Bài giảng Cabri 3D - web
Chia sẻ tài liệu: Bài giảng Cabri 3D - web thuộc Bài giảng khác
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2.0.0 (279,Windows NT) stopped off 1.000 %8 %1 doc_settings 0 -87 document_window 0 600 600 0 0 2 Z0_Plane defined (0,0,1,0) normal_surface_thickness solid_surface_style ivory default_layer solid_curve_style normal_curve_radius dim_gray template_plane3_base_surface_thickness plane3_base_curve_radius [ document_toolbar default_document_toolbar ] Z1_point no_display no_picking (0,0,1,1) Y1_point no_display no_picking (0,1,0,1) X1_point no_display no_picking (1,0,0,1) %1 1 29.700 21.000 %8 %6 15.000 15.000 %7 origin3 %7 ((-0.25881904510252085,-0.24999999999999997,0.93301270189221941,0),(0.96592582628906831,-0.066987298107780688,0.25000000000000011,0),(0,0.9659258262890682,0.25881904510252068,0),(0,0,0,1)) %8 1.500 1.500 18.000 18.000 default_surface_clipping_transfo3 %7 central_medium_lens default_layer default_clipping_transfo3 %15 defined (3.5096030641074059,-1.6828922293719202,0,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %16 (0.87333178765021435,-0.41877193866475809,0.24884061578978819) %15 Z0_Plane %17 false (0.30865980897048478,-0.85232006334474486,0.42223172778264034)(-2.7785831320160423,-0.3357151069851162,0) cube %18 Z0_Plane %15 %18 no_hidden defined ( F(R(4,5),X(3.5096030641074063,-1.6828922293719197,0),Q(0,0.99819334964971185,0.060083581077429678,0),D0.79161752656606121), F(R(4,5),X(4.7310370766228687,-0.12574310987134063,1.9790438164151532),Q(0.70582928647262577,-0.52913846536357068,0.46905488428614095,0.042485507617822285),D0.79161752656606144), F(R(4,5),X(5.0667521836079859,-2.9043262418873832,1.9790438164151514),Q(0.70582928647262577,0.46905488428614101,0.52913846536357068,0.042485507617822306),D0.79161752656606099), F(R(4,5),X(2.2881690515919422,-3.2400413488724995,1.9790438164151527),Q(-0.46905488428614095,-0.04248550761782223,0.70582928647262577,-0.52913846536357068),D0.79161752656606121), F(R(4,5),X(3.5096030641074054,-1.6828922293719195,3.9580876328303045),Q(-0.060083581077429733,-4.9223640122555377e-17,4.3286930238142927e-17,0.99819334964971185),D0.79161752656606099), F(R(4,5),X(1.9524539446068265,-0.46145821685645605,1.9790438164151527),Q(-0.52913846536357079,-0.042485507617822285,0.70582928647262577,0.46905488428614095),D0.79161752656606121), L(0,2,5,2,90), L(0,3,1,0,90), L(1,1,5,1,90), L(1,2,4,2,90), L(1,3,2,0,90), L(2,1,4,1,90), L(2,3,0,0,90), L(3,1,0,1,90), L(3,2,2,2,90), L(3,3,4,0,90), L(4,3,5,0,90), L(5,3,3,0,90) ) normal_surface_thickness solid_surface_style alice_blue sphere_point_style normal_point_size tomato hidden_layer solid_curve_style normal_curve_radius midnight_blue polynet3_base_surface_thickness polynet3_base_point_size polynet3_base_curve_radius %19 no_display defined (3.8453181710925231,-4.4614753613879623,0,1) sphere_point_style normal_point_size red default_layer %20 no_display (0,1) %19 %18 %21 %22 %19 %23 %22 defined (0.022039900914906423,-0.18241567221512861,-0.12992542996279854,0.57965910459676295,0.49960461672295814,-0.60311582416160436) default_layer solid_curve_style normal_curve_radius orange_red line3_base_curve_radius %23 no_display defined (3.1738879571222891,1.0956909026441228,3.9580876328303067,1) sphere_point_style normal_point_size red default_layer %24 no_display (1,2) %23 %18 %25 defined (3.4153886483954277,-0.90311622035944772,2.5344387121242185,1) sphere_point_style very_large_point_size yellow default_layer point3_base_point_size %26 (0.53924426509825629,0.84214940631614876) %25 %22 %27 %28 %25 %22 %28 defined (-0.091037367647005679,0.75348082008810768,0.53666616650798082,-0.36873876549243467) normal_surface_thickness solid_surface_style blue default_layer solid_curve_style normal_curve_radius dim_gray plane3_base_surface_thickness plane3_base_curve_radius %29 -1 %30 %18 %31 %28 %30 no_hidden defined ( F(R(4,5),X(3.5096030641074063,-1.6828922293719197,0),Q(0,0.99819334964971185,0.060083581077429678,0),D0.79161752656606121), F(R(4,5),X(4.7310370766228687,-0.12574310987134063,1.9790438164151532),Q(0.70582928647262577,-0.52913846536357068,0.46905488428614095,0.042485507617822285),D0.79161752656606144), F(R(4,5),X(5.0667521836079859,-2.9043262418873832,1.9790438164151514),Q(0.70582928647262577,0.46905488428614101,0.52913846536357068,0.042485507617822306),D0.79161752656606099), F(R(4,5),X(2.2881690515919422,-3.2400413488724995,1.9790438164151527),Q(-0.46905488428614095,-0.04248550761782223,0.70582928647262577,-0.52913846536357068),D0.79161752656606121), F(R(4,5),X(3.5096030641074054,-1.6828922293719195,3.9580876328303045),Q(-0.060083581077429733,-4.9223640122555377e-17,4.3286930238142927e-17,0.99819334964971185),D0.79161752656606099), F(R(4,5),X(1.9524539446068265,-0.46145821685645605,1.9790438164151527),Q(-0.52913846536357079,-0.042485507617822285,0.70582928647262577,0.46905488428614095),D0.79161752656606121), F(G,X(3.4153886483954281,-0.90311622035944827,2.534438712124218),Q(0.64364647220294824,-0.29277844664643504,-0.35440886922379,-0.61187772750404512),D1), L(0,1,3,0,90), L(0,3,1,0,90), L(0,4,6,5,54.73561031724504), L(1,2,6,4,125.26438968275404), L(2,0,1,1,90), L(2,2,0,0,90), L(2,3,4,0,90), L(2,4,6,3,54.735610317245062), L(3,1,2,1,90), L(3,2,4,1,90), L(3,3,5,0,90), L(4,2,6,2,125.26438968275494), L(5,1,0,2,90), L(5,2,6,0,125.26438968275494), L(6,1,3,4,54.73561031724595) ) normal_surface_thickness solid_surface_style lime sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius midnight_blue polynet3_base_surface_thickness polynet3_base_point_size polynet3_base_curve_radius %31 no_display (1.1749814842966513,-0.44825356549521994,-0.031517549491106967,1) default_layer %37 %38 %25 %38 defined italic 14 Helvetica -0.679 0.734 Hay re toi yellow default_layer
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