qdsigne des droites xperpendiculaires.L+EJEj'jdjQTQjQTjSSfSfXfSXfRh
Th Pu 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+GGlJGaOGrTGgYGeGu
cGrjG+sGlwGoGnGgGuGeGuGr G+ GlGaGrGgGeGuGrO"5 'Oc+Om +MO2WOcOmkO+ O5OcOm +est
un trianglequi a un angle droit..Pour construire un triangle rectangle6on utili
se l'querre.6B6dAdCL+S"""121/1TGnralits$2Un cube, un d jouer, une $bote d'allum
ettes, une boule,$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 symtr
ieen pliant la feuille unO2 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 tria
ngle est un polygone qui a $I3 sommets A, B, C,$S3 cts AB, BC, AC,eY $3 ang
les A, B, C.Yf( veut dire angle)e deuxime fois.(AHxyXBL+H+YA%&8BBh$hafxaoo"191
/1Le carrLe carr a 4 axes de symtrie.FC XF6Tu peux0ABvrifierFpar pliageF.ZEp
Zy DAeLe rectangle a deux axes gDhCmde symtrie.xBL+IYBppBBY$$Y33PP"272/2- Le
noeud.l12kAN!%1NL+QIyId%dRd%yIc&QIdTdVdQdUeEiEiEiIcccctttt q6mq9nY6W8"82/4- Le
triangle isocleUn triangle qui a 2 cts gaux estun %triangle isocle.h "A0AB ACH
BBBCfKHfSxAx est l'axe de symtrie qui correspondc la hauteur du triangle AH.lLe
s deux angles la base sont gaux )s *xB C angle B angle CL+p12H"Le point A
est le noeud.ULa lettre A se trouve sur le point derencontre des lignes de coul
eur diff-erente. pLe point A est le noeud donn par lexcouple (1,%1").L+!!99"212/
3La droite qui joint le centre O un point A du cercle est le rayon.!OA rayonl1A
B est le diamtre l9du cercle.X- Le diamtre du cercle.dLe diamtre du cercle est l
a droitelqui joint 2 points du cercle en pas-tsant par lggggooAFjF2jFl1FU)jFU)AF
U*UKK3O7J5M9YDYHc8dWDWH"93/4- Le triangle quilatral.Un triangle qui a 3 cts gaux
est untriangle %quilatral.Z%"A,yn,x0AB AC BC6ABoACXIzNles 3 cts sont gaux,Vle
s 3 angles sont gaux.Le triangle quilatral a 3 axes degsymtrie.pAz, Bx, Cy sont
les axes de symtriexdu triangle quilatral ABC.Oe centre O.O. "Dplace-toi dans le
cours en cliquantsur les icones.L+S XXaatt"201/3TLe cercle- Comment tracer un c
ercle.PVoici un cercle de centre O et deXrayon OA.dLe cercle est une figure que
l'onlobtient en utilisant un compas. Latpointe du compaspteutsztt tltetcentre td
tu tctetrtcle.L+&#"23*Les droites . "Clique sur un sujetou tape sa lettreau clav
ier.L+GNZ"223/3xAB diamtre ducercle.r(Le diamtre du cercl(er0est gal 2 fois le
q8rayon.CD diamtre R rayonMPD 2 RLe diamtre est l'axe de symtrie duhcercl
e.rAB est l'axe de symtrie du cercle.L+CDCeCeeCDeCIIIe&&"104/4 Le triangle recta
ngle.Un %triangle" %rectangle " Pperpendiculaires9a- Les droites perpendiculair
esQb- Reprage de cases et de noeudsL+RPGEOMETRIEP.A- LES POLYGONES8AB- LES SOLID
ES TC- LA SYMETRIEgD- gL&gE-gS gDCgRJgOQgIXgTgEfgS ugPgEgRgPgEgNgDgIgCgUgLgAgIgR
gEgSL+F"1LLes polygones1a- Qu'est-ce qu'un polygone Bb-0BLe carrSc- Le rectangle
dd- Le triangleL+Y'%cPcM91INTROc&S%VcSScxc5S%VWcSSScxcZ$cc#F$cDZ$%cE"c-c EEc c c
QcpQ crJR ccp Qc*G $Rc RccR%cG QRcQQc$ccz"11Les solidesTa- GnralitsTMb- Le cube
L+y%+L+89UM+98M+MHMH9U%+798T%ennnn)C"131/3fLe cubeObservons un cube#EN#Fi+La fi
gure colorie es+t3Ai3%une face du cube".A4BiAB est une %arte.PC"GiKLe point A es
t uniS%sommet. U"DUCLe cube est un solide limit par f. 6 carrs qui sont les face
s du cube,n. 8 sommetsvcp .c8c%%cp%cUcfccc p$$c"ccAcUcTcZcZcxfScqTccc ccEccAcPB
c CcDcc CcDcc CcDcc CcDcc CcDcc CcDc#EcFcCc. 12 )va.vr2v7vtveAvs JvqOvuTvi vsbv
ogvnlvt uvlyvevsvcvvtvvs vdvevs vcvavrvrvvs.Uf4s"Tape une touche pour continuer.
-++2*,+2*i **))))((((((((((((*( (((( (*("(((("((((+(*((*((+((* (()(((((((((()((
$(("(("(("(( (( ( (((((((((DcBG ccc c1c2c3c4c5c6c7c8c9c2cc ccc.ccc ccc.ccHc$ c c
cc ccc.cHc$ c ccc ccc.c&D/$C$Dc Fc Fc((())))** mw %** ))))((((((((((((*( (((( (
*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*(*(*((((*(*+(((("(((("( ( (( (((((
(((((((()))) **% Fx %** ))))((((((((((((*( (((( (*()(((((((*(((+() *( (*( ()+( (
, ( (+( (+)( (*(ABL+a ScqTcc ccEccAcCPBc c c c c 2EcFcBG c cL0PBccc Fc Fc,PBcc
Fc Fc*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Edec su((*(((+() *( (*( (
)+( (, ( (+( (+)( (*(*(*((((*(*+(((("(((("( ( (( ((((((((((((()))) **% Fx %** ))
))((((((((((((*( (((( (*()(((((((*(((+() *( (*( ()+( (, ( (+( (+)( (*( PABL+a S
cqTcc nccEccAc aPBc # c $ c % c & c ' !c ( "2EcFcBG c£c "0PBccc Fc Fc"0PBccc F
c FcA+a ScqTcc DccEccAcPBc Ec Fc Gc Hc Ic Jc Kc Lc Mc N c O2EcFcBG cvc7"8PBcccc
c Fc Fc"PBcccccc Fc FcBL+a ScqTcc ) *ccEccAcRPBc +Ccc ,Ccc -Ccc .Ccc /Ccc
0Ccc 1Ccc 2Ccc 3CcEcFcCcBG cc25c30c20c90c10c40c70c60cABL+1tccc ctcctcc1pcccc
pccxccfX e6Od#T$$9%'(0kJYaba%39 9r 9 9 #!""."#v A 5q%SOj8t+h!23ccc ccc.ccAHc$
c ccc ccc.cA&D'$Cc Fc FcABL+SqTcc 4ccEccAcOPBc 7c 8c 9c c c 2EcF**T)**)T))**)*3#
'''Y- G!I" btvuIpbS0)-,66/rrrrrrrcBG cc" (PBc Fc Fc0PBccc Fc Fc(PBc Fc Fc(PBc Fc
Fc FcABL+SqTcc 4ccEccAcHOPBstpM MRaUUUaaaaQq6OE------OE-----i0V/S/-P2H1'''''4i&
L+ Voici Tho le jongleur. Toi aussi tu vas jongler, mais7avec des chiffres. c c
