Figure Cabri II Plus vers. MS-Windows 1.x (1.3)

Window center x: 3.92cm y: 25.21cm Window size x: 33.24cm y: 16.76cm
Resolution: 38 ppc

1: Pt, Val: 0 0
invisible, 

2: Axes, Const: 1, cart, Val: 1 0 0 1
color:Gr, invisible, 

3: Pt, Val: -9.31333333333333 -11.5622916666667
thicker, 1x1, 
"A"
TP:  -9.76315789473684,  -11.5526315789474, TS:  0.263157894736842,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

4: Line, Const: 3, Val: -0.35232975880626 0.935875921829129
color:V, invisible, 

5: Pt, Val: -2.59291666666667 -5.37104166666667
invisible, 

6: Pt, Val: -2.94524642547292 -4.43516574483754
invisible, 

7: Line, Const: 5,  6, 
color:V, invisible, 

8: Pt, Val: 1.93145833333333 -11.5622916666667
thicker, 1x1, 
"D"
TP:  1.60526315789474,  -11.5789473684211, TS:  0.315789473684211,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

9: Par, Const: 8,  4, 
color:V, invisible, 

10: Pt, Val: 8.02524642547293 -7.2087925884958
invisible, 

11: Pt, Val: 7.32058690786041 -5.33704074483754
invisible, 

12: Line, Const: 10,  11, 
color:V, invisible, 

13: Pt, Val: -9.07520833333333 19.7379166666667
invisible, 

14: Line, Const: 13, Val: 1 0
color:V, invisible, 

15: Pt/, Const: 14, Val: -2.59291666666667 19.7379166666667
thicker, 1x1, sticky, 
"C"
TP:  -2.55263157894737,  19.5526315789474, TS:  0.289473684210526,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

16: Pt, Val: -9.07520833333333 19.764375
invisible, 

17: Pt, Val: -11.350625 19.8172916666667
invisible, 

18: Cir, Const: 15,  16, 
color:B, DS:5 8, invisible, 

19: Cir, Const: 15,  17, 
color:B, DS:5 8, invisible, 

20: Pt/, Const: 18, Val: -9.0752128739005 19.7125951971072
thicker, 1x1, 
"A"
TP:  -9.5,  19.7368421052632, TS:  0.263157894736842,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

21: Pt/, Const: 19, Val: -1.81744372977783 28.4615854686395
thicker, 1x1, 
"B"
TP:  -1.71052631578947,  28.7894736842105, TS:  0.315789473684211,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

22: Seg, Const: 15,  20, 
thicker, marks nb:1, 

23: Seg, Const: 15,  21, 
color:Bl, thicker, marks nb:2, 

24: Seg, Const: 21,  20, 
color:V, 

25: Lgth, Const: 15,  13, Val: 0 0 246.327, A, P, 
invisible, NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

26: Text, Const: 15,  13, inc.elmts: 25, Val: -21 -1003 0, A, nP, 
invisible, 
""#"
TP:  -0.552631578947368,  26.3947368421053, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

27: Lgth, Const: 15,  17, Val: 0 0 332.807, A, P, 
invisible, NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

28: Text, Const: 15,  17, inc.elmts: 27, Val: -20 -1018 0, A, nP, 
invisible, 
""#"
TP:  -0.526315789473684,  26.7894736842105, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

29: Pt/, Const: 14, Val: 8.86354166666667 19.7379166666667
thicker, 1x1, sticky, 
"F"
TP:  8.86842105263158,  19.6578947368421, TS:  0.263157894736842,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

30: Transf, Const: 29,  27, Val: 17.6216096980513 19.7379166666667
thicker, 1x1, 
"E"
TP:  16.5263157894737,  20.3157894736842, TS:  0.289473684210526,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

31: Transf, Const: 29,  25, Val: 11.0463944220137 25.8416253016042
thicker, 1x1, 
"D"
TP:  9.8421052631579,  26.0263157894737, TS:  0.315789473684211,  0.421052631578947
p: 0, System, S: 9 C: 7 Fa: 0

32: Cir, Const: 29,  31, 
color:B, DS:5 8, invisible, 

33: Cir, Const: 29,  30, 
color:B, DS:5 8, invisible, 

34: Seg, Const: 29,  31, 
thicker, marks nb:1, 

35: Seg, Const: 29,  30, 
color:Bl, thicker, marks nb:2, 

36: Seg, Const: 30,  31, 
color:V, 

37: Lgth, Const: 22, Val: 0 0 246.329, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

38: Text, Const: 22, inc.elmts: 37, Val: -252 -749 0, nA, nP, 
""#"
TP:  -6.63157894736842,  19.7105263157895, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

39: Lgth, Const: 34, Val: 0 0 246.327, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

40: Text, Const: 34, inc.elmts: 39, Val: 411 -727 0, A, nP, 
""#"
TP:  10.8157894736842,  19.1315789473684, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

41: Lgth, Const: 35, Val: 0 0 332.807, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

