Lang tru dung luc giac - cabri
Chia sẻ tài liệu: lang tru dung luc giac - cabri thuộc Bài giảng khác
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2.1.2 (318,Windows NT) stopped off 2.000 %8 %1 doc_settings 486 200 history_window 1 1 641 321 0 0 4 document_window 0 600 800 0 0 2 [ history_data %12 ] 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 K_vector defined (0,0,0,1) (0,0,1) sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius steel_blue vector3_base_point_size vector3_base_curve_radius J_vector defined (0,0,0,1) (0,1,0) sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius lawn_green vector3_base_point_size vector3_base_curve_radius I_vector defined (0,0,0,1) (1,0,0) sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius orange_red vector3_base_point_size vector3_base_curve_radius 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) O_point defined (0,0,0,1) sphere_point_style normal_point_size red default_layer point3_base_point_size [ document_toolbar default_document_toolbar ] %1 1 29.700 21.000 %8 %6 0.000 0.000 20.000 15.000 %7 %18 %7 ((-0.25881904510252085,-0.3303660895493522,0.90767337119036862,0),(0.96592582628906831,-0.088521326901376929,0.24321034680169404,0),(0,0.93969262078590821,0.34202014332566877,0),(0,0,0,1)) %8 false 1.500 1.500 18.000 18.000 default_surface_clipping_transfo3 %7 central_medium_lens default_layer default_clipping_transfo3 %9 I_vector O_point X1_point %10 J_vector O_point Y1_point %11 K_vector O_point Z1_point %12 10 Helvetica 1 0 0 0 %13 (0.55561331742625553,0.72520674495803583,0.40665589700133659)(1.3662984393521025,1.7833425023605458,0) {6} %14 Z0_Plane O_point %14 defined normal_surface_thickness solid_surface_style light_green sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius green subplane3_base_surface_thickness subplane3_base_point_size subplane3_base_curve_radius %15 %16 K_vector %14 %16 no_hidden defined ( F(G,X(0.86127069101669074,-2.0749204088102262,1),Q(0.22704273950647275,-0.66966528537575831,0.22704273950647308,0.66966528537575842),D1), F(G,X(0.86127069101669074,-2.0749204088102262,0),Q(-0.46642577941472624,0.53145742284529751,0.46642577941472602,0.53145742284529718),D1), F(G,X(-1.3662984393521027,-1.7833425023605458,0),Q(-0.1382078625304608,0.69346851892119898,0.1382078625304608,0.69346851892119887),D1), F(G,X(-2.2275691303687939,0.29157790644968051,0),Q(0.22704273950647286,0.66966528537575842,-0.22704273950647294,0.6696652853757582),D1), F(G,X(2.2275691303687939,-0.29157790644968185,1),Q(0,0.55526065639073763,0.83167638145166001,0),D1), F(G,X(-0.8612706910166914,2.0749204088102258,0),Q(0.99788320226002358,0,0,-0.065031643430571537),D1), F(G,X(1.3662984393521027,1.7833425023605458,0),Q(0.69346851892119898,0.13820786253046075,-0.69346851892119887,0.13820786253046077),D1), F(G,X(-0.8612706910166914,2.0749204088102258,0),Q(-0.53145742284529729,-0.46642577941472585,0.53145742284529751,-0.46642577941472618),D1), L(0,3,1,3,239.99999999999997), L(2,3,1,1,240.00000000000003), L(3,3,2,1,239.99999999999997), L(4,0,0,0,270), L(4,1,1,2,270), L(4,2,2,2,270), L(4,3,3,2,270), L(5,0,3,0,270), L(5,1,2,0,270), L(5,2,1,0,270), L(5,3,0,2,270), L(6,0,5,4,270), L(6,1,0,1,239.99999999999997), L(6,2,4,5,270), L(7,0,5,5,270), L(7,1,6,3,240.00000000000003), L(7,2,4,4,270), L(7,3,3,1,239.99999999999997) ) 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 %18 no_display no_picking (0,0,0,1) %19 ( X(-0.8612706910166914,2.0749204088102258,0),Q(0.99788320226002358,0,0,-0.065031643430571537), L(5,0,3,0,1), L(5,1,2,0,1), L(5,2,1,0,1), L(5,3,0,2,1), L(5,4,6,0,1), L(5,5,7,0,1), L(3,2,4,3,1) ) %20 %16 %20 no_hidden defined ( F(G,X(1.6550770687662746,-2.683090972586613,-1.2246063538223773e-16),Q(0.32108692144839612,5.7988155765478248e-17,-1.9660254206748627e-17,0.94704972882884642),D1), F(G,X(0.86127069101669118,-2.0749204088102275,0),Q(-0.65962566308874715,-4.6020357470643291e-17,-4.0389088908138921e-17,0.75159429521167265),D1), F(G,X(-1.3662984393521027,-1.7833425023605458,0),Q(-0.19545543361717388,-6.004934311488751e-17,-1.1967798294834944e-17,0.98071258453714283),D1), F(G,X(-2.2275691303687939,0.29157790644968062,0),Q(0.32108692144839585,-5.7988155765478248e-17,1.9660254206748608e-17,0.94704972882884653),D1), F(G,X(-4.7439168901517608,5.0495892878465192,-1.0754922504548785e-15),Q(0.99788320226002358,-6.7997572784368174e-17,-1.0184761810497057e-16,-0.065031643430571648),D0.99999999999999978), F(G,X(-0.8612706910166914,2.0749204088102258,0),Q(0.99788320226002358,0,0,-0.065031643430571537),D1), F(G,X(1.3662984393521032,1.7833425023605449,0),Q(0.98071258453714283,-1.196779829483494e-17,6.004934311488751e-17,0.19545543361717382),D0.99999999999999978), F(G,X(-0.8612706910166914,2.0749204088102258,0),Q(0.75159429521167254,-4.0389088908138921e-17,4.6020357470643278e-17,0.65962566308874715),D1), L(0,2,5,3,180), L(4,3,3,2,180), L(5,0,3,0,180), L(5,1,2,0,180), L(5,2,1,0,180), L(6,0,5,4,180), L(7,0,5,5,180) ) normal_surface_thickness solid_surface_style lemon_chiffon 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
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