c c Ac Bc C2EcFcBG cc (PBc Fc Fc,PBcc Fc Fc(PBc Fc Fc(PBc Fc Fc(PBc Fc FcABL PL
+ LL JJJJ JXJXIl faut placer le nombre dansle tableau duPar exemple 41 41&A to
i de jouer !4d4uv 6v 98v 7v 3v 76v 28L+ Le clbre jongleur Rostellitait capable d
e jongler(pendant 40 minutes !L indous, qui l'ont transmisaux Egyptiens qui eux-
mmesl'ont fait connatre auxa$Grecs.Lq %,4%X4h%4%4%4Trouve le nombre qui vientjus
te avant 19.Clique la bonne rponse.)2 )0B)1L)7n)1x)8)1)5)2)1Lq %,4%X4h%4%4%4Trou
ve le nombre qui vientjuste avant 90.Clique la bonne rponse.)8 )0B)9L)1n)7x)9)8)
9)9)9Lq$Nquatre-vingt-deux92Kquatre-vingt-douzeL $soixante et un71Usoixante et o
nzeL $Qquatre-vingt-neuf89Bquatre-vingt-dix-neufL $Pquatre-vingt-huit88Bquatre-v
ingt-dix-huitL $Xsoixante-quatre64Qsoixante-quatorzeLH Sais-tu crire les nombres
Par ex %,4%X4h%4%4%4Trouve le nombre qui vientjuste avant 71.Clique la bonne rp
onse.)6 )0B)7L)0n)7x)2)6)2)6)9Lq %,4%X4h%4%4%4Trouve le nombre qui vientjuste av
ant 48.Clique la bonne rponse.)4 )7B)4L)9n)4x)6)4)5)5)1Lq %,4%X4h%4%4%4Trouve le
nombre qui vientjuste avant emple 40 s'crit en lettres quarante,Clique la bonn
e rponse.L+ Quelle prcision pour pouvoirlancer en l'air des dizainesd'assiettes
sans qu'ellestombent terre !L AbJ 3S 0 2 7L AbJ 5T 8 6 0L AbI 5S 4 6 4L AbJ 1T
0 10 0L AbI 4S 0 4 079.Clique la bonne rponse.)8 )0B)7L)8n)7x)7)7)6)8)1Lq %,4%X4
h%4%4%4Trouve le nombre qui vientjuste avant 60.Clique la bonne rponse.)6 )1B)5L
)9n)5x)8)6)2)5)7Lq %,4%X4h%4%4%4Trouve le nombre qui vientjuste aprs 89.Clique l
a bonne rponse.)9 )1B)8L)8n)9x)0)9)2)8)7Lq 0Lhp K3 dizaines Lhp O6 dizaines Lhp
5 dizaines et 4 units Lhp O1 centaine Lhp I4 centaines L+ Pour donner cette impr
ession(de facilit, il fauts'entraner des centainesPd'heures !LT Pour toi, il est
plus facilede compter jusqu' 100.Complte donc les additionssuivantes.L #/50
25 + L # %,4%X4h%4%4%4Trouve le nombre qui vientjuste aprs 100.Clique la bonne
rponse.)9 )9)101l)102)9)8)9)7Lq %,4%X4h%4%4%4Trouve le nombre qui vientjuste apr
s 99.Clique la bonne rponse.)9 )8)100l)101)102 9)7Lq %,4%X4h%4%4%4Trouve le no
mbre qui vientjuste aprs 71.Clique la bonne#60 10 + 20 + L #/30 10 + L #'10
0 10 + L #'100 90 + L #/70 30 + L #/80 10 + L #/76 16 + L #/
50 27 + L+ L'art de jongler vient desH P rponse.)7 )2B)7L)0n)7x)3)6)9)6)8Lq
%,4%X4h%4%4%4Trouve le nombre qui vientjuste aprs 31.Clique la bonne rponse.)3
)3B)3L)0n)2x)9)2)8)3)2Lq %,4%X4h%4%4%4Trouve le nombre qui vientjuste aprs 80.Cl
ique la bonne rponse.)7 )9B)8L)3n)8x)2)8)1)7)8L+ Mon ami Rudy s'* L'ordre croiss
ant c'estranger les nombres du plus"petit au plus grand.2Ex 1-2--3-4-5-6-7-8-9-
10B* L'ordre dcroissant c'estNranger les nombres du plusZgrand au plus petit.jEx
10-9-8-7-6-5-4-3-2-1L+ le signe veut dire0plus petit que le signe veut dire0
,plus grand quele signe veut dire galPExemples 28 32 82 + 12 96lou 32
28l96 82 + 12LQ Au fait, combien dentrane depuis 8 ans il a 16 ans.Il est plus
grand que moi quiPai 8 ans.LR Dans cet exemple 16 ... 8le bon signe est
$A toi de cliquer le bon signe$.L g 16 ... 8u L g 76 ... 77u L g 80 ... 92u
L g 39 ... 41u L g 36 ... 2'unitsFy a-t-il dans$Clique la bonne rponse.Lhp M1 d
izaine rYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise le curseur pou
rcliquer tes choix.'Lorsque cela est fait,3valide avec l'icone O.K.,ou bien tape
la touche F0.rYX*Utilise le curseur pourrordonner la liste.4Valide avec l'icone
O.K. &ou en tapant F0.rYX5u L g 60 ... 58u L g 20 ... 23 u L g 99 ... 100u
L g 96 ... 86u L g 53 ... 62u L g 21 ... 19u L AbJ 1S 0 9L+ g##aWaod up140Se
rs*Tape ta rponse l'aide(du clavier, puis valide4avec les touches ENTER8ou RETU
RN.rYX*Clique le(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque
la 4bonne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier
dplace-toi (avec les flches, puis4valide en cliquant O.K.&ou en tapant F0.Uf4s"
Tape une touche pour continuer.-toi de ce tableau pourbien disposer tes chiffres
.LNous avons plac ici leXnombre 1NX4.h14 se lit 1 dizaine ett4 unitsL+ Apprends
crire en lettresles nombres de 0 100. Si tu ne te souviens plus,trs bien, va v
oir dans8ta documentation.DSois tout particulirementPattentif l'criture desnomb
res de soixante cent.hEcris ces nombres sur unetfeuille.L+ Rappelle-toi, - dans
une 1 dizainwN) (()+)))(-))())9))*)())))8())),)())+8()))+)())*8()))+)()),())))8
))()))*()-)8))(8+8))()99)(( ((( (( (((((((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(J
J(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(ye ('il y a 10 units,- dans 1 centai
ne(Gil y a 100 units,- dans 1 mille(gil y a 1000 units.L+ FPour trouver le nombr
e quimanque, additionne les $dizaines.3Exemple 4 + 3 7 et cherche le complment
Kdu nombre 10.WQue faut-il ajouter 7 cpour obtenir 10 L+ !Tu dois connatre la
suite-des nombres de 0 100.Si tu as des lacunes, vaIvoir dans ta documentation.
