mirror of
https://github.com/TorqueGameEngines/Torque3D.git
synced 2026-02-17 21:53:47 +00:00
Fixed multiple case sensitivity issues Adds GL ARB check for cubemap arrays for certain cases where the driver only supports the extension, not as core Fixes undeeded namespace declaration in an inline operator function Cleaned up/reordered some modules default in the data dir WIP of Das Boot test map Begun refactoring visualizer tools Added default cloud and water textures to core/rendering so water and cloud objects work correctly Added default Fog_Cube mesh so volumetric fog works correctly
511 lines
No EOL
123 KiB
Text
511 lines
No EOL
123 KiB
Text
<?xml version="1.0" encoding="utf-8"?>
|
|
<COLLADA xmlns="http://www.collada.org/2005/11/COLLADASchema" version="1.4.1">
|
|
<asset>
|
|
<contributor>
|
|
<author>Russell</author>
|
|
<authoring_tool>OpenCOLLADA for 3ds Max; Version: 1.2.5; Revision: 673; Platform: x64; Configuration: Release Max2009</authoring_tool>
|
|
<source_data>file:///E:/Russell/Desktop/Mesh%20Sort/southpacificbend_10_bendonly_e.max</source_data>
|
|
</contributor>
|
|
<created>2010-01-18T17:05:01</created>
|
|
<modified>2010-01-18T17:05:01</modified>
|
|
<unit name="meter" meter="1"/>
|
|
<up_axis>Z_UP</up_axis>
|
|
</asset>
|
|
<library_effects>
|
|
<effect id="greyrock">
|
|
<profile_COMMON>
|
|
<newparam sid="grayrock_diffuse_png-surface">
|
|
<surface type="2D">
|
|
<init_from>grayrock_diffuse_png</init_from>
|
|
</surface>
|
|
</newparam>
|
|
<newparam sid="grayrock_diffuse_png-sampler">
|
|
<sampler2D>
|
|
<source>grayrock_diffuse_png-surface</source>
|
|
</sampler2D>
|
|
</newparam>
|
|
<technique sid="common">
|
|
<blinn>
|
|
<emission>
|
|
<color>0 0 0 1</color>
|
|
</emission>
|
|
<ambient>
|
|
<color>0.588 0.588 0.588 1</color>
|
|
</ambient>
|
|
<diffuse>
|
|
<texture texture="grayrock_diffuse_png-sampler" texcoord="CHANNEL1"/>
|
|
</diffuse>
|
|
<specular>
|
|
<color>0.9 0.9 0.9 1</color>
|
|
</specular>
|
|
<shininess>
|
|
<float>10</float>
|
|
</shininess>
|
|
<reflective>
|
|
<color>0 0 0 1</color>
|
|
</reflective>
|
|
<transparent opaque="A_ONE">
|
|
<color>1 1 1 1</color>
|
|
</transparent>
|
|
<transparency>
|
|
<float>1</float>
|
|
</transparency>
|
|
</blinn>
|
|
</technique>
|
|
</profile_COMMON>
|
|
<extra>
|
|
<technique profile="OpenCOLLADA3dsMax">
|
|
<extended_shader>
|
|
<apply_reflection_dimming>0</apply_reflection_dimming>
|
|
<dim_level>0</dim_level>
|
|
<falloff_type>0</falloff_type>
|
|
<index_of_refraction>1.5</index_of_refraction>
|
|
<opacity_type>0</opacity_type>
|
|
<reflection_level>3</reflection_level>
|
|
<wire_size>1</wire_size>
|
|
<wire_units>0</wire_units>
|
|
</extended_shader>
|
|
<shader>
|
|
<ambient_diffuse_lock>1</ambient_diffuse_lock>
|
|
<ambient_diffuse_texture_lock>1</ambient_diffuse_texture_lock>
|
|
<diffuse_specular_lock>0</diffuse_specular_lock>
|
|
<soften>0.1</soften>
|
|
<use_self_illum_color>0</use_self_illum_color>
|
|
</shader>
|
|
</technique>
|
|
</extra>
|
|
</effect>
|
|
<effect id="greyrock_1">
|
|
<profile_COMMON>
|
|
<newparam sid="grayrock_diffuse_png-surface">
|
|
<surface type="2D">
|
|
<init_from>grayrock_diffuse_png</init_from>
|
|
</surface>
|
|
</newparam>
|
|
<newparam sid="grayrock_diffuse_png-sampler">
|
|
<sampler2D>
|
|
<source>grayrock_diffuse_png-surface</source>
|
|
</sampler2D>
|
|
</newparam>
|
|
<technique sid="common">
|
|
<blinn>
|
|
<emission>
|
|
<color>0 0 0 1</color>
|
|
</emission>
|
|
<ambient>
|
|
<texture texture="grayrock_diffuse_png-sampler" texcoord="CHANNEL1"/>
|
|
</ambient>
|
|
<diffuse>
|
|
<texture texture="grayrock_diffuse_png-sampler" texcoord="CHANNEL1"/>
|
|
</diffuse>
|
|
<specular>
|
|
<color>0.9 0.9 0.9 1</color>
|
|
</specular>
|
|
<shininess>
|
|
<float>9.999999</float>
|
|
</shininess>
|
|
<reflective>
|
|
<color>0 0 0 1</color>
|
|
</reflective>
|
|
<transparent opaque="A_ONE">
|
|
<color>1 1 1 1</color>
|
|
</transparent>
|
|
<transparency>
|
|
<float>1</float>
|
|
</transparency>
|
|
</blinn>
|
|
</technique>
|
|
</profile_COMMON>
|
|
<extra>
|
|
<technique profile="OpenCOLLADA3dsMax">
|
|
<extended_shader>
|
|
<apply_reflection_dimming>0</apply_reflection_dimming>
|
|
<dim_level>0</dim_level>
|
|
<falloff_type>0</falloff_type>
|
|
<index_of_refraction>1.5</index_of_refraction>
|
|
<opacity_type>0</opacity_type>
|
|
<reflection_level>3</reflection_level>
|
|
<wire_size>1</wire_size>
|
|
<wire_units>0</wire_units>
|
|
</extended_shader>
|
|
<shader>
|
|
<ambient_diffuse_lock>1</ambient_diffuse_lock>
|
|
<ambient_diffuse_texture_lock>1</ambient_diffuse_texture_lock>
|
|
<diffuse_specular_lock>0</diffuse_specular_lock>
|
|
<soften>0.1</soften>
|
|
<use_self_illum_color>0</use_self_illum_color>
|
|
</shader>
|
|
</technique>
|
|
</extra>
|
|
</effect>
|
|
<effect id="ColorEffectR225G198B87">
|
|
<profile_COMMON>
|
|
<technique sid="common">
|
|
<phong>
|
|
<ambient>
|
|
<color>0.8823529 0.7764706 0.3411765 1</color>
|
|
</ambient>
|
|
<diffuse>
|
|
<color>0.8823529 0.7764706 0.3411765 1</color>
|
|
</diffuse>
|
|
<specular>
|
|
<color>1 1 1 1</color>
|
|
</specular>
|
|
<shininess>
|
|
<float>10</float>
|
|
</shininess>
|
|
<reflective>
|
|
<color>0 0 0 1</color>
|
|
</reflective>
|
|
<transparent>
|
|
<color>1 1 1 1</color>
|
|
</transparent>
|
|
<transparency>
|
|
<float>1</float>
|
|
</transparency>
|
|
</phong>
|
|
</technique>
|
|
</profile_COMMON>
|
|
<extra>
|
|
<technique profile="OpenCOLLADA3dsMax">
|
|
<extended_shader>
|
|
<apply_reflection_dimming>0</apply_reflection_dimming>
|
|
<dim_level>0</dim_level>
|
|
<falloff_type>0</falloff_type>
|
|
<index_of_refraction>1.5</index_of_refraction>
|
|
<opacity_type>0</opacity_type>
|
|
<reflection_level>3</reflection_level>
|
|
<wire_size>1</wire_size>
|
|
<wire_units>0</wire_units>
|
|
</extended_shader>
|
|
<shader>
|
|
<ambient_diffuse_lock>1</ambient_diffuse_lock>
|
|
<ambient_diffuse_texture_lock>1</ambient_diffuse_texture_lock>
|
|
<diffuse_specular_lock>0</diffuse_specular_lock>
|
|
<soften>0.1</soften>
|
|
<use_self_illum_color>0</use_self_illum_color>
|
|
</shader>
|
|
</technique>
|
|
</extra>
|
|
</effect>
|
|
</library_effects>
|
|
<library_materials>
|
|
<material id="ColorEffectR225G198B87-material" name="ColorEffectR225G198B87-material">
|
|
<instance_effect url="#ColorEffectR225G198B87"/>
|
|
</material>
|
|
<material id="greyrock-material" name="greyrock">
|
|
<instance_effect url="#greyrock"/>
|
|
</material>
|
|
<material id="greyrock_1-material" name="greyrock">
|
|
<instance_effect url="#greyrock_1"/>
|
|
</material>
|
|
</library_materials>
|
|
<library_geometries>
|
|
<geometry id="geom-chasmchaintwo200" name="chasmchaintwo200">
|
|
<mesh>
|
|
<source id="geom-chasmchaintwo200-positions">
|
|
<float_array id="geom-chasmchaintwo200-positions-array" count="1215">-153.4942 -65.47972 -2.564636 -152.5813 -65.93396 -3.414194 -148.2543 -65.63657 -1.6037 -153.2802 -65.32211 -1.887846 -154.3103 -64.28786 -0.07054806 -157.0207 -62.65241 -3.924048 -152.4991 -63.42029 3.490556 -153.9019 -63.7948 1.525047 -149.1187 -64.8506 1.449047 -152.125 -65.8353 -4.475243 -155.8739 -62.6613 -6.752372 -152.5693 -65.25829 -5.441638 -147.4957 -65.56743 -2.592683 -160.0215 -58.24702 -8.533275 -156.5848 -60.99014 -8.267878 -160.4773 -59.52349 -6.317268 -161.5193 -56.09343 -8.326242 -146.8432 -65.41338 -4.406986 -151.5495 -64.64677 -6.851576 -151.3358 -62.74062 -8.81828 -146.4991 -63.13028 -8.098186 -160.4886 -59.63168 -1.769166 -159.0841 -60.74091 -2.118137 -158.2322 -60.11934 1.323151 -141.0237 -59.34469 -4.580603 -143.927 -61.92205 -1.796857 -144.0227 -62.67528 -4.57361 -142.0392 -59.70986 -7.851622 -138.2188 -48.29084 -6.769356 -137.9562 -44.27802 -8.395014 -138.1088 -44.2536 -7.69973 -138.4887 -48.17514 -5.047561 -138.5402 -52.80337 -5.724597 -139.2905 -56.80021 -5.131489 -139.3009 -56.81754 -6.895931 -139.1736 -56.23516 -8.105558 -141.2172 -57.53629 -2.084662 -140.1221 -57.16727 -3.478002 -140.4438 -53.94425 -2.392012 -156.2975 -59.68718 5.430556 -155.4562 -60.94085 5.246104 -153.9916 -58.63469 8.776293 -141.6523 -56.46455 -0.9147867 -146.7995 -57.34616 5.281857 -146.1345 -60.0295 4.374388 -143.9962 -58.35461 1.514593 -146.7186 -55.07542 4.447698 -149.6628 -55.63779 7.877028 -148.4335 -60.75479 6.976632 -150.0289 -61.1652 8.043811 -143.6778 -54.39578 0.05648921 -147.2816 -53.00546 3.586354 -146.38 -49.22346 2.079528 -148.4863 -48.71358 4.291409 -145.8565 -63.04013 0.3823137 -154.8655 -61.10343 7.006822 -151.4597 -62.29355 5.917596 -147.7205 -61.9475 4.864364 -152.2204 -63.03868 4.3894 -152.386 -60.5749 8.372578 -153.0398 -44.9114 8.321371 -151.4847 -45.57731 8.121462 -151.9135 -38.6988 6.30926 -153.9248 -45.5657 6.968848 -151.7685 -31.8917 6.409164 -150.8893 -33.27066 5.582393 -149.981 -27.66823 7.745613 -149.4353 -36.06219 4.341326 -149.4217 -32.42082 3.977777 -154.3779 -45.19119 6.582152 -154.7708 -46.76654 6.493602 -150.8392 -51.59141 7.193191 -153.9671 -50.40148 7.544908 -151.735 -54.97694 8.889944 -153.9945 -54.41235 8.434077 -153.405 -25.28602 10.30816 -151.9418 -19.37843 9.038088 -154.9143 -21.99047 8.386995 -150.8032 -22.87331 8.018172 -153.4049 -30.57421 5.794536 -153.4716 -34.96996 5.707093 -153.9291 -60.30702 8.101172 -147.0424 -28.81209 1.678677 -148.4999 -31.02484 2.959122 -147.0641 -33.65437 1.258623 -139.669 -29.91754 -2.908941 -142.1898 -24.28265 0.05125618 -143.8691 -29.30302 0.08495712 -143.5055 -32.62127 -0.7382679 -139.5068 -19.96937 -0.9631176 -142.8888 -20.15111 1.876193 -139.3637 -23.37807 -1.517249 -137.2852 -23.06838 -3.270356 -135.5558 -23.26249 -6.793749 -136.0485 -23.1601 -4.449517 -135.972 -27.35546 -5.00381 -145.5707 -28.91374 1.3053 -144.1629 -23.79371 1.519702 -149.4497 -21.24744 4.397832 -147.708 -19.81897 2.886339 -148.4333 -17.77143 3.646208 -146.1413 -20.38469 1.462152 -146.979 -23.62168 2.165662 -145.1159 -16.76893 0.8690815 -141.5583 -16.89493 1.03432 -141.0743 -14.52947 -0.2259901 -147.3246 -7.85731 2.383264 -145.2371 -8.829051 -0.1129036 -148.8182 -6.331466 2.419438 -151.1251 -9.539574 5.280536 -148.2361 -9.90634 4.309553 -147.3987 -8.692257 3.090707 -151.3235 -8.233089 3.786227 -150.6633 -11.47971 6.840211 -149.133 -11.39153 6.092441 -149.1107 -11.10728 5.908965 -150.5209 -10.7696 6.244658 -140.0307 -14.50595 -2.745864 -139.4959 -17.76141 -1.279522 -134.8249 -23.0801 -9.071032 -135.4606 -19.94112 -8.461534 -147.9028 -38.50982 2.986394 -148.9758 -43.96912 4.194446 -145.1234 -40.01732 0.9382572 -144.5642 -37.04073 0.7043686 -139.1728 -31.76121 -3.354887 -143.5822 -33.76001 -0.8837442 -138.6319 -32.54771 -3.574606 -136.1121 -32.51512 -8.192863 -136.8359 -32.94347 -5.719289 -137.6892 -37.91866 -6.445153 -136.2119 -33.13652 -9.443882 -134.4253 -26.91774 -9.713861 -147.779 -15.55738 3.95646 -152.0233 -13.0145 7.310884 -153.6373 -11.29597 7.116185 -154.7876 -12.82521 6.581937 -153.864 -15.36288 6.555499 -155.2116 -15.15754 6.129575 -155.1325 -18.16672 5.109263 -152.6297 -15.58125 6.936246 -156.0923 -14.35489 5.236323 -156.5842 -13.62434 4.238021 -157.1097 -12.96102 2.329597 -156.9738 -15.98879 2.888936 -158.3971 -12.73569 -0.5147333 -155.5846 -9.76664 2.174321 -141.983 -45.40571 -2.160208 -146.015 -45.41426 1.282212 -146.3222 -46.17279 1.365682 -141.305 -46.26135 -2.903512 -140.7878 -49.98052 -2.534827 -139.1398 -48.90617 -3.669447 -138.6777 -43.70379 -4.648324 -145.414 -42.37056 1.146547 -143.6264 -41.40686 -0.3902731 -161.9992 -58.18308 -3.93199 -163.0642 -56.78717 -6.964002 -160.6015 -41.79465 -4.111149 -162.0857 -47.20229 -3.851525 -160.1817 -41.48496 -3.487925 -158.5237 -41.0759 -1.921088 -160.2833 -45.04925 -1.650991 -161.2678 -42.20009 -5.275591 -162.5484 -46.41042 -5.730734 -162.4607 -46.65392 -5.011326 -161.6417 -42.32748 -7.305414 -160.4772 -38.07157 -8.656049 -162.2435 -44.60087 -8.805685 -162.6652 -46.64986 -6.222667 -155.8565 -42.72035 -9.27779 -151.0169 -47.23412 -9.815855 -152.4614 -49.54597 -9.83504 -158.0117 -48.90694 -9.437882 -148.1348 -46.28576 -9.865717 -154.0482 -40.33515 -9.213816 -146.92 -42.17452 -9.687513 -163.6292 -54.52962 -6.156091 -163.8144 -54.28467 -7.693426 -157.6642 -51.51868 3.037095 -159.9687 -53.52057 0.4513359 -157.1249 -56.16684 4.745032 -156.0749 -55.19084 5.905049 -155.4644 -53.73524 6.564757 -155.535 -51.97649 6.397197 -157.0124 -50.08199 3.808267 -157.0335 -58.2893 4.977033 -159.9403 -55.65993 0.7899151 -160.9377 -55.76957 -0.7678986 -162.8894 -55.02909 -4.109068 -162.8166 -51.15891 -4.370982 -155.9273 -48.04248 5.731469 -157.0158 -49.47675 3.813676 -155.3851 -51.52011 6.627858 -142.3813 -52.98412 -10.60044 -139.5743 -49.80786 -10.15868 -141.6454 -55.09132 -10.40182 -144.1129 -56.07377 -10.48114 -144.1468 -53.33434 -10.5343 -145.0368 -55.09103 -10.47928 -147.2131 -55.88589 -10.15509 -152.9488 -58.71137 -9.504055 -157.0733 -56.94085 -9.084518 -157.2294 -53.84015 -9.19741 -152.2152 -52.90171 -9.700695 -143.833 -43.34676 -9.895006 -143.3782 -48.59575 -10.16674 -145.107 -47.53561 -10.09197 -157.8298 -58.90971 -8.919528 -159.1343 -58.55977 -8.745858 -158.5775 -58.01871 -8.861234 -147.5151 -63.15854 -9.186023 -146.4395 -62.9795 -9.378785 -147.1485 -13.48144 4.189992 -149.8506 -15.00396 6.393046 -143.4862 -12.54324 0.859763 -137.9759 -39.72584 -9.101891 -137.5301 -34.44658 -9.825092 -136.5186 -29.11184 -10.55945 -136.0106 -23.95422 -11.0921 -137.9348 -15.85144 -5.250902 -136.4439 -16.09464 -8.473972 -143.9332 -3.845081 -7.651058 -149.6728 -5.760215 -5.938504 -144.6106 -4.711871 -5.763205 -136.4671 -19.76969 -3.897556 -149.1613 -30.57541 -9.685382 -154.1318 -33.35737 -9.04078 -151.8349 -25.52696 -9.755306 -140.7259 -27.33867 -10.61677 -142.8132 -32.98746 -9.99251 -146.5337 -28.45769 -10.04211 -148.8235 -23.65259 -10.09659 -137.1973 -29.17383 -10.64476 -140.2521 -34.26699 -10.13188 -138.0448 -28.80709 -10.77201 -140.9695 -44.62155 -9.791668 -138.51 -45.13209 -9.324616 -158.771 -20.03084 -7.546227 -156.1042 -22.43352 -2.585752 -157.9334 -19.0646 -2.741804 -159.5456 -16.13118 -3.17544 -158.1147 -18.12005 -0.3522243 -158.4086 -17.84154 -8.506461 -159.439 -25.30017 -8.276427 -159.4466 -24.58687 -9.252893 -159.9551 -30.63845 -8.671461 -156.4907 -33.14909 -2.188601 -158.1926 -34.53427 -3.808212 -156.595 -36.74183 -2.196248 -159.3664 -26.1632 -6.661912 -157.6325 -24.48758 -5.102527 -155.4934 -23.61248 2.334667 -156.3339 -19.82309 2.721095 -154.7228 -27.47096 1.324744 -154.9665 -33.37199 1.406015 -154.5286 -33.1495 4.003344 -153.5078 -30.01038 4.92422 -155.63 -32.61813 -0.4308434 -154.8945 -24.8386 3.487206 -154.3287 -25.92362 5.208991 -157.2091 -42.05585 2.067441 -157.7243 -42.28176 -0.6268082 -158.6844 -47.33842 0.8670998 -155.5978 -36.32182 3.235354 -158.4763 -13.75278 -6.405536 -158.5857 -12.60827 -2.991087 -155.8791 -9.354378 -5.130109 -157.4462 -12.03827 -7.673268 -158.0886 -14.74267 -8.886505 -159.9612 -32.38971 -5.525367 -159.9148 -37.54056 -5.391549 -160.3265 -35.07597 -7.220078 -153.7827 -9.935062 5.176158 -155.474 -11.57863 5.415814 -140.6701 -11.93506 -4.962139 -144.5688 -6.309546 -3.699352 -144.8934 -7.325738 -2.718413 -149.963 -47.62421 5.726472 -161.1026 -49.3191 -1.857645 -161.9921 -48.13449 -3.189621 -146.287 -13.88133 -11.13925 -148.2173 -19.20166 -10.05411 -149.9912 -14.34832 -10.34741 -145.0605 -11.08866 -12.33506 -148.1738 -10.14909 -11.23434 -144.6095 -10.15815 -12.69576 -150.8899 -7.273494 -8.584735 -153.1272 -7.916695 -8.322639 -152.2201 -7.106978 -7.438688 -137.7367 -18.91329 -10.3264 -137.2212 -15.43559 -9.358064 -155.3528 -9.280233 -7.605145 -154.615 -11.58722 -9.308219 -156.772 -14.64197 -9.412971 -156.4017 -28.99442 -2.243615 -156.697 -59.38848 5.423026 -159.7122 -58.66478 0.6818504 -154.9775 -39.91932 5.368152 -156.052 -40.4191 4.100476 -156.4247 -44.54137 4.873973 -155.2426 -47.44365 6.23158 -154.6341 -55.08675 8.049916 -150.0607 -5.984113 -7.312966 -150.9023 -6.139136 -7.297339 -151.2765 -6.40065 -6.692572 -147.7461 -12.09011 4.86218 -138.8001 -49.0902 -9.713355 -138.3602 -45.58245 -9.215699 -138.3107 -47.74892 -9.137691 -138.1571 -48.2346 -8.931481 -138.7653 -54.08012 -9.383853 -139.1024 -55.3186 -9.417458 -140.0567 -54.90693 -9.918465 -160.2067 -34.38573 -8.676188 -156.3072 -34.95993 -8.96567 -148.3131 -36.4389 -9.359989 -148.9715 -37.79421 -9.376317 -154.0871 -14.87864 -9.826084 -156.688 -25.25164 -9.368742 -143.6476 -51.10044 -0.7305317 -141.74 -50.84257 -1.917884 -143.819 -48.15366 -1.260646 -144.5436 -50.60881 0.1230908 -138.2187 -40.89693 -5.4848 -139.9786 -40.35755 -3.520601 -152.5537 -51.90126 -9.817172 -163.1389 -51.01546 -8.490879 -147.7767 -20.22278 -10.15402 -141.8625 -22.55368 -10.76584 -147.6897 -21.35645 -10.30036 -145.2012 -61.47474 -9.234488 -147.7239 -60.2732 -9.829311 -143.6516 -58.80288 -9.580647 -146.3415 -63.63607 -0.3764191 -147.1966 -65.41895 -2.12268 -156.2312 -63.30011 -4.596161 -157.1378 -62.30718 -6.025175 -152.2816 -65.93344 -4.213536 -147.2798 -65.60631 -3.121555 -152.3808 -65.10632 -5.966835 -138.4404 -52.16547 -8.629522 -137.8658 -44.09696 -8.877495 -153.6844 -40.2497 6.381532 -152.6137 -39.01377 6.356858 -154.3366 -40.57165 5.960414 -150.2533 -6.629724 3.141135 -150.9434 -6.164433 1.3138 -140.612 -12.49681 -4.634047 -140.5309 -13.66334 -3.470984 -143.2033 -11.88829 0.1361875 -144.9469 -8.05566 -1.532055 -147.1669 -11.29162 4.186519 -147.6079 -11.47064 4.77299 -141.0608 -36.53947 -1.885061 -144.1902 -34.64179 -0.5297661 -142.1486 -43.788 -1.624318 -145.5596 -43.78592 1.275114 -147.3273 -51.25845 -10.18531 -152.2961 -51.21815 -9.928822 -158.1748 -51.01501 -9.49176 -148.4326 -38.85851 -9.426296 -142.6006 -39.28023 -9.690539 -154.5818 -38.09719 -9.08485 -155.509 -54.76766 6.544841 -157.1223 -50.87478 3.60777 -154.8868 -55.1121 7.650786 -143.0749 -51.29576 -10.34499 -153.3743 -60.44268 -9.435337 -156.3781 -60.24286 -8.949674 -152.8294 -61.34797 -9.449265 -152.5595 -61.66488 -9.422739 -154.0201 -60.7056 -9.333899 -152.2639 -62.02074 -9.295627 -148.5945 -62.47687 -9.878628 -150.857 -62.52079 -9.193582 -139.5163 -11.44365 -8.441504 -140.3563 -11.75063 -5.657754 -150.9801 -6.30126 -3.912283 -145.0478 -5.141035 -4.919804 -143.7056 -4.024642 -8.535286 -146.599 -35.17545 -9.499211 -145.2703 -34.49979 -9.660233 -147.9574 -29.76468 -9.843733 -150.6455 -24.36013 -9.910319 -153.2822 -20.05182 -9.798818 -142.5033 -16.79627 -10.6339 -141.5263 -15.10951 -11.05581 -142.822 -19.20588 -10.26478 -145.4264 -12.21211 -11.87659 -150.017 -11.64952 -10.51415 -139.885 -11.98061 -11.32013 -150.4425 -9.296407 -10.05872 -144.4917 -9.327641 -12.79583 -139.7321 -11.27646 -10.9532 -139.7009 -10.10109 -10.14948 -143.8002 -8.27379 -12.60564 -148.7908 -8.109621 -10.27027 -140.3261 -9.36925 -11.22122 -145.928 -5.727892 -10.24098 -145.7314 -5.243258 -9.778734 -146.7945 -7.070308 -10.95846 -143.7968 -4.231496 -9.408553 -145.8932 -5.045929 -9.471936 -138.0062 -44.45271 -9.001836</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo200-positions-array" count="405" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-chasmchaintwo200-normals">
|
|
<float_array id="geom-chasmchaintwo200-normals-array" count="1215">0.1082308 -0.8710904 0.4790488 -0.3090285 -0.9061651 0.2887322 -0.4626422 -0.8667078 0.1864932 -0.2595907 -0.964187 0.05437018 -0.4736659 -0.8324047 0.287651 -0.6451315 -0.7633194 0.03389556 -0.2689423 -0.8705121 0.4121636 -0.4085462 -0.8379838 0.3617639 0.2627893 -0.9267539 0.2684565 -0.2927853 -0.8918772 -0.3447198 0.2440637 -0.9545588 0.1710277 -0.009568596 -0.8806359 -0.4736971 -0.4108605 -0.7452365 -0.5251822 -0.6442221 -0.7088555 -0.2872314 -0.3717278 -0.2688208 -0.8885684 -0.5167498 -0.4064459 -0.753506 -0.4104126 -0.6510581 -0.6385021 -0.1316244 -0.7596478 -0.6368753 0.3499545 -0.8964463 -0.2718748 0.3856528 -0.8995714 -0.2050443 -0.02575019 -0.7991776 -0.6005431 -0.7512211 -0.6205095 0.2250219 -0.6344911 -0.7619776 0.129658 -0.6764219 -0.6498016 0.3467153 0.6957778 -0.7146928 -0.07146604 0.6461995 -0.623123 -0.4406179 0.7922912 -0.5981041 0.1206075 0.7492951 -0.5798932 0.3198135 0.9948389 -0.0346744 0.09535837 0.9837278 -0.004664998 0.179605 0.9806045 0.02642515 0.1942078 0.9561729 -0.01686289 0.2923168 0.9674634 -0.1178364 0.2238954 0.9248226 -0.3213044 0.2036334 0.8894542 -0.4488305 -0.0861536 0.8829184 -0.4316044 -0.1848588 0.8033305 -0.3312961 0.4948769 0.8381172 -0.3015432 0.454567 0.7566389 0.001792217 0.6538305 -0.6680252 -0.6464715 0.3685334 -0.409456 -0.1323001 0.9026862 -0.6130266 -0.620092 0.4895756 0.7562609 -0.03139625 0.6535165 0.7582996 0.09317081 0.6452139 0.8157196 -0.3201224 0.4817918 0.7989261 -0.1774069 0.5746685 0.7505702 0.2912054 0.5931641 0.5906983 0.1536662 0.7921251 0.651059 -0.3133455 0.6913297 0.2779559 -0.5402699 0.79426 0.67082 0.1873286 0.7175713 0.7490238 0.1170041 0.6521298 0.7292022 0.0909582 0.6782262 0.7317895 0.2655701 0.6276596 0.6194189 -0.5918819 0.5157481 0.02043337 -0.8958684 0.4438494 0.5665779 -0.7042648 0.4277857 -0.6983292 -0.5330294 0.4777195 -0.147819 -0.8757111 0.4596516 -0.05478092 -0.5049174 0.8614277 -0.3581703 0.1173711 0.9262494 0.4960482 0.03895511 0.8674207 0.3362491 0.1481002 0.9300553 -0.06349658 -0.2358223 0.9697196 0.5138347 -0.1786603 0.8390795 0.6009821 -0.2552492 0.757409 0.6927459 0.02963135 0.7205727 0.794575 -0.1066313 0.5977294 -0.6015884 0.1103852 0.7911425 -0.600057 0.1074239 0.7927116 -0.7340572 0.09505118 0.6724027 0.5204401 0.1954301 0.8312335 -0.3312043 0.09743992 0.9385144 0.1850257 0.150537 0.9711354 -0.3940352 0.1545567 0.9060069 -0.2802786 -0.2305056 0.9318321 0.1923977 0.2781795 0.9410629 -0.8288223 0.1047832 0.5496125 0.7792731 0.1122966 0.6165411 -0.8275257 -0.132563 0.5455532 -0.4715782 0.09353785 0.8768492 -0.3785984 -0.4754954 0.7940828 0.5825244 -0.1245341 0.8032164 0.8014103 -0.1547402 0.5777518 0.6232321 0.03919227 0.7810543 0.5467982 -0.1678139 0.8202745 0.5302326 -0.1400046 0.8362129 0.5441203 -0.1224466 0.8300241 0.5388488 -0.2214373 0.8127776 0.5989041 -0.1567621 0.7853277 0.6724502 -0.07275128 0.7365581 0.6620348 0.01125118 0.7493886 0.2944369 0.02124948 0.9554346 0.9637928 0.06042608 0.2597153 0.8767952 -0.007221435 0.4808098 0.8303543 -0.1194535 0.5442819 0.401523 -0.1411974 0.9048992 0.3849635 -0.184196 0.9043644 0.7349399 -0.1533917 0.660556 0.810227 0.1099157 0.5757175 0.6631948 -0.03546399 0.7476062 0.3842917 -0.001587883 0.9232104 0.2931966 0.103641 0.9504179 0.5537446 0.01754958 0.8325016 0.4389063 0.239319 0.8660761 0.7151707 0.3324018 0.6148496 0.6233241 0.5665898 0.5389277 0.7399381 0.53259 0.4109007 0.3465769 0.8418233 0.4137849 0.5423141 0.4398717 0.715827 -0.1630479 0.6770938 0.7176067 0.09274857 0.7214559 0.6862208 0.4906433 0.4466177 0.748199 0.4321577 0.717123 0.5467855 0.2465295 0.635947 0.7312965 0.2976401 0.2833711 0.9116529 0.5324762 0.1014616 0.8403419 0.741473 0.2339924 0.6288604 0.784061 0.499625 0.3682706 0.9731206 0.179685 -0.1440473 0.9459759 0.2572061 -0.1974198 0.6173849 -0.02686926 0.7862022 0.5645545 0.1270218 0.8155634 0.6251343 0.06144047 0.7780951 0.7277021 0.06324931 0.6829709 0.4781919 0.001490367 0.8782541 0.4925436 -0.0327427 0.8696717 0.6153728 -0.0774717 0.7844199 0.959893 -0.2325212 0.1566503 0.8636088 -0.2046971 0.4607373 0.9283425 -0.1711066 0.3300039 0.8351242 -0.2709372 -0.4787072 0.9388105 -0.09785986 -0.3302399 0.6814019 -0.2888707 0.6724918 0.09458055 -0.02996946 0.995066 -0.2941684 0.4098833 0.8634005 -0.5669909 0.0430726 0.8225973 -0.40012 -0.04199011 0.9155003 -0.5880128 -0.1924164 0.7856316 -0.8291736 0.03907021 0.5576241 -0.0836191 0.2285181 0.9699419 -0.830087 -0.05068196 0.5553259 -0.9101467 0.1402327 0.3898305 -0.8917193 0.2406715 0.3832933 -0.8958738 -0.1056881 0.4315556 -0.9020731 0.3518577 0.2499208 -0.6913789 0.6766742 0.2531942 0.6384604 -0.1714597 0.7503133 0.6414568 -0.1773777 0.7463714 0.7174041 -0.02353154 0.6962597 0.7456898 0.03049881 0.6655949 0.8590776 0.001375305 0.5118435 0.5564485 -0.002791215 0.8308774 0.4924394 0.1123475 0.8630651 0.6515725 -0.004874517 0.7585707 0.6458374 -0.03470133 0.762686 -0.8456567 -0.4982269 0.191402 -0.7945986 -0.5028917 -0.3401661 -0.864415 0.2620877 0.429065 -0.892965 0.2002125 0.4031484 -0.7797117 0.3094239 0.5443406 -0.6631674 0.3391466 0.6672246 -0.7611954 0.2566243 0.5955883 -0.9194382 0.2748477 0.2812332 -0.9659451 0.2023178 0.1612992 -0.9415158 0.1881146 0.2795726 -0.7338635 0.1631661 -0.6594098 -0.9855228 0.1550112 0.06867518 -0.9585721 0.2736552 0.07907156 -0.7410567 0.132092 -0.658321 -0.06044049 0.04792805 -0.9970205 -0.1149608 0.03163604 -0.9928662 -0.06785722 0.05940258 -0.995925 -0.04999373 0.05567047 -0.9971969 -0.04499193 0.06019294 -0.9971723 -0.05538899 0.05669381 -0.996854 -0.04641998 0.05853314 -0.9972057 -0.9803304 -0.05996795 0.1880318 -0.8909914 -0.09344612 -0.4442998 -0.7921153 0.07307074 0.605982 -0.7776048 0.1000518 0.6207418 -0.7866774 0.126335 0.6042997 -0.8154147 0.09481431 0.5710596 -0.8688336 0.01858031 0.4947556 -0.8615075 0.01847307 0.5074087 -0.8713996 -0.005339579 0.4905448 -0.8124958 -0.004240445 0.5829515 -0.8310145 0.01594093 0.5560224 -0.8648128 -0.05041089 0.4995574 -0.911256 -0.09682991 0.4002956 -0.9398589 0.08792574 0.3300522 -0.7626637 0.04268908 0.6453849 -0.8704854 -0.005737797 0.4921609 -0.7571798 0.08044032 0.6482345 0.2132257 -0.1922757 -0.9578961 0.04178119 -0.1566788 -0.9867655 0.03534345 0.06005974 -0.9975688 0.3501932 -0.009458539 -0.9366297 -0.05971549 0.04391705 -0.9972489 -0.1041119 -0.00883772 -0.9945264 -0.1110828 -0.03243013 -0.9932819 -0.1300307 -0.08528554 -0.9878352 -0.08143303 -0.07467924 -0.9938771 -0.09331518 -0.02595058 -0.9952983 -0.1377961 -0.02975082 -0.9900137 0.001018256 0.05256497 -0.9986169 0.004336375 0.05981765 -0.9981999 -0.03176109 0.05108429 -0.9981892 -0.1528769 -0.104413 -0.9827139 -0.2778598 -0.2695114 -0.9220399 -0.1561332 -0.01840156 -0.9875646 -0.07040988 -0.9587302 -0.2754611 0.3628615 -0.6860574 -0.6306005 0.6808162 -0.1663414 0.7133161 0.5664655 -0.01008496 0.8240237 0.6786603 0.1553415 0.7178366 0.2622821 -0.1621209 -0.9512754 0.3367554 -0.1601539 -0.9278721 0.7546959 -0.1308293 -0.6428979 0.4252639 0.1103147 -0.8983214 0.8132037 0.4409719 0.3797942 0.9303864 0.3597136 -0.07062069 0.3200169 0.9350309 0.1526644 -0.3127948 0.948219 0.05513789 0.340939 0.7899138 0.5097026 0.8583685 0.2008667 0.4720763 -0.08392666 -0.06858273 -0.994109 -0.0702162 -0.02495859 -0.9972195 -0.08548642 -0.04908862 -0.9951293 -0.0840118 -0.06386269 -0.9944162 -0.0885607 -0.04458363 -0.9950725 -0.08344747 -0.05702646 -0.9948791 -0.08921985 -0.0693172 -0.9935969 0.1137132 -0.137118 -0.984006 0.01005659 -0.1073676 -0.9941685 0.002450686 -0.09225668 -0.9957322 0.1169987 0.06241776 -0.9911687 0.4006865 0.02909305 -0.9157532 -0.8706281 -0.4586401 0.1779215 -0.9944814 -0.05455864 0.08961033 -0.9946567 0.005680647 0.1030815 -0.9340327 -0.1965311 0.298259 -0.9056048 -0.3159018 0.2829948 -0.7316518 0.04375219 -0.6802729 -0.9909443 0.1003652 0.08919761 -0.725611 0.09138262 -0.6820102 -0.7636929 0.03587817 -0.644582 -0.8102561 0.02228351 0.5856522 -0.6932135 0.01400334 0.7205962 -0.8508835 0.1889203 0.4902104 -0.9147471 0.1469637 0.3763502 -0.8149164 0.1192446 0.5671789 -0.9556035 -0.07534298 0.2848602 -0.9626105 -0.2389164 0.1276719 -0.937207 -0.192995 0.2905098 -0.952617 0.1710411 0.2515271 -0.9050725 0.1951433 0.3778398 -0.9738052 -0.03348421 0.2249048 -0.9185389 0.03851015 0.3934503 -0.9490029 -0.2553883 0.1848522 -0.955088 -0.2347647 0.1808107 -0.9392511 0.2007507 0.2783999 -0.8387719 0.2977471 0.4558599 -0.8267709 0.1371025 0.5455757 -0.9039605 0.2310401 0.3598275 -0.9320902 0.3079186 -0.1907714 -0.8817817 0.4713419 -0.0172581 -0.6866801 0.7259598 -0.03811448 -0.765817 0.4967288 -0.4083929 -0.7372556 0.1626948 -0.6557322 -0.8858595 0.1661521 0.4331817 -0.9054016 0.07792313 0.4173437 -0.9953826 0.05011133 0.08186822 -0.7711508 0.4132189 0.4843309 -0.3989822 0.7813528 0.4798971 0.7510896 0.4307339 0.5003325 0.4835246 0.6548502 0.5808401 0.4989586 0.682832 0.5336486 0.7917954 0.04637318 0.6090235 -0.8080735 0.08530564 0.5828722 -0.8676013 0.1232238 0.4817508 -0.130785 -0.2730345 -0.9530726 -0.06853721 -0.02504141 -0.9973342 -0.1920829 -0.08099406 -0.9780307 -0.2105078 -0.2683531 -0.9400389 -0.3525638 0.116995 -0.9284455 -0.1059167 -0.1591756 -0.9815522 -0.3554793 0.6938775 -0.6262336 -0.4797718 0.6792989 -0.5553125 -0.4937509 0.8149008 -0.3035565 0.3590929 0.1422475 -0.9223979 0.7136912 0.2938829 -0.6358283 -0.6307615 0.6445241 -0.432121 -0.3590347 0.2774335 -0.8911368 -0.2740806 0.05565371 -0.960095 -0.844923 0.07696821 0.5293213 -0.7317842 -0.4089434 0.5452129 -0.823257 -0.3148074 0.4723814 -0.7022416 0.1615382 0.6933702 -0.8531663 0.1842386 0.48802 -0.7918932 0.1091023 0.6008343 -0.6161707 0.09648649 0.7816803 -0.7258893 0.05038977 0.6859632 -0.230377 0.9686896 0.09255814 -0.3773689 0.9099979 -0.1717455 -0.451832 0.8822835 0.1319987 0.6386071 -0.06404155 0.7668635 0.7583568 -0.02338987 -0.6514199 0.9463656 -0.05717161 -0.3179993 0.6509463 -0.04403724 -0.7578454 0.5789641 -0.005446353 -0.8153349 0.8410892 -0.1370901 -0.5232353 0.6977689 -0.3632854 -0.6173673 0.3478106 -0.2385498 -0.9067093 -0.7248197 0.06579129 -0.6857901 -0.05315689 -0.008318297 -0.9985515 -0.04660578 0.02603412 -0.998574 -0.06095606 0.01057525 -0.9980845 -0.1518989 0.01873709 -0.9882184 -0.08669905 -0.01737662 -0.996083 0.6158697 0.1760611 0.7679238 0.5020417 0.1310236 0.8548608 0.6316758 0.04018952 0.7741902 0.7539385 0.1543007 0.6385671 0.9315993 -0.04556777 0.3606195 0.7212952 -0.01263882 0.6925124 -0.06692506 -0.1355651 -0.9885055 -0.7717823 0.03894116 -0.6346933 -0.05234712 0.1028843 -0.993315 -0.05630492 0.04551629 -0.9973755 -0.07432359 0.03897221 -0.9964724 0.3375682 -0.3706459 -0.8652568 0.3779145 -0.2776817 -0.8832178 0.03010684 -0.07960872 -0.9963714 0.5368101 -0.7835782 0.3127939 0.5281294 -0.8390395 0.1307363 -0.5565449 -0.7529808 -0.3511092 -0.5867236 -0.8007199 -0.1208433 -0.1958001 -0.9473274 -0.2534423 0.3399228 -0.9370263 0.08021297 -0.2082548 -0.8687179 -0.4493986 0.9659385 -0.0667774 -0.250007 0.9563165 -0.01575487 -0.2919085 -0.1112477 0.221091 0.9688874 -0.4766572 0.1951136 0.8571631 -0.594283 0.1172678 0.7956607 -0.07722512 0.6998109 0.7101416 -0.2677102 0.9565678 0.1153665 0.7509095 0.5633597 0.3446166 0.7333807 0.4447156 0.5141797 0.7651555 0.4394886 0.4705176 0.6686088 0.621383 0.4084671 0.654002 0.4301136 0.6223212 0.6626275 0.2532043 0.7048492 0.6390048 -0.01389951 0.7690771 0.5243747 0.1540197 0.837442 0.6498848 -0.08776199 0.7549487 0.6473593 -0.08594646 0.7573237 -0.06429607 0.02565633 -0.997601 -0.06073045 -0.04589843 -0.9970984 -0.1437792 -0.05688846 -0.9879733 0.01872588 -0.008804537 -0.9997859 -0.0472853 0.03965924 -0.9980938 -0.06105987 0.02355457 -0.9978561 -0.827422 0.04931311 0.5594113 -0.8331963 0.06255269 0.5494279 -0.8617362 -0.01920938 0.5069928 -0.003097177 0.08025193 -0.9967698 -0.1033541 -0.03714494 -0.9939508 -0.2858104 -0.4046834 -0.8686448 -0.1972754 -0.3435456 -0.9181823 -0.13432 -0.1476562 -0.9798754 -0.1629014 -0.1197277 -0.979351 -0.2628729 -0.6364972 -0.7250994 -0.0521073 -0.4173628 -0.9072447 -0.1305893 -0.7902757 -0.5986741 0.8313336 0.4864892 0.2687241 0.7887202 0.4859783 0.3764912 -0.3238496 0.9447254 0.05114195 0.2468892 0.8045748 0.5400974 0.4090859 0.900829 -0.1454506 -0.06743883 -0.05229722 -0.9963518 -0.08996607 -0.06493567 -0.9938257 -0.07916123 -0.06875478 -0.9944879 -0.08780243 -0.04053739 -0.9953127 -0.1347099 -6.74808e-4 -0.9908849 -0.03012372 -0.004622814 -0.9995355 -0.02375176 -0.2026679 -0.9789594 0.1380324 -0.1956553 -0.9709099 -0.173377 -0.2988665 -0.9384131 -0.2720727 -0.1012639 -0.9569337 0.49051 0.02019769 -0.8712014 -0.3591581 0.3412781 -0.8686395 -0.1169654 0.09451837 -0.988628 0.7150206 0.2501427 -0.6528202 0.8735968 0.4843886 -0.04686362 0.1646285 0.4744246 -0.8647651 -0.4141845 0.3901218 -0.8223479 0.1614367 0.8315725 -0.531437 0.6894204 0.5015631 -0.5226223 -0.1170628 0.6920263 -0.7123173 -0.3754788 0.4434081 -0.8138826 0.2515197 0.7269695 -0.638947 -0.2309985 0.7915059 -0.5658251 0.6400874 -0.02772358 -0.7678017</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo200-normals-array" count="405" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-chasmchaintwo200-map1">
|
|
<float_array id="geom-chasmchaintwo200-map1-array" count="1587">1.285548 0.4244715 0 1.115781 0.4060091 0 1.112561 0.3807661 0 1.146774 0.3564411 0 1.069549 0.4698185 0 0.9606452 0.3349333 0 1.113628 0.6071104 0 1.074718 0.5311325 0 1.240627 0.5432601 0 1.138499 0.3000796 0 1.32551 0.368374 0 1.160133 0.3319171 0 1.000692 0.2400563 0 6.317255 0.1223072 0 6.185879 0.04375784 0 6.278925 0.0548084 0 -2.185248 0.3934449 0 0.8095227 0.2392283 0 0.7163913 0.1343352 0 0.8053193 0.150263 0 0.9533832 0.1778795 0 1.143022 0.1498273 0 6.314522 0.3007911 0 6.377571 0.2895062 0 2.11445 0.3629276 0 2.221837 0.2419344 0 2.259069 0.3368508 0 2.153129 0.4518977 0 2.630897 0.2098947 0 2.755812 0.1312678 0 2.758397 0.1577884 0 2.637319 0.2664786 0 2.485263 0.2690665 0 2.35308 0.2996213 0 2.350688 0.2530543 0 2.36771 0.2220521 0 2.321326 0.4090774 0 2.339062 0.3553321 0 2.444172 0.3870999 0 6.35041 0.4321602 0 6.381711 0.6058667 0 6.282881 0.7536355 0 2.354495 0.446379 0 2.313182 0.7123255 0 2.223571 0.6735447 0 2.28219 0.5550145 0 2.393472 0.6909848 0 2.367429 0.8642952 0 2.194707 0.7895923 0 6.331367 0.5943647 0 2.181124 0.8749979 0 2.424744 0.5150919 0 2.601088 0.6225823 0 2.618454 0.7239555 0 1.311305 0.1389944 0 1.333745 0.2862192 0 6.379879 0.6764011 0 2.471922 0.6823534 0 1.158194 0.2444781 0 6.332242 0.8317537 0 5.772031 0.6748598 0 2.103561 0.5454699 0 5.834895 0.6658351 0 5.790121 0.6964825 0 6.125499 0.7278005 0 2.011568 0.6415628 0 1.135568 0.7052425 0 2.149789 0.7182844 0 1.269196 0.6985139 0 2.755001 0.9018796 0 6.136524 0.8162922 0 5.971294 0.7069267 0 5.018584 0.6791736 0 2.728214 0.8508603 0 4.791365 0.750573 0 4.887703 0.6397083 0 6.350701 0.7485961 0 4.538614 0.7732297 0 4.482761 0.7108137 0 4.538366 0.6831619 0 2.960474 0.8449374 0 4.629786 0.7080854 0 4.621553 0.6658084 0 4.738035 0.6420047 0 3.192332 0.831331 0 3.1435 0.8029529 0 3.335501 0.7687124 0 3.047412 0.7381206 0 3.171688 0.7310526 0 2.520727 0.8544868 0 2.575218 0.9562793 0 2.391915 0.9343213 0 3.419122 0.8946897 0 3.501498 0.8092034 0 3.626437 0.846854 0 3.2371 0.8899701 0 3.088157 0.8911814 0 2.202716 0.9611685 0 3.293531 0.6229107 0 3.219067 0.6863986 0 3.127485 0.6104811 0 3.273959 0.5013866 0 3.159146 0.4748649 0 3.25071 0.3293029 0 3.445365 0.4545702 0 3.474293 0.3515752 0 3.481429 0.2658317 0 3.587987 0.367265 0 3.586946 0.5052272 0 3.474979 0.1359388 0 3.477972 0.2121516 0 4.638844 0.7495475 0 3.340538 0.1950981 0 3.289472 0.572014 0 4.594176 0.626406 0 4.570137 0.5916817 0 3.46602 0.536422 0 3.678319 0.7048455 0 4.549541 0.5315678 0 3.557838 0.7492964 0 3.606035 0.6740532 0 3.705093 0.56203 0 3.585416 0.6071541 0 3.473784 0.6357639 0 3.686825 0.4533472 0 3.76734 0.4181564 0 4.03812 0.5685341 0 3.98188 0.482688 0 1.601388 0.6444818 0 4.013172 0.598994 0 1.488707 0.5901585 0 4.00734 0.7759135 0 3.969632 0.6746554 0 3.919144 0.7471791 0 3.94868 0.7861789 0 3.916314 0.8100346 0 3.90942 0.7540475 0 3.65882 0.3561823 0 3.771101 0.3271928 0 4.65944 0.5493436 0 4.550747 0.4357644 0 4.426745 0.5517256 0 6.253656 0.2170677 0 6.194883 0.116626 0 5.65662 