The tich hinh lang tru dung - cabri

Chia sẻ bởi Mã Thị Thu Hằng | Ngày 02/05/2019 | 42

Chia sẻ tài liệu: the tich hinh lang tru dung - cabri thuộc Bài giảng khác

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2.1.2 (318,Windows NT) stopped off 2.000 %8 %1 doc_settings 328 200 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 origin3 %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 %14 O_point %15 %14 defined (0,0,-1,0,0,0) default_layer solid_curve_style normal_curve_radius cornflower_blue line3_base_curve_radius %15 no_display defined (0,0,1,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %16 no_display (1) %15 K_vector %17 %18 O_point %19 %18 defined (0,0,0,1) (0,0,4.4492594745147303) sphere_point_style normal_point_size tomato default_layer solid_curve_style normal_curve_radius green vector3_base_point_size vector3_base_curve_radius %19 defined (0,0,4.4492594745147303,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %20 (0.9756606075780333,0.21928606617946159) %19 %14 %21 defined (-0.027145568727719741,0.0094558799649518896,0,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %22 (-1,0,0) (-0.027134360541639525,0.0094519757084869614,0.99958710807673112) %21 Z0_Plane %23 (-0.87998088741415481,0.25456249756442528,0.40103811866150452)(-2.167111900739668,0.62530297641021559,0) {6} %24 Z0_Plane %21 %24 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 %25 %26 %18 %24 %26 no_hidden defined ( F(G,X(1.5979386442753838,1.5735783506439767,4.4492594745147303),Q(0.4250787894737435,0.56507346667449954,0.42507878947374361,-0.56507346667449954),D1), F(G,X(1.5979386442753838,1.5735783506439767,0),Q(0.70190737188152796,0.085592296956949504,-0.70190737188152763,0.08559229695694949),D1), F(G,X(2.1399663320119489,-0.61584709644526392,0),Q(0.65066576363144912,-0.27682858240778402,-0.65066576363144912,-0.27682858240778396),D1), F(G,X(0.51488211900884562,-2.1799695671242896,0),Q(-0.42507878947374395,0.56507346667449931,0.42507878947374389,0.56507346667449931),D1), F(G,X(-0.56917325646428385,2.198881327054194,4.4492594745147303),Q(0,-0.37383718122366516,0.92749434603923298,0),D1), F(G,X(-1.6522297817308225,-1.5546665907140735,0),Q(0.61631507492457804,0,0,0.78749966883847755),D1), F(G,X(-2.194257469467388,0.63475885637516738,0),Q(0.27682858240778402,0.65066576363144901,-0.27682858240778402,0.65066576363144912),D1), F(G,X(-1.6522297817308225,-1.5546665907140735,0),Q(-0.085592296956949809,0.70190737188152785,0.08559229695694974,0.70190737188152763),D1), L(0,1,6,1,240.00000000000003), L(0,2,5,3,270), L(0,3,1,3,239.99999999999997), L(1,0,5,2,270), L(1,1,2,3,239.99999999999994), L(1,2,4,1,270), L(2,2,4,2,270), L(3,2,4,3,270), L(3,3,2,1,239.99999999999997), L(4,0,0,0,270), L(4,4,7,2,270), L(4,5,6,2,270), L(5,0,3,0,270), L(5,1,2,0,270), L(5,5,7,0,270), L(6,0,5,4,270), L(6,3,7,1,240.00000000000003), 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 %49 no_display 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 %50 no_display 4 %49 %26 %51 defined (-0.13029723165994472,-0.050695059771943288,0,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %52 (-1,0,0) (-0.12904211927883108,-0.050206730155339302,0.99036731352520768) %51 Z0_Plane %53 (0.86866773819689636,-0.2604256814655756,0.42142001026182785)(2.1915845864231747,-0.56727673825391078,0) {6} %54 Z0_Plane %51 %54 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 %55 defined (0.15208969996889024,0.033920959672688003,4.5113469899272287,1) sphere_point_style normal_point_size red default_layer point3_base_point_size %56 (0.15208969996889024,0.033920959672688003,4.5113469899272287,1) %55 %57 %58 %54 %55 %58 no_hidden defined ( F(G,X(0.15208969996889024,0.033920959672688003,4.5113469899272287),Q(0.37603681230828695,-0.42167948905811348,0.73094471176819031,0.38275651873590283),D1), F(G,X(-1.7173655911753953,-1.6650246170298695,0),Q(-0.012720202093330838,0.82499752772685053,0.20724875323686523,0.52560938917132594),D1), F(G,X(-2.3218818180831198,0.51658167848196768,0),Q(0.26917100368129787,0.81664735067731042,-0.21048728226861385,0.46511200738328112),D1), F(G,X(-0.73481345856766933,2.1309112357398945,0),Q(0.48628768236472275,0.59268751693415755,-0.57854096986450743,0.27845312610743656),D1), F(G,X(1.4567711278555056,1.5636344974859833,0),Q(0.79593800406752169,0,0,-0.60537814106639987),D1), F(G,X(2.0612873547632304,-0.61797179802585411,0),Q(-0.49699495042805902,0.24460415663983223,0.79189515519472409,0.25703480111193383),D1), F(G,X(1.4567711278555056,1.5636344974859833,0),Q(-0.57155413663250365,-0.20309697309978331,0.79494931051723361,-0.011536122578848614),D1), L(0,0,5,1,234.65210037708073), L(0,2,1,2,233.51058890213193), L(2,0,4,1,294.98845177688446), L(2,1,3,2,234.70319392338749), L(2,2,1,1,233.54032133146851), L(3,1,6,2,235.65077081050538), L(4,0,3,0,291.83755213074625), L(4,2,1,0,296.5607168886919), L(4,3,0,1,295.09924730894562), L(5,0,4,4,291.95376393601845), L(5,2,6,1,235.63014955787648), L(6,0,4,5,290.2663992913088) ) 