L+ P(+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)HEdec su( (
( (((((((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 '$c Fc FcT T T AT BT L+T 1tccc ctcctcc0J1pccccpccxccJ$c cF$%c JYc
S$VWcM91INTROSSc6F$%c JYc JES$VcS$VW (c)Copyright M.D.O. 1991 - version 1.1 % +
PSccc+PSc cc+PSccicBLc+cccPTc JUUcdLc+cccPc c c c c c JcY ScccXYYc)Uc Yc YcSY%c
PcM91INTROc&S%VcSScc5S%VWcSSSccZ$ccKF$c2DZ$%cE"cc EEc c cQcpQ crJR ccp Qc*G $Rc
mJ c cccAcPBc pc c c c £c c c c c 2EcFcBG c7c U"0PBccc Fc FcT ",PBc
c Fc FcT "0PBccc Fc FcT "(PBc Fc RccR%cG QRcQQc$cczcp .c8c%%cp%cUcfccc p$$c"ccAc
UcTcZcZcdf TUD(0kYaa3999!""."#vFcT "(PBc Fc FcT T T AT BT L+T Y Scc J ccccAciPBc
c c c c c c 2EcFcBG cc"(PBc Fc FcT "0PBcc**T)**)T))**)*&'''Y- bVq.I g At3v-u I
pbc Fc FcT "0PBccc Fc FcT T T AT BT L+T fSc Tccc J ccccAczPBc 2735cc 2310cc 1230
cc 2580cc 2050c9EcFccBG c6c PS0)-,66/rrrrrrrstpM MRaUUUaaaaQq6OE------OE-----i
0V/S/-P2H1'''''9521L+ Le cirque BARNUM possdaitcinq cents chevaux, vingt lphant
s et plus de deuxcents artistes participaient8#aux spectacles.LY Cinq .centss'cr
iten chiffres500. Comment cris-tu enchiffres le nombre suivant $Clique la bonne
rponse.L f1six cent soixante-douze77'2j6s12672L f14L+ L Sais-tu compter jusqu' 1
000 Pour trouver 1000 quel nombredois-tu ajouter $Clique la bonne rponse.L
*9Zi40 02F0P0m1v00300600L+ De nombreuses personnesparticipent l'organisationdes
spectacles. Le grandcirque BARNUM employait8#mille personnes.L *9Zisix cent sep
t70'7j6s07670L f1quatre cent quatre-vingt-onze48'1j4s21491L f18sept cent trois70
'3j7s13730L f1cinq cent huit10'8j5s08558L f1deux cent quarante-neuf60 04F0P0m2v0
0100500t 600 t 800 t 280 t 999 t 220 t 227 t 150 t 494 t 451 L *9Zi82 09F2P0m7v2
0620520L 28'9j1s49249L+ Sous son immense chapiteau,le spectacle se droulait enmm
e temps sur trois pistesHdiffrentes. LSr Calcule les sommes suivanteset cris la
rponse.Ll S..X(5 q 500) + (4 q 50)+ (3 q 10)$+ (5 q 1)4Ll G..H( 2 q 1000)
8+ (30 q 10)8+ ( 5 q 2)4Ll A..( 1 q 1000) 0*9Zi101F0P0v11 1101L *9Zi88 07
F8P0m9v80680580L *9Zi77 38F7P3m6v53763863L *9Zi80 09F5P0+ (100 q 2)0+ ( 10 q
3)4Ll G..H( 2 q 1000) 8+ ( 5 q 100)8+ ( 8 q 10)4Ll G..H( 1 q 1000) 8+ (10
q 100)8+ ( 5 q 10)4L+ !Pour calculer ces sommes,-il faut d'abord effectuer9le
s produits entre Eparenthses et ensuite Qeffectuer les additions.L f1 sept cent
quatre-vingt-seize77'6j7s9m7v50850900L *9Zi49 24F8P6m5v94416516t 189 L *9Zi81 19
F1P1m7v91891981L *9Zi73 95F4P9m5v5144 P6767rYX *Utilise le curseur pour,cliquer
ton choix.rYX*Utilise le curseur pour cliquer tes choix.'Lorsque cela est fait,
3valide avec l'icone O.K.,ou bien tape la touche F0.rYX*Utilise le curseur pourr
ordonner la liste.4Valide avec l'icone O.K. &ou en tapant F0.rYX*Tape ta rponse
l'aide(du clavier, puis valide4a(c)Copyright M.D.O. 1991 - version 1.1pP PScccc
cc cPSccccY cccPScccc% ccjcLc+cccPTc c c c c cvec les touches ENTER8ou RETURN
.rYX*Clique le(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la
4bonne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier d
place-toi (avec les flches, puis4valide en cliquant O.K.&ou en tapant F0.Uf4s"Ta
pe une touche pour continuer.ww)(( ((((( ! "c #c 9c UUcdLc+cccPc c c c c c CcAa
ScyTcc ccccAcpPBc c c c c c c 2EcFcBG cc*0PB((xyx((x(y((y(z((y(z((y(z((y
(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((
H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((
((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+
((( J--(() )(H( (I((J((I(((J) (I(H(H(H)H (()+)))(-))())ccc Fc Fc*0PBccc Fc Fc*(P
Bc Fc FcABL+Y Scc ccccAcRPBc c c c c 2EcFcBG cmcO9))*)())))8())),)())+8())
)+)())*8()))+)()),())))8))()))*()-)8))(8+8))()99)(( ((( +((( J--(() )(H( (I((J((
I(((J) (I(H(H(H)HEdec su+((((((((((((()()((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 (()+)))(-)
)())z FcO0PBccc Fc FcO,PBcc Fc FcABL+a ScyT cc ccccAcCPBc c c c c 2EcFcBG cjc*(
P6767rYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise le curseur pour
cliquer tes choix.'Lorsque cela est fait,3valide avec l'icone O.K.,ou bien tape
la touche F0.rYX*Utilise le curseur pourrordonner la liste.4Valide avec l'icone
O.K. &ou en tapant F0.rYX*Tape ta rponse l'aide(du clavier, puis valide4a PBc
Fc Fc* Fc*(PBc Fc Fc*,PBcc Fc Fc*(PBc Fc Fc* FcABL+a ScyTcc ccccAc% CPBc c 1tcc
c ctcctcc1pccccpccxcc0$c cF$%c YcS$VWcM91INTROSScA6F$%c YcAES$VcS$VWcXYYc)Uc Y
c YcSY%cPcM91INTROc&S%Vc c c 2EcFcBG ccY * Fc*0PBccc Fc Fc*(PBc Fc Fc*(PBc Fc F
c* FcABL+a ScyTcc ccSScAc5S%VWcSSScAcZ$ccGF$cvDZ$%cE"ccv EEc c cQcpQ crJR ccp
Qc*G $Rc RccR%cG QRcQQc$cczcp .c8c%%cp%cccAcsPBc c c c c c c c c 2EcFcBG c!c"4PB
cccc Fc Fc"8PBccccc Fc FcABL+a ScyTcc cUcfccc p$$c"ccAcUcTcZcZcE6T6 E77R889 D(0k
YaaK3999!""."#v ccccAcj7PBc c c c 2EcFcBG c1ct"(PBc Fc Fc",PBcc Fc Fc"(PBc Fc Fc
ABL+Y Scc c c**T)*+)T))**)*£'''Y- bItvuISVSSS0)H-u,66 /rr rrrvrrZ vst pMMMccA
cPBc c c c c c c c c c 2EcFcBG ccr*,PBcc Fc Fc*4PBcccc Fc Fc*4PBcccc Fc FcABL+
Pkz 3MqUORFaUWUUabaa$aQ q !!"6u"##d$%%S&&'B(PE------PE-----h0V/S/(-*Pd+C,F-R.2/
21.3I1'''''445PL+ L+ #Les cirques ambulants restent peu de temps au mmeendroit.