0.2324246 0 5.856462 0.2240566 0 5.645506 0.2591244 0 5.620155 0.3355779 0 5.780039 0.3189428 0 5.670253 0.1844075 0 5.828592 0.1603117 0 5.836221 0.1831427 0 3.480077 0.05975554 0 3.584266 0.08336147 0 2.910511 0.5495769 0 3.009022 0.5285174 0 2.963843 0.6678188 0 2.781857 0.7264948 0 3.189613 0.3050018 0 3.120123 0.4724999 0 3.162568 0.2833423 0 5.760128 0.05990838 0 5.839502 0.1444337 0 5.678632 0.1124566 0 5.510482 0.07572694 0 6.119521 0.1409239 0 6.109016 0.09925202 0 6.193878 0.5637798 0 6.160181 0.6167545 0 6.024245 0.5087779 0 6.091525 0.3906864 0 6.10757 0.6473331 0 -2.187046 0.1998532 0 -1.972482 0.2434036 0 6.04424 0.6413673 0 -2.092717 0.4392799 0 -2.030003 0.5331853 0 -1.883811 0.2859856 0 -1.885107 0.5281924 0 -2.347299 0.2468723 0 -2.292211 0.4119053 0 -2.490756 0.4153879 0 5.973115 0.5425928 0 6.273489 0.5695651 0 6.170065 0.3998531 0 6.175033 0.3371201 0 6.140758 0.2088514 0 6.0024 0.2029951 0 5.893364 0.6178016 0 5.946401 0.5418833 0 6.022624 0.6504354 0 1.654196 0.6018716 0 1.61929 0.6899839 0 1.753597 0.6543255 0 4.783795 0.3511509 0 4.672793 0.3401452 0 4.808281 0.1778946 0 4.913463 0.3634014 0 4.740981 0.4312822 0 0.5118154 0.1729897 0 0.5711902 0.1955387 0 3.158875 0.1024539 0 0.6071968 0.2668111 0 0.1839275 0.2033007 0 0.3548965 0.1671569 0 0.3257698 0.2303139 0 -2.450267 0.2671087 0 -2.518842 0.2497918 0 -2.512605 0.2038198 0 -2.492462 0.2208818 0 -0.2853636 0.3541568 0 -0.4261842 0.4566473 0 -0.3441402 0.1649356 0 -1.539328 0.4098969 0 -1.654683 0.2522452 0 -1.380428 0.2975323 0 4.709112 0.1594984 0 4.994128 0.1178651 0 3.148843 0.1890241 0 2.975773 0.1819787 0 3.136095 0.06229313 0 -0.1501739 0.2114947 0 -0.30499 0.03908324 0 -0.1219762 0.1192695 0 -0.3121774 0.06876674 0 3.352489 0.04508618 0 3.7589 0.6904981 0 4.954023 0.08380999 0 5.191006 0.07913142 0 5.309993 0.3545782 0 2.728838 0.4092936 0 -0.9659472 0.4411465 0 -1.154214 0.3904646 0 -0.9959184 0.3140766 0 0.2170525 0.101331 0 0.223622 0.01419438 0 -1.734559 0.4615406 0 -1.78266 0.4415246 0 0.3799176 0.03293511 0 -0.5363288 0.435053 0 -0.4909043 0.2271008 0 -0.5054949 0.4294113 0 0.455202 0.2903897 0 5.369403 0.2738825 0 5.448349 0.3594889 0 5.040938 0.1715996 0 4.980444 0.255354 0 5.099515 0.5008981 0 -1.715897 0.18561 0 4.948387 0.5336941 0 -1.03049 0.1760912 0 -1.033034 0.08329158 0 4.803904 0.5451951 0 5.32165 0.4993804 0 5.326951 0.5948606 0 5.200789 0.6384911 0 5.288186 0.4264303 0 4.995626 0.5751947 0 5.038486 0.6370389 0 5.662842 0.4895461 0 5.664376 0.3944047 0 5.863967 0.4278839 0 5.450727 0.5531711 0 5.401288 0.6683986 0 4.580401 0.2582535 0 4.547317 0.3649437 0 4.398726 0.3110112 0 4.514158 0.2309904 0 4.606047 0.1846662 0 5.49038 0.1974395 0 5.284429 0.1860309 0 5.392183 0.1255206 0 4.498626 0.6411939 0 4.427692 0.676085 0 5.938253 0.304701 0 5.894371 0.2482375 0 4.240575 -0.1003915 0 4.287736 0.004786039 0 4.201781 -0.092476 0 4.27843 0.1747247 0 2.732385 0.5875642 0 4.341082 0.2042385 0 4.305545 0.2254934 0 2.707519 0.600484 0 4.402549 0.2337453 0 4.460496 0.1512921 0 -0.9205565 0.1428421 0 -1.382395 0.03406562 0 -1.392378 0.1309121 0 4.58329 0.1504785 0 5.152647 0.3551866 0 6.316017 0.5863451 0 6.283949 0.3936966 0 5.588893 0.6269564 0 5.607741 0.5708257 0 0.4733769 0.4585927 0 2.612848 0.3176723 0 5.763772 0.5858404 0 -1.588701 0.04303056 0 -2.2628 0.3971109 0 5.866331 0.6476623 0 6.153097 0.7062508 0 1.767082 0.7226741 0 1.663328 0.738737 0 1.478112 0.1965617 0 5.223017 0.6734875 0 5.354383 0.0737752 0 5.995258 0.06901088 0 1.166618 0.8205236 0 1.010757 0.7362891 0 1.118829 0.6426789 0 2.782468 0.2636542 0 2.702425 0.3816518 0 2.575426 0.3831655 0 2.832906 0.563491 0 2.863268 0.4809787 0 2.357562 0.1348201 0 2.277837 0.09297121 0 2.39961 0.07403143 0 -2.241272 0.4033071 0 -2.256022 0.2032635 0 -2.282995 0.03301471 0 -2.065569 0.03439673 0 -1.840966 0.06040565 0 -1.810164 0.2563988 0 2.547176 0.09243418 0 2.00146 0.1996158 0 2.039207 0.1936725 0 2.031923 0.2412633 0 3.832455 0.6720183 0 3.782801 0.7806878 0 -1.809642 0.4582347 0 -2.444564 0.111453 0 -2.55159 0.4083332 0 0.417608 0.4714737 0 -2.563385 0.3870359 0 3.843967 0.4961096 0 0.3340268 0.4321682 0 3.079514 0.03328595 0 1.081774 0.847266 0 1.009709 0.8108419 0 1.341915 0.4963787 0 1.348707 0.5323651 0 0.9582658 0.2546912 0 5.549113 0.7164398 0 5.534961 0.7386596 0 3.265293 -0.001794392 0 2.904978 0.08972064 0 5.597926 0.6858537 0 5.761264 0.7243498 0 5.606985 0.6583029 0 1.667594 0.3004566 0 1.492838 0.276738 0 1.693639 0.2461349 0 3.450089 -0.01533071 0 3.721474 0.2176519 0 3.711921 0.1054854 0 4.427241 0.8029149 0 3.586371 0.2334092 0 3.874817 0.282963 0 4.029113 0.3902152 0 4.014622 0.4097538 0 2.656446 0.7915354 0 3.643956 0.001880615 0 3.74324 0.08593656 0 0.2944134 0.3380596 0 -2.558077 0.3041708 0 -1.50681 0.4475248 0 -1.655818 0.5581859 0 0.1584375 0.3122377 0 -1.684632 0.5155411 0 4.38241 0.762646 0 4.465744 0.809882 0 6.146459 0.6459019 0 0.05061273 0.1786606 0 -1.336132 0.3329367 0 -1.202905 0.2241579 0 0.05761487 0.3773886 0 0.4414699 0.1457035 0 -1.21983 0.4196696 0 6.003421 0.5355485 0 6.157482 0.6894887 0 6.308124 0.03898204 0 3.857637 0.8594488 0 3.763684 0.8816904 0 6.307581 0.01288738 0 6.363046 0.09980322 0 6.452621 0.06652505 0 -1.303881 0.3917356 0 -1.455988 0.4905423 0 -0.9033511 0.4679193 0 -0.9042988 0.3037874 0 -1.715873 0.05168585 0 0.4927322 0.1137268 0 0.7554315 0.2667164 0 0.6004834 0.1605051 0 -1.149728 0.03641393 0 -1.182013 0.4101005 0 3.88085 0.6955081 0 6.487904 0.07262641 0 6.441647 0.07339266 0 2.63411 0.1210892 0 2.621246 0.1366148 0 6.456689 0.05468163 0 6.486101 0.05306875 0 2.58366 0.1102746 0 6.55693 0.1500977 0 6.482245 0.1556934 0 0.996743 0.3097672 0 1.160956 0.3293033 0 1.321595 0.4164842 0 2.702559 0.092058 0 2.435713 0.1811733 0 2.397521 0.1884993 0 2.392431 0.1650807 0 2.538246 0.495365 0 2.546336 0.4217301 0 2.639794 0.4851988 0 2.554343 0.5351505 0 2.875443 0.2224277 0 2.896545 0.3142839 0 2.213014 0.1663194 0 2.10799 0.1902577 0 2.085807 0.09631237 0 2.068998 0.5248314 0 1.991679 0.4730605 0 1.978128 0.453102 0 1.979126 0.4363925 0 1.985409 0.3901441 0 2.496815 0.1784649 0 2.758828 0.1105232 0 0.8814505 0.534121 0 3.801868 0.3116938 0 3.84548 0.2851632 0 3.86437 0.461823 0 1.716856 0.2526011 0 4.009468 0.440259 0 1.729939 0.2778082 0 3.90846 0.6580889 0 3.901637 0.6855875 0 3.026731 0.3790381 0 3.092973 0.4945963 0 2.78284 0.4193442 0 2.786183 0.5721493 0 2.007922 0.1213471 0 3.886142 0.1586718 0 3.875316 0.237602 0 4.093374 0.3568999 0 4.060059 0.3795096 0 4.136361 0.2819272 0 4.123476 0.3219792 0 3.827264 -0.04490915 0 3.894648 0.06019743 0 4.041146 -0.03832332 0 4.067698 -0.007190576 0 3.911054 0.08304106 0 3.943887 0.1175268 0 4.081947 0.04261995 0 4.195221 0.1777273 0 3.971114 0.1020074 0 4.19274 0.1391546 0 4.203246 0.07600898 0 4.139069 0.2603362 0 4.189947 0.2271728 0 2.744469 0.1033677 0 2.715768 0.08458403 0 1.904997 0.5931452 0 1.70101 0.6118101 0 1.71062 0.5590461 0 1.483237 0.5088724 0 1.857095 0.702428 0 1.905372 0.3545723 0 4.317665 0.09178499 0 4.370796 0.0232853 0 4.174787 -0.07563592 0 0.7831775 0.4571201 0 4.282492 -0.1135826 0 4.249253 0.08162959 0 4.132777 -0.06295411 0 4.099679 0.1026978 0 4.119352 0.08335841 0 4.174266 0.05451602 0 1.70653 0.3837177 0 1.505984 0.3177366 0 0.7244984 0.4499046 0 0.5276676 0.4489039 0 0.8201479 0.4250542 0 0.8106279 0.435156 0 -0.07034233 0.3307913 0 -0.09175018 0.2898121 0 -0.02251469 0.3841079 0 -0.2397218 0.396441 0 -0.4841487 0.02584714 0 0.04729879 0.01774198 0 -0.1267346 0.02521527 0 -0.3097906 0.01605301 0 -0.6392092 0.1152099 0 -0.5957143 0.2783238 0 -0.6761057 0.2886987 0 -0.7353615 0.2690518 0 -0.8110709 0.4193341 0 -0.7419255 0.4404697 0 -0.5473319 0.4479615 0 -0.8557935 0.4112584 0 -0.8933918 0.3987819 0 0.02636475 0.4005049 0 0.4976944 0.464297 0 1.48413 0.1524933 0 1.492442 0.4373922 0 1.486269 0.377814 0 1.808414 0.2391275 0 1.89488 0.2695395 0 1.76306 0.265974 0 1.616724 0.09215306 0 1.57995 0.1296334 0 1.500711 0.118759 0 0.8661537 0.4002836 0 0.9867215 0.6741256 0 1.140685 0.2819324 0 1.331986 0.3355576 0 0.8375856 0.1414883 0 0.9483671 0.1423802 0 1.087631 0.1228399 0 1.073981 0.1161801 0 1.103291 0.1297309 0 1.155991 0.1283025 0 1.270509 0.106135 0 1.224556 0.0847458 0 1.302611 0.08632418 0</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo200-map1-array" count="529" stride="3">
|
|
<param name="S" type="float"/>
|
|
<param name="T" type="float"/>
|
|
<param name="P" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<vertices id="geom-chasmchaintwo200-vertices">
|
|
<input semantic="POSITION" source="#geom-chasmchaintwo200-positions"/>
|
|
</vertices>
|
|
<triangles material="greyrock_1" count="806">
|
|
<input semantic="VERTEX" source="#geom-chasmchaintwo200-vertices" offset="0"/>
|
|