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 %59 %60 %55 %14 %60 defined (0,0,-0.98807576898175564,-0.033516478313190323,0.15027614725096572,0) default_layer solid_curve_style normal_curve_radius cornflower_blue line3_base_curve_radius %61 ( X(1.4567711278555056,1.5636344974859833,0),Q(0.79593800406752169,0,0,-0.60537814106639987), L(4,0,3,0,2.1430744922734562e-4), L(4,1,2,0,2.1430744922734562e-4), L(4,2,1,0,2.1430744922734562e-4), L(4,3,0,1,2.1430744922734562e-4), L(4,4,5,0,2.1430744922734562e-4), L(4,5,6,0,2.1430744922734562e-4) ) %62 %58 %62 no_hidden defined ( F(G,X(0.1516029659571394,0.032040539260746126,4.5122563324199838),Q(0.37616410422147945,-0.42162176324660572,0.7308446490955941,0.38288608533141172),D1), F(G,X(-1.7173655911753967,-1.6650246170298706,0),Q(-0.012724688023490376,0.82488635067311744,0.20722082429768615,0.52579475155737265),D1), F(G,X(-2.3218818180831202,0.51658167848196768,0),Q(0.26926183873312848,0.81653542477391483,-0.21045843385662597,0.4652689651265744),D0.99999999999999978), F(G,X(-0.73481345856766911,2.1309112357398949,0),Q(0.48643800352274252,0.59260363278408168,-0.57845908790115508,0.27853920148604172),D0.99999999999999978), F(G,X(1.4567711278555056,1.5636344974859833,0),Q(0.79593800406752169,0,0,-0.60537814106639987),D1), F(G,X(2.06128735476323,-0.61797179802585434,0),Q(-0.4971490776157752,0.24456957704725535,0.79178320529081991,0.25711451228607463),D1), F(G,X(1.4567711278555056,1.5636344974859833,0),Q(-0.57172328893359603,-0.20306778729758751,0.79483507329854042,-0.011539536711569208),D0.99999999999999978), L(0,1,4,3,295.07458068284683), L(1,0,4,2,296.5357370587754), L(2,0,4,1,294.96380889509356), L(4,0,3,0,291.81358451022129), L(5,0,4,4,291.92977141043798), L(6,0,4,5,290.24276838054118) ) 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 %63 ( X(-1.6522297817308225,-1.5546665907140735,0),Q(0.61631507492457804,0,0,0.78749966883847755), L(5,0,3,0,2.1552463446041536e-4), L(5,1,2,0,2.1552463446041536e-4), L(5,2,1,0,2.1552463446041536e-4), L(5,3,0,2,2.1552463446041536e-4), L(5,4,6,0,2.1552463446041536e-4), L(5,5,7,0,2.1552463446041536e-4), L(3,2,4,3,2.1552463446041536e-4) ) %64 %26 %64 no_hidden defined ( F(G,X(1.5983562322852829,1.5750255849927646,4.449259219543416),Q(-0.42515073759749372,-0.56497780709504641,-0.42500682917011329,0.56516911006277215),D1), F(G,X(1.5979386442753838,1.5735783506439787,0),Q(0.70202617554735092,0.085577807295668232,-0.70178854810379077,0.085606784165735556),D1), F(G,X(2.1399663320119497,-0.6158470964452627,0),Q(0.65077589422850746,-0.27678171893367759,-0.65055561439071463,-0.27687543794985708),D1.0000000000000004), F(G,X(0.51488211900884595,-2.1799695671242896,0),Q(-0.42515073759749378,0.5649778070950463,0.42500682917011329,0.56516911006277204),D1), F(G,X(-0.56959109273872266,2.1974332322952446,4.4519043943604331),Q(2.08650570503455e-4,-0.37383715980037946,0.9274942928878146,2.666043098078334e-4),D0.99999999999999978), F(G,X(-1.6522297817308225,-1.5546665907140735,0),Q(0.61631507492457804,0,0,0.78749966883847755),D1), F(G,X(-2.1942574694673884,0.63475885637516805,0),Q(0.27687543794985708,0.65055561439071463,-0.27678171893367759,0.65077589422850746),D1), F(G,X(-1.6522297817308227,-1.5546665907140735,0),Q(-0.085606784165735556,0.70178854810379077,0.085577807295668232,0.70202617554735092),D1), L(0,2,5,3,269.98060278289859), L(1,0,5,2,269.98060278289859), L(2,0,5,1,269.98060278289859), L(3,0,5,0,269.98060278289859), L(4,3,3,2,269.98060278289859), L(6,0,5,4,269.98060278289859), L(7,0,5,5,269.98060278289859) ) 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
* Một số tài liệu cũ có thể bị lỗi font khi hiển thị do dùng bộ mã không phải Unikey ...

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