Ils font plusieursmi!. trois mille quatre trois mille quatorze $trois mille huit
cent quatr$eLy !.cinq mille treizecinq mille cent treize$cinq mille troisL+ Not
re cirque possde un chapiteau 4 mts pouvant recevoir 5000 personnes. Lespectac
le peut tretransport"#en moins de 24 heures.LWr Calcule la somme suivanteet cliq
ue la bonne rponse.Lp b'lliers de kilomtres par an.LS Comment cris-tu en lettres
Clique la bonne rponse.Lg trois mille quatre-vingt-dixLg (trois mille cinquante
Lg deux mille trois cent dixLg quatre mille vingt-troisLg deux mille huit cent q
uatorzeLg deux mille quatre-vingt-seizeLg quatre mille cent soixante L a39'6b'6'
63%0/090 + 2b0l0 + 20 + 4 52(024f5o0x242224+3+0(+22+4f+3o+2x+2+4+3+1+2+4Lp b'6b'
6'64%0/090 + 3b0l0 + 50 + 9 75(029f6o5x094059+4+3(+52+9f+4o+8x+0+9+5+3+5+9Lp 010
e3n0w903009L a30'510e3n5w003005L a23'910e3n3w102310L a40'213e4n2w234203L a28'114
e2n8w742884b'6b'6'64%0/090 + 5b0l0 + 50 + 8 45(528f4o8x554630+4+0(+52+8f+4o+5x+0
+8+5+5+0+8Lp b'6b'6'620)030 + 15e0o0 + 300 + 4 28(420f2o8x044840+3+8(+02+4f+3o+3
x+L a20'816e2n0w962196L a40'610e4n1w604171L+ Sur les routes les borneskilomtriqu
es nous indiquentles distances qui nous sparent de notre destination.LS Nous avo
ns parcouru en un ankilomtres. Comment cris-tu $ce nombre en chiffres 0Clique l
a bonne r4+0+3+5+3+4Lp b'6b'6'62'0100 + 1 d0n0 + 50 + 7 22(527f2o0x572157+2+2(+1
2+2f+3o+0x+5+7+3+1+5+7L+ Le matriel est rparti dans plusieurs vhicules qui form
ent un convoi long de 2 3 km. Quelle expdition !LQl Calcule la somme suivanteet
clique la bonnponse.U 3608U 4012U 2801U 3804U 5113Ly !.trois mille vingt-huittro
is mille soixante-huit$trois mille six cent huitLy !.quatre mille deuxquatre mil
le douze$quatre mille cent douzeLy !.deux mille huit centsdeux mille huit cent u
n$deux mille huitLy Pe rponse.Lk b2'6(7(3 q 10M0W0) + (6 q 100) 30(026f3o6x003
0605+3+1G+6Q+0 ,3,2,6,0Lk b2'6(7(4 q 10A0K0) + (6 q 10) + 5 46(520f4o0x654
5065+4+5G+6Q+5 ,4,6,5,5Lk ble signe qui convient Ls bb#b'6q600 "+.48B+N8q
600+46+17q+Ls bb#b'6q700 "+.30B+N8q 700+50+4q+Ls bb#b'6q600 *+692 q 600
+12q+Ls bb#b'6q500 "+.11B+N9q 480+2'6(7(2 q 200F0) + (4 q 100) + 7 44(720f4o7x
4044075+4+1G+4Q+7 ,4,1,0,7Lk b2'6(7(3 q 120H0) + (7 q 10) + 1 438(624f3o4x
6835145+3+6G+8Q+4 ,3,6,9,4Lk b235+5q+L+ Aujourd'hui, avant l'arrivedu cirq
ue les murs de la villese couvrent de panneaux indiquant les dates des#reprsenta
tions.LZg Peux-tu cliquer le nombre quiLf bb.b2Avient juste avant 1099 f1o0x97f#
2o#0x#0#0 f61o60x6968Lf bb.b2Avient juste avant 1999 f'6(7(3 q 160G0) + (15 q
10) + 2239(722f4o9x7242975+4+7G+9Q+2 ,4,5,9,2L+ Le premier cirque a t cr L
ondres par un Anglais au18me sicle. Depuis, grandset petits cirques se sont#prop
ags dans le monde.Lv Compare les nombres et clique le signe qui convient Lw bb*q
#32o0x00f#1o#1x#0#0 f61o69x6968Lf bb.b2Avient juste avant 1804 f1o8x02f#1o#8x#
0#3 f61o68x6065Lf bb.b2Avient juste avant 3030 f3o0x32f#3o#0x#3#3 f63o60x626
9Lf bb.b2Avient juste avant 4200 f4o1x9-175A03240qLw bb*q,7676443qLw bb*q$1.080B
0999qLw bb*q,6603989qLw bb*q)8376609qLw bb*q#2-775A03020qLw b9f#4o#2x#0#1 f64o
61x6968Lf bb.b2Avient juste aprs 2342 f2o3x41f#2o#3x#4#0 f62o63x6463Lf bb.b2Av
ient juste aprs 2009 f2o0x10f#2o#0x#0#8 f62o60x6067Lf bb.b2Avient juste aprs 4
100 f4o1x11f#4o#1b*q#1-070A11099qLw bb*q#4-579A05000qLw bb*q"4,26284120qL+ Au 19
me sicle, quand un cirque arrivait dans une villetous les artistes et lesanimaux
faisaient un dfil#pour annoncer leur arrive.LZv Compare les gsommes et clique
Px#0#1 f64o61x6160Lf bb.b2Avient juste aprs 3100 f3o1x09f#3o#1x#0#1 f63o60x
6969Lf bb.b2Avient juste aprs 1708 f1o7x10f#1o#7x#0#9 f61o67x6067L+ VJVVtJtVJV
JVVVIttIIIIVIZeXeeXoXXTu sais crire 002. Le chiffre des mille est le mme',3le ch
iffre des centaines est le mme mais le chiffre(des dizaines n'est pas le 0mme. 8
Je les compare et j'obtiens2 0. Je peux alors crireH4029 4002. QEn les rangean
t du plus petiQtYau plus grand on a c3101 / 4002 / 4029 / 5000mDu plus grand au
mplusmpetit w5000 / 4029 / 4002 / 3101L+ Pour savoir le nombre qui a t ajout ch
aquetous les nombres de 0 5000.,Prenons un exemple FmccduEM4cM1M9M0Z+quatre mil
leYecentwoquatre-vingt-dixL+ iyy Pour calculer les sommes,dispose bien les units
sousles units, les dizaines sous(les dizaines, les centaines4sous les centaines
et lesmille sous les mille. Puis Lfais l'opration.XEx lX4xX0X2X8H+ 700Hh+h
1h0Hp+p1HxL+ &OtO fois,'compte par exemple de 1003en 100 jusqu' 1000.C100 - 200
- 300 - ... - 1000STu as trouv le nombre !L, c'tait facile.L+ 4T4TT4Additionne l
es chiffres desmille.Exemple ,4",000 + 2,000 +,, 10,00066u- 10LQue faut-il
ajouter 6 pourXobtenir 10 Il faut rajouteXrd4 car 6 + 4 10.pDonc le nombre es
t 4000.L+ ttrrrCCPOOTu dois d'abord effectuer lesoprations entre parenthses$et e
nsuite additionner.2Exemple &D(2 q 1000) + (3 q 100)S2000S300h2000 + 300 2300L+
Je te rappelle que pour multiplier par &10 on ajoute un zro 02ex 3 q 10 30B
100 on ajoute deux zros0Nex 3 q 100 3001000 on ajoute trois zros0jex 3 q 100
0 3000L+ Pour comparer les nombres etour dcomposer un nombre,place les nombres
qui le composent dans le tableau./Ex j/9t/4/2/7bm c d ubG9 0 0 0RS+
4 0 0R+2 0Rk+k7rYX *Utilise le curseur pour,cliquer ton choix.rYX*Uti
lise le curseur pour cliquer tes choix.'Lorsque cela est fait,3valide avec l'ico
ne O.K.,ou bien tape la touche F0.rYX*Utilise le utiliser le signe (plus 'petit
que) ou (plus grand3que) il faut d'abord compar3erles chiffres des mille, puis
Kceux des centaines, ensuiteWceux des dizaines et enfin cceux des units.L+ Ici,
il faut comparer dessommes. Effectue d'abord les"oprations en prenant soin.de b
ien placer les chiffresles uns sous les autres.FEnsuite compare tes FrsultatFsF.