<input semantic="NORMAL" source="#geom-chasmchaintwo200-normals" offset="1"/>
|
|
<input semantic="TEXCOORD" source="#geom-chasmchaintwo200-map1" offset="2" set="1"/>
|
|
<p>2 0 0 3 1 1 0 2 2 0 2 2 1 3 3 2 0 0 4 4 4 5 5 5 3 1 1 6 6 6 7 7 7 8 8 8 11 9 9 12 10 10 9 11 11 9 11 11 10 12 12 11 9 9 15 13 17 16 14 18 13 15 19 13 15 19 14 16 20 15 13 17 19 17 21 20 18 54 17 19 55 17 19 55 18 20 58 19 17 21 21 21 22 22 22 23 23 23 39 26 24 24 27 25 25 24 26 26 24 26 26 25 27 27 26 24 24 28 28 28 29 29 29 30 30 30 31 31 31 32 32 32 28 28 28 28 28 28 30 30 30 31 31 31 33 33 33 34 34 34 32 32 32 35 35 35 34 34 34 27 25 25 36 36 36 37 37 37 38 38 38 40 39 40 41 40 41 39 41 49 39 41 49 23 23 39 40 39 40 42 42 42 36 36 36 38 38 38 43 43 43 44 44 44 45 45 45 43 43 43 46 46 46 47 47 47 48 48 48 47 47 47 49 49 50 50 50 51 45 45 45 42 42 42 42 42 42 38 38 38 50 50 51 52 51 52 53 52 53 51 53 57 51 53 57 50 50 51 52 51 52 51 53 57 46 46 46 50 50 51 54 54 61 25 27 27 45 45 45 45 45 45 8 8 65 54 54 61 56 55 66 57 56 68 49 49 308 49 49 308 55 57 309 56 55 66 58 58 310 56 55 66 55 57 309 8 8 65 45 45 45 57 56 67 55 57 309 49 49 308 59 59 339 60 60 69 61 61 73 62 62 80 64 63 84 65 64 85 66 65 86 65 64 85 62 62 80 67 66 87 67 66 87 68 67 88 65 64 85 69 68 60 70 69 62 63 70 63 71 71 89 72 72 90 73 73 91 74 74 64 41 40 41 73 73 70 73 73 70 72 72 71 74 74 64 41 40 41 59 59 59 73 73 70 75 75 72 76 76 74 77 77 75 75 75 92 66 65 86 78 78 93 78 78 93 76 76 94 75 75 92 64 63 84 79 79 95 80 80 96 49 49 50 73 73 91 59 59 97 59 59 339 81 81 340 55 57 309 82 82 98 83 83 99 84 84 100 87 85 101 88 86 102 85 87 103 85 87 103 86 88 104 87 85 101 91 89 105 92 90 106 89 91 107 89 91 107 90 92 108 91 89 105 93 93 109 94 94 110 95 95 112 82 82 98 84 84 100 96 96 113 96 96 113 97 97 116 82 82 98 100 98 117 76 76 94 98 99 119 98 99 119 99 100 120 100 98 117 90 92 108 103 101 121 101 102 122 101 102 122 102 103 123 90 92 108 103 101 121 90 92 108 104 104 124 104 104 124 105 105 125 103 101 121 106 106 128 107 107 130 108 108 191 111 109 192 112 110 193 109 111 302 109 111 302 110 112 303 111 109 192 115 113 133 116 114 134 113 115 135 113 115 135 114 116 136 115 113 133 118 117 137 117 118 138 104 104 124 104 104 124 90 92 108 118 117 137 93 93 109 119 119 152 120 120 153 123 121 154 124 122 155 121 123 156 121 123 156 122 124 157 123 121 154 125 125 158 126 126 159 127 127 160 128 128 201 129 129 218 130 130 219 128 128 201 131 131 220 132 132 225 133 133 226 100 98 117 103 101 121 78 78 93 98 99 119 76 76 94 134 134 77 135 135 78 136 136 79 137 137 81 138 138 82 139 139 83 137 137 81 140 140 111 134 134 77 141 141 114 138 138 82 136 136 79 142 142 115 143 143 118 144 144 139 145 145 140 143 143 118 146 146 141 141 141 114 142 142 115 144 144 139 81 81 76 59 59 59 41 40 41 81 81 76 41 40 41 55 57 56 127 127 160 129 129 218 95 95 112 147 147 230 148 148 280 149 149 283 152 150 296 153 151 311 150 152 312 150 152 312 151 153 313 152 150 296 154 154 314 155 155 315 123 121 154 15 13 13 156 156 142 157 157 143 158 158 144 159 159 145 160 160 146 161 161 147 160 160 146 162 162 148 163 163 149 164 164 150 165 165 151 168 166 161 169 167 162 166 168 163 166 168 163 167 169 164 168 166 161 172 170 16 173 171 172 170 172 173 170 172 173 171 173 175 172 170 16 174 174 176 175 175 177 176 176 178 177 177 165 178 178 166 157 157 143 181 179 167 182 180 168 179 181 169 179 181 169 180 182 170 181 179 167 183 183 171 184 184 174 185 185 182 186 186 183 187 187 184 188 188 185 189 189 186 188 188 185 190 190 187 177 177 165 189 189 186 190 190 187 191 191 188 192 192 189 193 193 190 196 194 316 197 195 317 194 196 318 194 196 318 195 197 325 196 194 316 198 198 199 199 199 200 200 200 202 203 201 179 204 202 180 201 203 181 201 203 181 202 204 206 203 201 179 205 205 203 206 206 204 207 207 205 157 157 143 16 14 14 15 13 13 208 208 207 209 209 208 210 210 209 211 211 326 212 212 327 20 18 328 133 133 226 213 213 329 214 214 330 103 101 121 105 105 125 215 215 336 217 216 338 218 217 346 131 131 220 131 131 220 216 218 347 217 216 338 119 119 152 132 132 225 219 219 354 219 219 354 120 120 153 119 119 152 89 91 107 118 117 137 90 92 108 220 220 355 120 120 153 221 221 356 222 222 304 223 223 351 224 224 352 120 120 153 220 220 355 225 225 358 226 226 213 227 227 214 228 228 215 231 229 210 232 230 211 229 231 212 229 231 212 230 232 221 231 229 210 233 233 222 234 234 223 235 235 224 236 236 234 237 237 235 195 197 238 240 238 194 241 239 195 238 240 196 238 240 196 239 241 197 240 238 194 240 238 194 242 242 198 241 239 195 238 240 196 241 239 195 243 243 216 244 244 217 245 245 227 246 246 228 247 247 229 248 248 243 249 249 244 250 250 245 251 251 246 238 240 196 244 244 217 250 250 245 238 240 196 239 241 197 254 252 247 252 253 249 252 253 249 253 254 252 239 241 197 255 255 253 256 256 254 257 257 255 255 255 253 258 258 256 249 249 244 259 259 257 260 260 258 77 77 75 261 261 259 262 262 260 263 263 261 256 256 254 264 264 262 80 80 263 80 80 263 257 257 255 256 256 254 259 259 257 252 253 249 254 252 247 258 258 256 247 247 229 249 249 244 241 239 195 265 265 264 243 243 216 265 265 264 241 239 195 266 266 265 266 266 265 267 267 266 265 265 264 267 267 266 268 268 267 265 265 264 265 265 264 268 268 267 269 269 268 269 269 268 243 243 216 265 265 264 271 270 269 249 249 244 248 248 243 248 248 243 270 271 270 271 270 269 272 272 271 167 169 164 271 270 269 271 270 269 270 271 270 272 272 271 274 273 272 135 135 78 273 274 273 273 274 273 146 146 141 274 273 272 135 135 78 274 273 272 136 136 79 145 145 140 266 266 265 241 239 195 275 275 359 276 276 360 277 277 361 278 278 362 61 61 73 71 71 89 67 66 87 121 123 156 84 84 100 161 161 147 262 262 260 249 249 244 279 279 274 280 280 275 190 190 187 281 281 231 282 282 232 283 283 233 284 284 276 285 285 277 286 286 278 287 287 279 288 288 281 289 289 282 120 120 153 290 290 363 291 291 364 292 292 284 293 293 285 268 268 267 268 268 267 267 267 266 292 292 284 269 269 268 294 294 289 243 243 216 33 33 33 37 37 37 24 26 26 152 150 296 31 31 31 153 151 311 139 139 83 144 144 139 253 254 252 242 242 198 253 254 252 144 144 139 144 144 139 241 239 195 242 242 198 254 252 247 239 241 197 295 295 290 251 251 246 295 295 290 239 241 197 239 241 197 238 240 196 251 251 246 296 296 291 39 41 49 41 40 41 21 21 22 23 23 39 297 297 292 297 297 292 156 156 142 21 21 22 298 298 293 299 299 294 300 300 297 261 261 259 299 299 294 264 264 262 191 191 188 301 301 300 300 300 297 74 74 64 302 302 301 41 40 41 291 291 364 221 221 356 120 120 153 303 303 353 304 304 435 305 305 437 75 75 72 77 77 75 260 260 258 260 260 258 257 257 255 75 75 72 79 79 305 75 75 72 257 257 255 257 257 255 80 80 263 79 79 305 214 214 330 134 134 383 140 140 384 140 140 384 76 76 94 214 214 330 306 306 398 213 213 329 215 215 336 309 307 401 310 308 402 307 309 405 307 309 405 308 310 411 309 307 401 311 311 412 312 312 413 313 313 414 272 272 271 314 314 306 167 169 164 316 315 236 317 316 237 315 317 248 315 317 248 227 227 214 316 315 236 318 318 250 294 294 251 293 293 286 245 245 287 319 319 288 246 246 298 320 320 415 321 321 416 322 322 417 52 51 52 323 323 418 149 149 283 149 149 283 122 124 157 52 51 52 216 218 347 130 130 219 324 324 419 324 324 419 153 151 311 216 218 347 324 324 419 325 325 420 153 151 311 139 139 83 253 254 252 77 77 75 76 76 74 139 139 83 77 77 75 203 201 179 326 326 299 204 202 180 178 178 166 327 327 307 16 14 14 16 14 14 157 157 143 178 178 166 328 328 239 329 329 240 330 330 241 120 120 153 219 219 354 290 290 363 333 331 421 27 25 25 331 332 422 331 332 422 332 333 423 333 331 421 313 313 414 196 194 316 195 197 325 57 56 67 48 48 48 49 49 50 44 44 44 48 48 48 57 56 67 57 56 67 45 45 45 44 44 44 73 73 91 49 49 50 47 47 47 73 73 91 47 47 47 71 71 89 40 39 40 55 57 56 41 40 41 58 58 310 6 6 6 8 8 8 25 27 27 54 54 61 334 334 424 334 334 424 335 335 425 25 27 27 8 8 8 3 1 1 334 334 341 334 334 341 54 54 342 8 8 8 15 13 17 337 336 343 336 337 408 336 337 408 5 5 5 15 13 17 5 5 5 336 337 408 0 2 2 0 2 2 3 1 1 5 5 5 337 336 343 338 338 409 1 3 3 1 3 3 336 337 408 337 336 343 338 338 409 335 335 410 2 0 0 2 0 0 1 3 3 338 338 409 2 0 0 335 335 410 334 334 341 334 334 341 3 1 1 2 0 0 1 3 3 0 2 2 336 337 408 8 8 8 7 7 7 4 4 4 4 4 4 3 1 1 8 8 8 23 23 431 22 22 516 4 4 4 4 4 4 7 7 7 23 23 431 22 22 516 15 13 17 5 5 5 5 5 5 4 4 4 22 22 516 40 39 517 23 23 431 7 7 7 7 7 7 6 6 6 40 39 517 15 13 17 14 16 20 10 12 12 10 12 12 337 336 343 15 13 17 25 27 27 335 335 425 12 10 426 12 10 426 339 339 427 25 27 27 14 16 20 340 340 518 11 9 9 11 9 9 10 12 12 14 16 20 339 339 519 12 10 10 11 9 9 11 9 9 340 340 518 339 339 519 338 338 409 9 11 11 12 10 10 12 10 10 335 335 410 338 338 409 337 336 343 10 12 12 9 11 11 9 11 11 338 338 409 337 336 343 14 16 