42: Text, Const: 35, inc.elmts: 41, Val: 513 -937 0, A, nP, 
""#"
TP:  13.5,  24.6578947368421, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

43: Lgth, Const: 23, Val: 0 0 332.807, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

44: Text, Const: 23, inc.elmts: 43, Val: -80 -954 0, nA, nP, 
""#"
TP:  -2.10526315789474,  25.1052631578947, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

45: Lgth, Const: 24, Val: 0 0 431.965, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

46: Text, Const: 24, inc.elmts: 45, Val: -224 -894 0, nA, nP, 
""#"
TP:  -5.89473684210526,  23.5263157894737, TS:  1.55263157894737,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

47: Lgth, Const: 36, Val: 0 0 340.919, A, P, 
NbD:2, FD, cm, 
p: 0, System, S: 9 C: 40 Fa: 0

48: Text, Const: 36, inc.elmts: 47, Val: 300 -854 0, A, nP, 
""#"
TP:  7.89473684210526,  22.4736842105263, TS:  1.34210526315789,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

49: AngVal, Const: 15,  21,  20, Val: 0 0 0.603844, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

50: Text, Const: 15,  21,  20, inc.elmts: 49, Val: -91 -1026 0, nA, nP, 
""#"
TP:  -2.39473684210526,  27, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

51: AngVal, Const: 15,  20,  21, Val: 0 0 0.874386, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

52: Text, Const: 15,  20,  21, inc.elmts: 51, Val: -290 -774 0, nA, nP, 
""#"
TP:  -7.63157894736842,  20.3684210526316, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

53: AngVal, Const: 21,  15,  20, Val: 0 0 1.66336, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

54: Text, Const: 21,  15,  20, inc.elmts: 53, Val: -139 -794 0, nA, nP, 
""#"
TP:  -3.65789473684211,  20.8947368421053, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

55: AngVal, Const: 30,  31,  29, Val: 0 0 1.16602, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

56: Text, Const: 30,  31,  29, inc.elmts: 55, Val: 390 -789 0, A, nP, 
""#"
TP:  10.2631578947368,  20.7631578947368, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

57: AngVal, Const: 29,  30,  31, Val: 0 0 0.748227, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

58: Text, Const: 29,  30,  31, inc.elmts: 57, Val: 421 -942 0, A, nP, 
""#"
TP:  11.0789473684211,  24.7894736842105, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

59: AngVal, Const: 31,  29,  30, Val: 0 0 1.22734, A, P, 
NbD:129, FD, deg, 
p: 0, System, S: 9 C: 40 Fa: 0

60: Text, Const: 31,  29,  30, inc.elmts: 59, Val: 573 -779 0, A, nP, 
""#"
TP:  15.0789473684211,  20.5, TS:  0.973684210526316,  0.421052631578947
p: 0, System, S: 9 C: 40 Fa: 0

61: Angle, Const: 15,  21,  20, Val: 1 1
color:G, 

62: Angle, Const: 21,  15,  20, Val: 1 1

63: Angle, Const: 21,  20,  15, Val: 1 1
color:Bl, 

64: Angle, Const: 31,  30,  29, Val: 1 1
color:G, marks nb:2, 

65: Angle, Const: 30,  29,  31, Val: 1 1
marks nb:2, 

66: Angle, Const: 29,  31,  30, Val: 1 1
color:Bl, marks nb:2, 

67: Text, Val: 68 -1264 0, nA, nP, 
"2.  Déplace le point A et le point B de manière à ce que l'angle
     CAB soit de 30 degrés.  Ensuite, déplace le point D et le 
     point E de manière à ce que l'angle DFE soit de 30 degrés.  
     Est-ce que les deux triangles sont isométriques? Est-ce que 
     tu peux conclure que deux triangles qui ont deux côtés 
     homologues congruents et un angle congruent sont 
     nécessairement isométriques?"
TP:  1.78947368421053,  33.2631578947368, TS:  11.5263157894737,  2.94736842105263
p: 0, System, S: 9 C: 40 Fa: 0

68: Text, Val: -409 -1266 0, nA, nP, 
"1.  Les côtés verts AC et DF sont congrus et les côtés bleus BC
     et EF sont congrus.  En déplaçant le point B et le point A, 
     est-ce que tu peux conclure que si deux triangles ont deux 
     côtés homologues congruents, ces triangles sont 
     nécessairement isométriques?"
TP:  -10.7631578947368,  33.3157894736842, TS:  11.3947368421053,  2.10526315789474
p: 0, System, S: 9 C: 40 Fa: 0

69: Text, Val: 69 -1136 0, nA, nP, 
"3.  Est-il possible de déplacer le point A, B, D et E afin 
     d'obtenir deux triangles isométrique? Quelle condition 
     doit-on ajouter, en plus des deux côtés homoloques
     congruents?"
TP:  1.81578947368421,  29.8947368421053, TS:  10.5,  1.68421052631579
p: 0, System, S: 9 C: 40 Fa: 0