RAttention n'oublie pas lesretenues en faisant tes curseur pourrordonner la lis
te.4Valide avec l'icone O.K. &ou en tapant F0.rYX*Tape ta rponse l'aide(du clav
ier, puis valide4avec les touches ENTER8ou RETURN.rYX*Clique le(s) triangle(s) e
tvalide avec O.K. ou avec la(touche F0 lorsque la 4bonne rponse apparat dansl
e cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi (avec les flches, pui
joprations.L+ Z1Zz1z1Il faut comparer les nombres.Commence par comparer le chiff
re des mille, puis celuides centaines, puis celui des$dizaines et enfin les unit
s$.,Ex H0m c d uH5 0 0 0HD4 0 2 9HN3 1 0 1HX4 0 0
2d5 4 et 4 3lDonc le nombre le plus grandtest 5000, le plus petit 3101t.L+ Il
reste 2 nombres comparer4029 et 4 Ps4valide en cliquant O.K.&ou en tapant F0.U
f4s"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((Ms90c1cc+ q7000ci300cs30c3cc2 s5000ci300cs20cc0cc9 t6000cic000c
sc00c1cXEcFccccccBG cc V %D$i$$ s$$ $$ c Fc Fc888((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 (()+)))(-)
)())9))*)())))8())),)())+8()))+)())*8()))+)()),())))8))()))*()-)8))(8+8))()99)((
((( H(H)HEdec su(I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K((L
((L((MA8B8L+8a ScTcc v. ucc ccAcCPBc 4c 5c 6c 7c 82EcFcBG cc b( Fc8(0PBccc Fc Fc
8((PBc Fc Fc8((PBc Fc Fc8((c)Copyright M.D.O. 1991 - version 1.1% +PSccrc+PSccc+
PScccNLc+cccPTc c .UUcdLc+cccPc c c c c c . ci Sc Fc888A8B8L+81tccc ctccEtcce.1
pccccpcc xcco.$c cF$%c .YcS$VWcM91INTROSSc6F$%c .Yc.ES$VcS$VWcTccc $. &cc ccAc
gcPBc 'cc (cc )c *c +c ,2EcFcBG cSccsc(cc(PBc Fc Fc8cc(cc(PBc Fc Fc8cc(cc0PBcc
c Fc Fc8cc(cc(PBc Fc FXYYc)Uc Yc YcSY%cPcM91INTROc&S%VcSScc5S%VWcSSSccZ$ccWF$c
DZ$%cE"cf c EEc c cQcpQ crJR ccp Qc*G $Rc RccR%c888A8B8L+8fScTccc o. -cc ccA
c .bidoncbidoncbidoncPBc+ /7000ci400cs20c7cc+ 06000ci200cs20c8cc2 18000ci400csc0
0c2cc+ 29000ci900cs10c4cc2 39000cic000c PcG QRcQQc$cc(zcp .c8c%%cp%cUcfccc p$$c
"ccAcUcTcZcZcTj #y4 D(0kYaaK3999!""."#v-25x-0-0Lr dd(dd+6g40x00g50x00'50090B0 +
100 00g80x00g-60x-0-0Lr dd(dd+6g70x00g60x00'10090B0 + 100 00g80x00g-90x-0-0L+ Da
ns l'Egypte antique la fte de Dionysos donnait lieu une procession avec desmilli
ers d'an**T)*+)T))**)* £'' ' Y0 - btvuISVSSS0imaux dont 24000#chiens de l'Inde.L
X En dcomposant le nombre 2435on obtient (2000 + 400 + 30 + 5Fais la mme chose e
t cris(dans les tiquettes le nombreL -8 j L h7q4z27L h6q2z28L h8q4z02L h9q9z14
L h9q0z91L h7q3z33L h5q3z2)-,66/rrrrrrrstpM MRaUUUaaaaQq6PE------PE-----h0V/S/-P
2I+1''F'm''T4PL+ L+0L h6q0z01L+ Trs tt les hommes se sont intresss aux animaux e
xotiques et ont appris l'artNdu dressage.LRk Maintenant calcule les sommes. Cliq
ue la bonne rponse.Ll (j((-g-((7 q 1000) + (4 q 200) + (2 q 10) + 77927o68277827
F1772717527Ll (j((-g-((6 q 1000) + (2 Si le plus grand cirque peut aujourd'hui
accueillir 15 000personnes, l'poque romainele Circus Maximus pouvait %recevoir
150 l%000 spectateurs.LYp Quel nombre faut-il ajouterpour obtenir 10 000 Lr ££(
£+£610003000300 0 + 5I0R00 + 100 002000-40-0-0Lr ££(£+£q 200) + (2 q 10) + 86328
o64286228F1522814128Ll (j((-g-((8 q 1000) + (4 q 10) u+ 28420o80428412F184021844
2Ll (j((-g-((9 q 1000) + (9 q 10) q+ 19089o98919991F1909119010Ll (j((-g-((9 q 10
00) + (9 q 100) Y+ 10 + 49941o99149014F615002500400 0 + 3I0R00 + 100 003000-20-0
-0Lr dd(dd+6g30x00g40x00'70090B0 + 100 00g50x00g-20x-0-0Lr dd(dd+6g10x00g15x00'8
0090B0 + 100 00g20x00g P1990419984rYX *Utilise le curseur pour,cliquer ton choi
x.rYX*Utilise le curseur pourcliquer tes choix.'Lorsque cela est fait,3valide av
ec l'icone O.K.,ou bien tape la touche F0.rYX*Utilise le curseur pourrordonner l
a liste.4Valide avec l'icone O.K. &ou en tapant 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 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 en tapant F0.Uf4s"Tape une touche pour continu
er.L+ 4T4TT4Additionne les chiffres d touches ENTER8ou RETURN.rYX*Clique le(s) t
riangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la 4bonne rponse a
pparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dplace-toi (avec les
flches, puis4valide en cliquant O.K.&ou en tapant F0.Uf4s"Tape une touche pour
continuer.L+ 4T4TT4Additionne les chiffres dK(c)Copyright M.D.O. 1991 - version
1.1K1 7CPS(c)c*c+c ,ciCPS(c)c*c+c,,cCPS(c)c*ck+c ,c rLc+cccPTc jc xc c c UUcdLc
+cccPc c c esmille.Exemple ,4",000 + 2,000 +,, 10,00066u- 10LQue faut-il aj
outer 6 pourXobtenir 10 Il faut rajouteXrd4 car 6 + 4 10.pDonc le nombre est
4000.L+ ttrrrCCPour dcomposer un nombre,place les nombres qui le composent dans
le tableau./Ex j/9t/4/2/7bm c d ubG9 0 0 0RS+ 4 0 0R+2 0R
k+k7wwc c c Mc1tccc ctcctcc1pccccpccxcca S(c8Tcc k lc cccAcPBc mc nc oc qc rc sc
tc uc vc w2EcFcBG ccz$4PBccc)(( (((((((xyx((x(y((y(z((y(z((y(z((y(z((y(z((y(z((
y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(III(H((H(JJ(
H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((
K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H
( (I((J((I(((Jc Fc Fc$0PBccc Fc Fc$0PBccc Fc FcABL+i S)c8Tccc c cccAcccPBc 248c
c 270cc 820cc 329cc 576c) (I(H(H(H)H (()+)))(-))())9))*)())))8())),)())+8()))+)(
))*8()))+)()),())))8))()))*()-)8))(8+8))()99)(( ((( H(H)HEdec su(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 Pc 642cc 428cc 876cc 3
280cccc 2080ccc9EcFccBG czccccc +$c Fc FcABL+a S*c8Tcc c cccAckPBc ES$VcS$VWcX
YYc)Uc Yc YcSY%cPcM91INTROc&S%VcSScc5S%VWcSSSccZ$cOcF$ceo)5DZ$%c0E"cc5 EEc c cQc
pQ crJc c c £c c c c c c 2EcFcBG ccZ"0PBccc Fc Fc"(PBc Fc Fc"4PBcccc Fc Fc",PBcc
Fc FcABL+R ccp Qc*G $Rc RccR%cG QRcQQc$cczcp .c8c%%cp%cUcfccc p$$c"ccAcUcTcZcZ
c T m(0i! """"""""""-V -/-0/+-+.-/!)a S+c8T cc c cccAc PBc c c c c c c c c c 2
EcFcBG ct c,v"4PBcccc Fc Fc"0PBccc Fc Fc"0PBccc Fc Fc !! "! 5rS(Nb)Gx#('(/"xkc
R3df c9fbHf1hp 6FHFIHHHH2cddddffeeed .N..-- .2 . . . . gUll-kglkilhl6&ABL+c S,c
8Tccc ccccAc PBc-c2ccc1850cc-c,ccc1048cc-(cccc1640cc-c2cc c1151cc-c$c#c(c2070cEc
FccBG G£(.-&(N-.'//."ezLFAHPcmY+++))++jSjjjljjjjjjOL+ L+ 6 + 6 + 6 + 6 + ... est
uneaddition qui peut s'crireccScccc.cccccc.ccccccc.cckcccc.cc +$c Fc FcABL+$c
cF$%c YcGS$VWcM91INTROSSc6F$%c YcG P *sous forme d'un produit6... q
...BPour trouver le nombre quiNmanque il suffit de compterZcombien de fois le n
ombre 6fest rpt.L+ Un roulement de tambour annonce le grand numro desHtrapzistes