20 19 17 21 18 20 58 18 20 58 340 340 518 14 16 20 339 339 519 340 340 518 18 20 58 18 20 58 17 19 55 339 339 519 25 27 27 339 339 427 17 19 428 17 19 428 26 24 24 25 27 27 26 24 24 17 19 428 20 18 328 20 18 328 27 25 25 26 24 24 156 156 142 15 13 13 22 22 23 22 22 23 21 21 22 156 156 142 341 341 429 310 308 402 28 28 28 28 28 28 32 32 32 341 341 429 29 29 29 342 342 430 216 218 347 216 218 347 30 30 30 29 29 29 310 308 402 342 342 430 29 29 29 29 29 29 28 28 28 310 308 402 153 151 311 31 31 31 30 30 30 30 30 30 216 218 347 153 151 311 24 26 26 27 25 25 34 34 34 34 34 34 33 33 33 24 26 26 32 32 32 34 34 34 35 35 35 35 35 35 341 341 429 32 32 32 24 26 26 37 37 37 36 36 36 36 36 36 25 27 27 24 26 26 45 45 45 25 27 27 36 36 36 36 36 36 42 42 42 45 45 45 48 48 48 44 44 44 43 43 43 43 43 43 47 47 47 48 48 48 45 45 45 50 50 51 46 46 46 46 46 46 43 43 43 45 45 45 122 124 157 278 278 362 53 52 53 53 52 53 52 51 52 122 124 157 71 71 89 51 53 57 53 52 53 53 52 53 278 278 362 71 71 89 71 71 89 47 47 47 46 46 46 46 46 46 51 53 57 71 71 89 57 56 68 56 55 66 58 58 310 58 58 310 8 8 8 57 56 68 72 72 90 71 71 89 61 61 73 61 61 73 60 60 69 72 72 90 344 343 344 62 62 345 80 80 263 80 80 263 343 344 348 344 343 344 72 72 71 60 60 349 63 70 63 62 62 345 344 343 344 60 60 349 60 60 349 344 343 344 343 344 348 343 344 348 63 70 63 60 60 349 80 80 96 62 62 80 65 64 85 65 64 85 64 63 84 80 80 96 66 65 86 65 64 85 68 67 88 68 67 88 83 83 99 66 65 86 84 84 100 83 83 99 68 67 88 68 67 88 67 66 87 84 84 100 70 69 62 301 301 300 72 72 71 72 72 71 63 70 63 70 69 62 300 300 297 301 301 300 70 69 62 70 69 62 298 298 293 300 300 297 80 80 263 298 298 293 345 345 350 345 345 350 343 344 348 80 80 263 343 344 348 345 345 350 69 68 60 69 68 60 63 70 63 343 344 348 298 298 293 70 69 62 69 68 60 69 68 60 345 345 350 298 298 293 66 65 86 75 75 92 79 79 95 79 79 95 64 63 84 66 65 86 66 65 86 83 83 99 82 82 98 82 82 98 102 103 123 66 65 86 84 84 100 88 86 102 87 85 101 87 85 101 96 96 113 84 84 100 96 96 113 87 85 101 86 88 104 86 88 104 97 97 116 96 96 113 90 92 108 97 97 116 86 88 104 86 88 104 91 89 105 90 92 108 91 89 105 86 88 104 85 87 103 85 87 103 95 95 112 91 89 105 95 95 112 94 94 110 92 90 106 92 90 106 91 89 105 95 95 112 225 225 358 89 91 107 92 90 106 92 90 106 94 94 110 225 225 358 225 225 358 94 94 110 93 93 109 93 93 109 120 120 153 225 225 358 102 103 123 82 82 98 97 97 116 97 97 116 90 92 108 102 103 123 103 101 121 100 98 117 99 100 120 99 100 120 101 102 122 103 101 121 102 103 123 101 102 122 99 100 120 99 100 120 98 99 119 102 103 123 146 146 466 112 110 193 346 346 467 346 346 467 347 347 468 146 146 466 349 348 432 117 118 138 220 220 355 220 220 355 348 349 433 349 348 432 117 118 138 349 348 432 350 350 434 350 350 434 215 215 336 117 118 138 111 109 129 215 215 336 350 350 434 350 350 434 106 106 126 111 109 129 111 109 192 106 106 128 346 346 467 346 346 467 112 110 193 111 109 192 348 349 433 351 351 436 107 107 127 107 107 127 349 348 432 348 349 433 351 351 469 347 347 468 108 108 191 108 108 191 107 107 130 351 351 469 108 108 191 347 347 468 346 346 467 346 346 467 106 106 128 108 108 191 350 350 434 349 348 432 107 107 127 107 107 127 106 106 126 350 350 434 215 215 336 111 109 129 110 112 132 110 112 132 352 352 438 215 215 336 116 114 134 352 352 438 110 112 132 110 112 132 109 111 131 116 114 134 135 135 78 116 114 357 109 111 371 109 111 371 273 274 273 135 135 78 273 274 470 109 111 302 112 110 193 112 110 193 146 146 466 273 274 470 135 135 78 134 134 77 113 115 372 113 115 372 116 114 357 135 135 78 215 215 336 352 352 438 353 353 439 353 353 439 306 306 398 215 215 336 134 134 383 306 306 398 114 116 136 114 116 136 113 115 135 134 134 383 352 352 438 116 114 134 115 113 133 115 113 133 353 353 439 352 352 438 114 116 136 306 306 398 353 353 439 353 353 439 115 113 133 114 116 136 105 105 125 117 118 138 215 215 336 117 118 138 118 117 137 220 220 355 105 105 125 104 104 124 117 118 138 132 132 225 119 119 152 93 93 109 93 93 109 95 95 112 132 132 225 354 354 440 355 355 441 124 122 155 124 122 155 123 121 154 354 354 440 84 84 100 121 123 156 124 122 155 124 122 155 355 355 441 84 84 100 84 84 100 355 355 441 126 126 159 126 126 159 88 86 102 84 84 100 354 354 440 127 127 160 126 126 159 126 126 159 355 355 441 354 354 440 125 125 158 127 127 160 95 95 112 95 95 112 85 87 103 125 125 158 88 86 102 126 126 159 125 125 158 125 125 158 85 87 103 88 86 102 95 95 112 129 129 218 128 128 201 128 128 201 132 132 225 95 95 112 130 130 219 216 218 347 131 131 220 131 131 220 128 128 201 130 130 219 214 214 330 76 76 94 100 98 117 100 98 117 133 133 226 214 214 330 102 103 123 98 99 119 78 78 93 78 78 93 66 65 86 102 103 123 136 136 79 138 138 82 137 137 81 137 137 81 134 134 77 136 136 79 76 76 74 140 140 111 137 137 81 137 137 81 139 139 83 76 76 74 144 144 139 139 139 83 138 138 82 138 138 82 141 141 114 144 144 139 146 146 141 143 143 118 142 142 115 142 142 115 274 273 272 146 146 141 144 144 139 143 143 118 145 145 140 145 145 140 241 239 195 144 144 139 136 136 79 274 273 272 142 142 115 142 142 115 141 141 114 136 136 79 130 130 219 129 129 218 127 127 160 127 127 160 354 354 440 130 130 219 153 151 311 356 356 442 147 147 230 147 147 230 150 152 312 153 151 311 322 322 417 150 152 312 147 147 230 147 147 230 149 149 283 322 322 417 122 124 157 149 149 283 148 148 280 148 148 280 357 357 443 122 124 157 356 356 442 357 357 443 148 148 280 148 148 280 147 147 230 356 356 442 151 153 313 321 321 416 38 38 38 38 38 38 152 150 296 151 153 313 322 322 417 321 321 416 151 153 313 151 153 313 150 152 312 322 322 417 122 124 157 357 357 443 154 154 314 154 154 314 123 121 154 122 124 157 354 354 440 123 121 154 155 155 315 155 155 315 325 325 420 354 354 440 325 325 420 155 155 315 356 356 442 356 356 442 153 151 311 325 325 420 356 356 442 155 155 315 154 154 314 154 154 314 357 357 443 356 356 442 190 190 187 280 280 275 159 159 145 159 159 145 165 165 151 190 190 187 162 162 148 160 160 146 159 159 145 159 159 145 280 280 275 162 162 148 158 158 144 160 160 146 271 270 269 271 270 269 163 163 149 158 158 144 165 165 151 159 159 145 158 158 144 158 158 144 163 163 149 165 165 151 271 270 269 160 160 146 161 161 147 161 161 147 249 249 244 271 270 269 167 169 164 166 168 163 163 163 149 163 163 149 271 270 269 167 169 164 190 190 187 165 165 151 164 164 150 164 164 150 169 167 162 190 190 187 166 168 163 169 167 162 164 164 150 164 164 150 163 163 149 166 168 163 327 327 307 190 190 187 169 167 162 169 167 162 168 166 161 327 327 307 358 358 242 359 359 295 172 170 334 172 170 334 171 173 337 358 358 242 359 359 319 360 360 320 173 171 172 173 171 172 172 170 16 359 359 319 327 327 321 168 166 322 173 171 172 173 171 172 360 360 320 327 327 321 168 166 322 167 169 323 170 172 173 170 172 173 173 171 172 168 166 322 358 358 242 171 173 337 174 174 365 174 174 365 207 207 205 358 358 242 205 205 203 207 207 205 174 174 365 174 174 365 176 176 369 205 205 203 362 361 374 205 205 203 176 176 369 176 176 369 361 362 377 362 361 374 167 169 323 363 363 324 175 175 177 175 175 177 170 172 173 167 169 323 361 362 331 176 176 178 175 175 177 175 175 177 363 363 324 361 362 331 171 173 175 170 172 173 175 175 177 175 175 177 174 174 176 171 173 175 327 327 307 178 178 166 177 177 165 177 177 165 190 190 187 327 327 307 41 40 41 364 364 373 182 180 168 182 180 168 181 179 167 41 40 41 365 365 380 179 181 169 182 180 168 182 180 168 364 364 373 365 365 380 263 263 261 279 279 274 179 181 169 179 181 169 365 365 380 263 263 261 279 279 274 190 190 187 180 182 170 180 182 170 179 181 169 279 279 274 41 40 41 302 302 301 366 366 381 366 366 381 364 364 373 41 40 41 302 302 301 193 193 190 184 184 174 184 184 174 366 366 381 302 302 301 185 185 182 192 192 189 263 263 261 263 263 261 365 365 380 185 185 182 192 192 189 185 185 182 184 184 174 184 184 174 193 193 190 192 192 189 365 365 380 364 364 373 183 183 171 183 183 171 185 185 182 365 365 380 183 183 171 364 364 373 366 366 381 366 366 381 184 184 174 183 183 171 186 186 183 296 296 291 41 40 41 41 40 41 181 179 167 186 186 183 297 297 292 296 296 291 186 186 183 186 186 183 188 188 185 297 297 292 190 190 187 188 188 185 187 187 184 187 187 184 180 182 170 190 190 187 181 179 167 180 182 170 187 187 184 187 187 184 186 186 183 181 179 167 156 156 142 297 297 292 188 188 185 188 188 185 189 189 186 156 156 142 156 156 142 189 189 186 177 177 165 177 177 165 157 157 143 156 156 142 300 300 297 263 263 261 192 192 189 192 192 189 191 191 188 300 300 297 333 331 421 332 333 423 197 195 317 197 195 317 196 194 316 333 331 421 198 198 199 367 367 378 195 197 238 195 197 238 194 196 393 198 198 199 358 358 242 367 367 378 198 198 199 198 198 199 200 200 202 358 358 