.LJy Compare les produits et lessommes et clique le signequi convient $Par ex 2
q 3 2 + 3 Lz c c#0cr12 q 3 q12 + 3s'Lz c c#0c2 q 0 0 )L+ Le triple sau
t prilleux estl'un des exercices les plus difficiles. De grands acrobates ont r
alis cetX#exploit.LY Voici une multiplication plusdifficile car il y a deuxchiff
res au multiplicateur.$Clique la bonne rponse.L /Jk15 q 13 160P185195240L /JkW34
8 q 24 8352L8222842r4 q 4 q4 q 3s'Lz c c#0cr3 q 4 q3 +3+3+3s'Lz c c#0c
r7 q 8 q7 q 9s'Lz c c#0cr4 q 4 q4 + 4s'Lz c c#0cr6 q 3 q6 +6+6283
50L /JkW142 q 33 4786L458646854686L /Jk47 q 38 1730L172817861727L /Jk39 q 18 702
P351354703L /JkW172 q 16 2852L265227522552L /Jk64 q 75 +6s'Lz c c#0cr8 q 9
q9 q 8s'Lz c c#0cr0 q 4 q 1o4 q 1s'Lz c c#0cr0 q 9 q 2o1 q 0 q 6s'L+ Attention
! Tu dois compare r,des produits (- q -) et des8sommes (- + -).NIl ne faut surto
ut pas Zconfondre les signes q et4800L46004700 768L /JkW240 q 18 4220L4020216
04320L /Jk56 q 98 942P952 54885388L /JkZ370 q 13 1480L481046104710L+ Pourtant
, jusqu' ce jour, aucun acrobate n'a pu excuterun quadruple saut prilleux !LKu O
bserve le rsult +.Lz c c#0cr8 q 5 q8 + 5s'L+ C'est au 19me sicle que letr
apze volant fut inventpar le Franais Lotard qui le prsenta Paris au cirque#Napo
lon.LXw Multiplie les rnombres suivantset cris la rponse Lt bh124Zq 2Lt bh135Z
q 2Lt bh164Zq 5Lt bat de cettemultiplication. Par quel nombre le premier nom
bre a-t-il t multipli Clique la bonne rponse.L 59 q 590v !!"%!410100)100)0L 412
0 q 1200L 4346 q 34600L 96 q 96000L 4204 q 2040L 20 q 20000L 4140 q 14000L p47Zq
7Lt bp64Zq 9Lt bh107Zq 6Lt bh214Zq 2Lt bh146Zq 6Lt bh410Zq 8Lt bh52
0Zq 4L+ Pour effectuer cet exercicetu dois connatre les tables&de multiplicati
on.N'oublie pas les retenues !VSouviens-toi qu'un nombrebmultipli par 0 gale 0.n
( !P!!!!!!!!!35 q 3500L ,1840 q 18400L 4100 q 100000L+ Pour multiplier un nomb
re par- 10 tu places 1 zro la #droite du nombre./Ex 2 q 10 20- 100 tu places
2 zros.KEx 2 q 100 200- 1000 tu places 3 zros.gEx 2 q 1000 2000L+ PROBLEMEUn
e cole organise une sortieau thtre. Enfants et aI(((J) (I(H(H(H)H (()+)))(-))())
9))*)())))8())),)())+8()))+)())*8()))+)()),())))8))()))*()-)8))(8+8))()99)(( (((
)HEdec suK((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((
dultes sont invits. Le prix des (places est de francs pour0les enfants et
francs pou0r8les adultes. Il y a enfants et adultes. LQuelle somme l'cole a-t
-ellLeTdpense pour cette sortie Ecris la rponse.pfrancsL+ 1re tape Tu dois trouv
er la sommedpense pour les adultes.(2me tape 4Tu dois trouver la sommedpense pou
r les enfants.L3me tape XLa somme dpense par l'colXew)(( (((((((xyx((x(y((y(z((y
(z((y(z((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*((((((
(((((J*K((H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z(
*y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I
(J+p )H(J+((( J--(() )(H( (I((J((pour la sortie (somme pourhles adultes et somme
pour lehspenfants).rYX *Utilise le curseur pour,cliquer ton choix.rYX*Utilise l
e curseur pour cliquer tes choix.'Lorsque cela est fait,3valide avec l'icone O.K
.,ou bien tape la touche F0.rYX*Utilise le curseur pourrordonner la liste.4Valid
e avec l'icone O.K. &ou en tapant F0.rYX(c)Copyright M.D.O. 1991 - version 1.1%
7PS0c1c2c3ce 7PS0c1cA2c3c7PS0cm1c2co3cfLc+cccPT c c c c UUcdLc+cccPc c c c c c *
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 la(touche F0 lorsque la
4bonne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dp
lace-toi (avec les flches, puis4valide en cliquant O.K.&ou en tapant F0.Uf4s"Tap
e une touche pour continuer.wPc1tccc ctcctcc1pccccpccxccl i S0ceT ccc c c9ccAcm
vPBc cc5cc cc3cc $cc20cc cc20cc !cc22cc 4cc34cc c c5cw)(( (((((((xyx((x(y((y(z((
y(z((y(z((y(z((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*((((((
(((((J*K((H(III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z(
*y(z(+((((((((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(
I(J+p )H(J+((( J--(() )(H( (I((J(( "P"""""""""c Ecc48cc Mcc62cc c'c53cEcFccTcc
ccc dccc ccc BG cTcc ccc.cdccc ccc.cc +$c Fc Fc A B L+ i S1ceTccc PcM91INT
ROc&S%VcSScl c5S%VWcSSScl cZ$c+cF$cDZ$%cE"c!c EEc c cQcpQ crJR ccp Qc*G $Rc Rcc
R%cG QRcQQc$ccezcp .cc c9ccAcPBc 25cc 9cc 60cc 24cc 34cc 10cc 40cc 82cc 73cc 46
c9EcFccBG c,cA +$c Fc Fc A B L+ i 8c%%cp%cUcfccc p$$c"ccAcUcTcZcZcT(0i! """""
"""""F-V -/-0/+-+.-/!) !! "! 5rS(NS2ceTccc c c9ccAcocPBc 33cc 42cc 32cc 204cc
c 710ccc 736ccc 13cc 69cc 236ccc 204cc9EcFccBG cccccc +$c Fc Fc b)Gx#('(/"xkdfc9
fbfhp6FHFIHHHH2cddddffeeed...--.....gllkglilhl&G(.-(-.'//"ezLFAHc&'Dbc A B L+ c
S3ceTccc cc9ccAcPBccc14cccc21cccc10cccc11cccc19coEcFccBG c cOc ccc.ccWc ccc.cc
Ym$ y$ Y+++))++Wv*"#jSjjjljjjjjjOL+ L+ La "haute cole" est fortapprcie du pub
lic.Le matrede mange fait se cabrer leschevaux, les fait danser puis#se mettre
genoux et saluer.L chevaux sont sur +$c Fc Fc A B L+ $c cF$%c Yc S$VWcM91I
NTROSScl 6F$%c Yc l ES$VcS$VWcXYYc)Uc Yc YcSY%c #P#########la piste,0chevaux re
ntrent en Xcoulisse.Trouve le nombre dechevauxqui(restent. Ecris ta rponse.L U8
- 3 L M12 - 9 L E36 - 16 L M25 - 5 L E33 - 11 L E52 - 18 L E18 - 13 L E69
- 21 L E77 - 15 L E92 - 39 L+ Pour calculer le nombre de chevaux restants, t
u dois fMvBvMvMMPour effectuer xla soustractiontu dois la poser ainsi d&8 5L2-
5 2Ton soustrait on soustraitles dizainesles unitsh8 - 5 3h5 - 2 3L+ XPROBL
EMELuc et Stphanie font unepromenade cheval. Luc $parcourt km, Stphanie,parc
ourt km de moins que4son ami.Quelle distance StphanieHa-t-elle parcourue TEcri
s la bonne rponse.hkmL+ .N'oublie pas ! Quandeffectuer une soustraction.*Ex 8 -
3 5PAttention !JDans une soustraction, leV1er nombre est toujours plusbgrand q
ue le rsultat.nEx 8 5L+ Les acrobaties chevalconstituent les plus anciens1num
ros de cirque.LMs Complte la soustraction quicorrespond chaque addition.Ecris t
a rponse.Lt !! # ,+ #J25 + 5 30J30 - 5Lt !! # on calcule une diffrence o
n Ffait une soustraction.rYX *Utilise le curseur pour,cliquer ton choix.rYX*Util
ise le curseur pour cliquer tes choix.'Lorsque cela est fait,3valide avec l'icon
e O.K.,ou bien tape la touche F0.rYX*Utilise le curseur pourrordonner la liste.4
Valide avec l'icone O.K. &ou en tapant F0.rYX*Tape ta rponse,+ #N9 + 9 18J18 -
9Lt !! # ,+ #J60 + 4 64J64 - 4Lt !! # ,+ #J24 + 2 26J26 - 2Lt !!
# ,+ #G55 + 34 89J89 - 55Lt !! # ,+ #G30 + 10 40J40 - 30Lt !! # ,+
#G40 + 12 52 l'aide(du clavier, puis valide4avec les touches ENTER8ou RETURN.
rYX*Clique le(s) triangle(s) etvalide avec O.K. ou avec la(touche F0 lorsque la
4bonne rponse apparat dansle cadre.rYX*Tape tes rponses l'aidedu clavier dp
lace-toi (avec les flches, puis4valide en cliquant O.K.&ou en tapant F0.Uf4s"Tap
e une touche pour continuer.wwJ52 - 12Lt !! # ,+ #J82 + 7 89J89 - 7Lt
!! # ,+ #J73 + 5 78J78 - 5Lt !! # ,+ #G46 + 10 56J56 - 10L+ Une addi
tion peut s'crire"sous forme de 2 soustraction"s2Par exemple HB5 + 3 8Vdonne
8 - 5 3Hb8 - 3 5L+ $Cow-boys et cavalie)(( (((((((xyx((x(y((y(z((y(z((y(z((y(z
((y(z((y(z((y(z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(
III(H((H(JJ(H((H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((
((((((()()((K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((
( J--(() )(H( (I((J((I(((J) (I(H(H(rs cosaques excutent des numrosde voltige d'u
ne grandeRhardiesse !LSy Effectue les soustractionssuivantes.Ecris la bonne rpon
se.Lz 85 - 52 Lz 74 - 32 Lz 89 - 57 Lz + 326 - 122 Lz 3 760 - 50 Lz + 896 - 1
60 Lz 31 - 18 Lz 83 - 14 Lz 3 322 - 86 Lz + 562 - 358 L+ fBfMVM $P$$$$$$$$$H)
H (()+)))(-))())9))*)())))8())),)())+8()))+)())*8()))+)()),())))8))()))*()-)8))(
8+8))()99)(( ((( ((( )HEdec su((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((
K((L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H
( (I((J((I(((J) (I(H(H(Rp 'B$c Fc FcRp Fcwy 'B$c Fc Fcy Fcy 'B$c Fc Fcy ,PBcc F
c Fcy FcABL+Y S6c)Mc cccc)(( (((((((xyx((x(y((y(z((y(z((y(z((y(z((y(z((y(z((y(
z((x(y( (x(y( (x(y( (x(y( (x(y( ((( MO,(((((()*(((((( (((((J*K((H(III(H((H(JJ(H(
(H(I-H((I(H(K((I*K((I(x. (I(((I(xyx(((x(y(+y(z(((y(z( *y(z(+((((((((((((()()((K(
(L((L((M((J(I((K(I((K(I((L(I(((I( H H( I,y)p(H( I)p(I(J+p )H(J+((( J--(() )(H(
(I((J((I(((J) (I(H(H(AcPBc$ lcac ccc7Ccc$ lcac ccc3Ccc$ lcac ccc5Ccc$ lcac ccc6
Ccc$ lcac ccc8Ccc$ lcac ccc9Cc2EcFcBG ccH R"'C$c Fc Fc"'C$c Fc Fc"'C$c Fc Fc"(c)
Copyright M.D.O. 1991 - version 1.1( 7PS4c5c6c7c 7PS4c5c6cH7c7PS4c5c6c7c"ZLc+ccc
PTc c c UUcdLc+cccPc c c c c c D'C$c Fc Fc"'C$c Fc FcABL+c S7c)hTccc ccccAc"cPBc
"ccc9cc"ccc8cc"ccc9cc+ccc10ccc"cw1tccc ctcctcc1pccccpccxcc0i S4c)hTccc c cccAcc
PBc 5cc 9cc 3cc 5cc 6cc 9cc 8cc 8ccc 6cc 9cCEcFcccBG ccc c5c EcFccBG cT
cEc ccc.ccEc ccc.c,cc ccc.cccccc '$c Fc FcABL+$c cF$%c YcwS$VWcM91INTROSSc06F$
ccccc cccc %D/$$c Fc FcABL+a S5c)hTcc ccccAcI PBc c c c c 2EcFcBG cc Rwp Fc %
P%%%%%%%%%%c Ycw0ES$VcS$VWcXYYc)Uc Yc YcSY%cPcM91INTROc&S%VcSSc0c5S%VWcSSSc0cZ$c
+cF$ce DZ$%cE"cce EEc 4 Lt !! # ,+ #B50 10 q B50 10 Lt !! # ,+ #J24 4 q
J24 4 Lt !! # ,+ #J45 5 q J45 5 Lt !! # ,+ #J64 8 q J64 8 Lt !! # ,+
#J56 7 c cQcpQ crJR ccp Qc*G $Rc RccR%cG QRcQQc$ccezcp .c8c%%cp%cUcfccc p$$c"c
cAcUcTcZcZcT(0i! """"""""""K-V -/-0/ q J56 7 Lt !! # ,+ #J48 8 q J48 8 Lt
!! # ,+ #J81 9 q J81 9 L+ Chiens et singes sont plusintelligents et plus fac
ilesX dresser.LIk En utilisant cette table demultiplication de 12, cliquele prod
uit qui correspond la division.Lk uu +-+.-/!) !! "! 5rS(Nb)Gx#('(/"xkdfc9fbfh
p6FHFIHHHH2cddddffeeed...--.....g**4412 q 1 12 12 q 6 7212 q 2 24 12
q 7 84"12 q 3 36 12 q 8 96,12 q 4 48 12 q 9 108612 q 5 60 12 q
10 1260Lku S108 12 Lku S960 12 Lku S720 12 Lku S360 12 Lku K1080 12 Lk uu
**4412 q 10 120 12 q 60 72012 q 20 24llkglilhl&G(.-(-.'//"ezLFAHcmY+++))++j
cSTjj(jljhjjjjjzY n O Rj&L+ L+ Les grands cirqu0 12 q 70 840"12 q 30 360 12 q
80 960,12 q 40 480 12 q 90 1080612 q 50 600 12 q 100 1200L+ Plus originaux
sont les numros d'hypnose dans lesquels crocodiles et serpents obissent docilem
ent.LQx Voici une srie de multiplesde .Clique l'intrus.L 'd5V2142n56 6270L '
d5Ves prsententune grande varit d'animauxchimpanzs, chiens, otaries,hippopotames
, alligators...LSu Complte les oprationssuivantes.Ecris le bon nombre.Lt !! # ,
+ #J45 9 q J45 9 Lt !! # ,+ #J27 3 q J27 3 Lt !! # ,+ #J12 4 q J12 &P
&&&&&&&&&27D9n25 30 18L 'd5V4535n10 3620L 'd5V2218n36 5448L 'd5V1646
n56 2472L 'd5V1854n81 2748L+ ZPROBLEMEclasses de lves, pour"partir en c
lasse de neige,*(((((((((()()((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 (()+)))(-))())9))*)())
))8())),)())+8()))+)())*8()))+)()),())))8))()))*()-)8))(8+8))()99)(( ((( 8))(8+8
))()99)(( ((( ((( )HEdec suprennent le train. Chaque2compartiment peut contenirl
ves. FCombien FFdeFcompartimentsFvontF-Nils occuper L+ Exemple 45 9 5 Il f
aut trouver le nombre qu i,multipli par 9 donne 45. Ce8nombre que tu trouves est
leDrsultat de la division.RIl te suffit de reprer 45 dans la table des multiple
sjde 9.L+ Exemple 108 12,On te donne la table des8multiples de 12. ChercheDdan
s le tableau le20$021022P023f024025026027028029830$831832P833f834835836837838839
40$4142P43f444546474849H50$H51H52PH53fH54H55H56H57H58H59P60$P61P62PP63fP64P65P66
P67P68P69X70$X71X72PX73fX74X75X76X77X78X7980$8182P83f848586878889h90$h91h92Ph no
mbrePqui multipli par 12 donne108.L+ Attention ! Pour rsoudre ce$problme, tu doi
s d'abord0trouver le nombre total d'lves. HPuis sers-toi des tables deTmultiplic
ation pour effectueTrla deuxime opration.rYX *Utilise le curseur pour,cliquer to
n choix.rYX*Utilise le curseur pourcliquer tes choix.'Lorsque cela est fait,3val
ide avec l'icone O.K.,ou bien tape la93fh94h95h96h97h98h99p100L+G£ %%++1177C "
"""%"%+"+1"17"7"C"" ' "'"'"'"%'%"+'+"1'1"7'7"'"C'' , ',',','%,%'+,+'1,1'7,7','C,
, 1 ,1,1,1,%1%,+1+,111,717,1 touche F0.rYX*Utilise le curseur pourrordonner la l
iste.4Valide avec l'icone O.K. &ou en tapant 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 avec la(touche F0 lorsque la 4bonne rponse apparat dan
sle cadre.rYX*Tape tes rponses l',C11 6 1616161%6%1+6+11611767161C66 6666%%6++
61167766C %%++1177C E EEE%E%+E+1E17E7ECEE J EJEJEJE%J%E+J+E1J1E7J7EJECJFUhUdhds
hsh"10aidedu clavier dplace-toi (avec les flches, puis4valide en cliquant O.K.&
ou en tapant F0.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(+((( 'P'''''''''1/1ILE NOMBRE MILLEVVoici une figure qui V reprsente 100
cubes.V,Si on a 10 figures commeV4celle-ci, on trouve V1000 cubes c'est--direVD1
0 centaines ou %mille".PDonc LSmScjSdySuL10j0y0l1000 10 centaines 100 dizaines
.t1000 1000 units.L+"111/2ALE NOMBRE 10000Sais-tu compter de 1000 10000 #1000
- 1001 - 1002 - 1003 - 1004 -1005#-+1006 - 1007 - 1008 - 1009 - 1010...9"4 %" %3
"2.L+BB66"192/6Si le chiffre des% dizaines" est le mmetu compares alors les unit
s."Exemple %4"6 et %4"8.Dans le nombre %4"6 il y a 6 units.Dans le nombre %4"8
il y a 8 units.HDonc %4"8% 4"6VTu peux aussi crire que %4"6 est pluspetit que %
4"8. En langage mathmatiquefplus petit s'crit %".Zr4%6 "4%8L+"203/6 2) Nombres
de 3 chiffres.Pour compareTe souviens-tu En ajoutant %un" onAobtient le nombre
suivant.M99 et un 100Y999 et un 1000e9999 et un 10de000L+P"122/2 Comptons ens
emble de 100 en 100 jusqu'aunombre 10000.* 1000-1100-1200-1300-1400-1500-1600-
%1700-1800-1900-2000...1* 5000-5100-5200-5300-5400-5500-...* 9000-9100-9200-9300
-9400-9500-...ILe chiffre des centaines change.UComptons de 1000 en 1000 * 1000-
200r 2 nombres de 3 chiffres,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 centaines est lemme Exemple (5%2"0 et (5%1"4.,Tu dois compar
er les %dizaines" %2 "% 1".8Donc (5%2"0 (5%1"4 ou (5%10-3000-4000-5000-6000-70
00-e8000-9000-10e000.qLe chiffre des mille change.L+9lt$l$0$0tN$Ntvtv$$$t$t/l/v/
/CCYY"131/2RETIENS CES TABLEAUX1millezunits simples¢8&diz unit cent&diz&uni
t29 9 %+ 1"1 0 0F9 9 9 %+ 1N"1N0 0 099 9 9 %+ 1
f"1f0f0 0 0L+ "15"4 (5%2"0.D* Si le chiffre des centaines est leLmme et s
i le chiffre des dizaines Test galement pareil, alors il faut comparer les units
.hExemple (5%1"6 et (5%1"4.t6 4 donc (5%1"6 (5%1"4 ou (5%1"4 (5%1"6.L+"225/6
3) Nombres de 4 chiffres.Pour comparer 2 nombres de 4 chiffres,"tu procderas de
la mme manire que*pour les nombres de 2 ou 3 chiffres.W%2345 "/ %1532iK"2 1HDon
c 2345 15321/2"ECRIRE LES NOMBRES EN LETTRES11 onze 16 seize12 douze
17 dix-sept"13 treize 18 dix-huit*14 quatorze 19 dix-neuf215
quinze20 vingtl21 vingt et unF30 trente N40 quarante 49 quarante-neufV5
0 cinquante60 soixanteh70 soixante-dixp71 soixante et onzex72 soixante-douz
eL+"162/280 quatre-vingts81 quatre-vingt-un&90 quatre-vingt-dix.91 quatre-vi
ngt-onze698 quatre-vingt-dix-huitB100 cent N1000 milleL+0"181/63COMPARAISON D
E NOMBRES1) Nombres de 2 chiffres"Voici 2 nombres, 32 et 44. Pour les*comparer t
u dois d'abord comparer le2chiffre des %dizaines". Dans le nombre %3"2 il y a %
3" dizaines.FDans le nombre %4"4 il y a %4 "dizaines.RDonc %4"4 est plus grand q
ue %3"2.En langage mathmatique plus grand quefs'crit %".FrDonc %4 # w# w$ x#
w" Z v" Z v# w# w# w" Z v# w# w# w" Z v" Z v! Y u" Z v! Y u" Z v! Y u! Y
u! Y u" Z v" Z v" Z v! Y u" Z v! Y u! Y u! Y u" Z v! Y u" Z v! Y u" Z v! Y u! Y
u! Y u" Z v! Y uTous droits réservés. Reproduction sans autorisation interdite. © Kukulcan