242 332 333 394 200 200 202 199 199 200 199 199 200 197 195 395 332 333 394 194 196 393 197 195 395 199 199 200 199 199 200 198 198 199 194 196 393 16 14 332 203 201 179 202 204 206 202 204 206 210 210 209 16 14 332 368 368 333 210 210 209 202 204 206 202 204 206 201 203 181 368 368 333 332 333 394 368 368 475 201 203 484 201 203 484 200 200 202 332 333 394 200 200 202 201 203 484 204 202 485 204 202 485 358 358 242 200 200 202 358 358 242 207 207 205 206 206 204 206 206 204 367 367 378 358 358 242 195 197 238 367 367 378 206 206 204 206 206 204 236 236 234 195 197 238 236 236 234 206 206 204 205 205 203 205 205 203 362 361 374 236 236 234 209 209 382 13 15 15 16 14 14 16 14 14 210 210 385 209 209 382 13 15 19 209 209 520 369 369 521 369 369 521 14 16 20 13 15 19 332 333 394 371 370 486 370 371 487 370 371 487 368 368 475 332 333 394 371 370 522 14 16 20 369 369 521 369 369 521 370 371 523 371 370 522 210 210 209 368 368 333 372 372 335 372 372 335 208 208 207 210 210 209 208 208 207 372 372 335 369 369 366 369 369 366 209 209 208 208 208 207 372 372 400 368 368 403 370 371 399 370 371 399 369 369 386 372 372 400 212 212 327 331 332 422 27 25 25 27 25 25 20 18 328 212 212 327 14 16 20 371 370 522 373 373 524 373 373 524 19 17 21 14 16 20 371 370 387 332 333 406 374 374 407 374 374 407 373 373 404 371 370 387 331 332 422 212 212 327 374 374 444 374 374 444 332 333 423 331 332 422 20 18 54 19 17 21 375 375 525 375 375 525 211 211 526 20 18 54 211 211 526 375 375 525 374 374 527 374 374 527 212 212 528 211 211 526 375 375 525 19 17 21 373 373 524 373 373 524 374 374 527 375 375 525 103 101 121 215 215 336 213 213 329 213 213 329 133 133 226 103 101 121 132 132 225 131 131 220 218 217 346 218 217 346 219 219 354 132 132 225 225 225 358 220 220 355 118 117 137 118 117 137 89 91 107 225 225 358 220 220 355 221 221 356 376 376 445 376 376 445 377 377 446 220 220 355 267 267 471 378 378 482 223 223 351 223 223 351 305 305 437 267 267 471 379 379 483 224 224 352 223 223 351 223 223 351 378 378 482 379 379 483 377 377 446 376 376 445 224 224 447 224 224 447 379 379 448 377 377 446 376 376 445 380 380 449 222 222 450 222 222 450 224 224 447 376 376 445 305 305 437 223 223 351 222 222 304 222 222 304 380 380 507 305 305 437 381 381 488 382 382 489 362 361 374 362 361 374 316 315 490 381 381 488 383 383 367 382 382 368 381 381 370 381 381 370 226 226 213 383 383 367 383 383 367 226 226 213 228 228 215 228 228 215 384 384 375 383 383 367 385 385 376 384 384 375 228 228 215 228 228 215 319 319 288 385 385 376 319 319 288 228 228 215 227 227 214 227 227 214 246 246 298 319 319 288 316 315 236 227 227 214 226 226 213 226 226 213 381 381 370 316 315 236 362 361 374 382 382 489 230 232 221 230 232 221 234 234 223 362 361 374 385 385 376 330 330 379 232 230 388 232 230 388 384 384 375 385 385 376 383 383 367 384 384 375 232 230 388 232 230 388 231 229 389 383 383 367 382 382 489 383 383 491 231 229 210 231 229 210 230 232 221 382 382 489 235 235 224 234 234 223 230 232 221 230 232 221 229 231 212 235 235 224 219 219 492 235 235 224 229 231 212 229 231 212 329 329 240 219 219 492 330 330 241 329 329 240 229 231 212 229 231 212 232 230 211 330 330 241 216 218 493 362 361 374 234 234 223 234 234 223 217 216 494 216 218 493 219 219 492 218 217 495 233 233 222 233 233 222 235 235 224 219 219 492 217 216 494 234 234 223 233 233 222 233 233 222 218 217 495 217 216 494 216 218 493 237 237 235 236 236 234 236 236 234 362 361 374 216 218 493 239 241 197 253 254 252 242 242 198 242 242 198 240 238 194 239 241 197 238 240 196 243 243 216 245 245 227 245 245 227 244 244 217 238 240 196 270 271 270 248 248 243 247 247 229 247 247 229 295 295 290 270 271 270 295 295 290 251 251 246 250 250 245 250 250 245 270 271 270 295 295 290 246 246 228 270 271 270 250 250 245 250 250 245 244 244 217 246 246 228 264 264 262 256 256 254 255 255 253 255 255 253 249 249 244 264 264 262 254 252 247 258 258 256 255 255 253 255 255 253 257 257 255 254 252 247 254 252 247 257 257 255 260 260 258 260 260 258 259 259 257 254 252 247 249 249 244 262 262 260 261 261 259 261 261 259 264 264 262 249 249 244 77 77 75 253 254 252 252 253 249 252 253 249 259 259 257 77 77 75 295 295 290 247 247 229 258 258 256 258 258 256 254 252 247 295 295 290 267 267 266 266 266 265 145 145 140 145 145 140 146 146 141 267 267 266 146 146 466 347 347 468 378 378 482 378 378 482 267 267 471 146 146 466 275 275 359 348 349 433 220 220 355 220 220 355 377 377 446 275 275 359 351 351 436 348 349 433 275 275 359 275 275 359 277 277 361 351 351 436 347 347 468 351 351 469 277 277 508 277 277 508 378 378 482 347 347 468 276 276 509 379 379 483 378 378 482 378 378 482 277 277 508 276 276 509 377 377 446 379 379 448 276 276 360 276 276 360 275 275 359 377 377 446 122 124 157 62 62 80 61 61 73 61 61 73 278 278 362 122 124 157 62 62 80 122 124 157 121 123 156 121 123 156 67 66 87 62 62 80 162 162 148 263 263 261 262 262 260 262 262 260 161 161 147 162 162 148 162 162 148 280 280 275 279 279 274 279 279 274 263 263 261 162 162 148 290 290 496 388 386 497 386 387 498 386 387 498 387 388 499 290 290 496 389 389 500 387 388 499 386 387 498 386 387 498 281 281 501 389 389 500 389 389 390 281 281 231 283 283 233 283 283 233 390 390 391 389 389 390 293 293 286 390 390 391 283 283 233 283 283 233 318 318 250 293 293 286 318 318 250 283 283 233 282 282 232 282 282 232 385 385 376 318 318 250 386 387 498 388 386 497 282 282 502 282 282 502 281 281 501 386 387 498 291 291 364 290 290 363 387 388 451 387 388 451 391 391 452 291 291 364 293 293 285 392 392 472 285 285 277 285 285 277 390 390 473 293 293 285 392 392 472 393 393 474 286 286 278 286 286 278 285 285 277 392 392 472 391 391 452 387 388 451 286 286 453 286 286 453 393 393 454 391 391 452 387 388 499 389 389 500 284 284 503 284 284 503 286 286 504 387 388 499 390 390 473 285 285 277 284 284 276 284 284 276 389 389 476 390 390 473 288 288 510 292 292 511 267 267 471 267 267 471 289 289 512 288 288 510 293 293 285 292 292 284 288 288 281 288 288 281 392 392 472 293 293 285 291 291 364 391 391 452 394 394 455 394 394 455 395 395 456 291 291 364 391 391 452 393 393 454 396 396 457 396 396 457 394 394 455 391 391 452 393 393 474 392 392 472 397 397 477 397 397 477 396 396 478 393 393 474 400 398 458 395 395 456 398 399 459 398 399 459 399 400 460 400 398 458 400 398 479 399 400 480 287 287 279 287 287 279 289 289 282 400 398 479 398 399 459 395 395 456 394 394 455 394 394 455 396 396 457 398 399 459 397 397 477 401 401 481 396 396 478 288 288 281 287 287 279 397 397 477 397 397 477 392 392 472 288 288 281 399 400 460 398 399 459 396 396 457 396 396 457 401 401 461 399 400 460 287 287 279 399 400 480 401 401 481 401 401 481 397 397 477 287 287 279 293 293 285 294 294 289 269 269 268 269 269 268 268 268 267 293 293 285 38 38 38 37 37 37 33 33 33 33 33 33 32 32 32 38 38 38 32 32 32 31 31 31 152 150 296 152 150 296 38 38 38 32 32 32 23 23 39 39 41 49 296 296 291 296 296 291 297 297 292 23 23 39 264 264 262 299 299 294 298 298 293 298 298 293 80 80 263 264 264 262 300 300 297 299 299 294 261 261 259 261 261 259 263 263 261 300 300 297 72 72 71 301 301 300 191 191 188 191 191 188 193 193 190 72 72 71 193 193 190 302 302 301 74 74 64 74 74 64 72 72 71 193 193 190 291 291 364 395 395 456 376 376 445 376 376 445 221 221 356 291 291 364 376 376 445 395 395 456 402 402 462 402 402 462 380 380 449 376 376 445 395 395 456 400 398 458 403 403 463 403 403 463 402 402 462 395 395 456 304 304 435 289 289 512 267 267 471 267 267 471 305 305 437 304 304 435 400 398 513 289 289 512 304 304 435 304 304 435 403 403 514 400 398 513 380 380 507 402 402 515 303 303 353 303 303 353 305 305 437 380 380 507 403 403 514 304 304 435 303 303 353 303 303 353 402 402 515 403 403 514 214 214 330 213 213 329 306 306 398 306 306 398 134 134 383 214 214 330 341 341 429 195 197 325 307 309 405 307 309 405 310 308 402 341 341 429 216 218 347 342 342 430 404 404 464 404 404 464 237 237 465 216 218 347 195 197 325 237 237 465 308 310 411 308 310 411 307 309 405 195 197 325 342 342 430 310 308 402 309 307 401 309 307 401 404 404 464 342 342 430 308 310 411 237 237 465 404 404 464 404 404 464 309 307 401 308 310 411 195 197 325 341 341 429 311 311 412 311 311 412 313 313 414 195 197 325 27 25 25 313 313 414 312 312 413 312 312 413 35 35 35 27 25 25 35 35 35 312 312 413 311 311 412 311 311 412 341 341 429 35 35 35 270 271 270 246 246 228 314 314 306 314 314 306 272 272 271 270 271 270 362 361 374 361 362 377 317 316 505 317 316 505 316 315 490 362 361 374 246 246 298 227 227 214 315 317 248 315 317 248 314 314 392 246 246 298 167 169 323 314 314 392 315 317 248 315 317 248 363 363 324 167 169 323 363 363 324 315 317 248 317 316 237 317 316 237 361 362 331 363 363 324 243 243 396 294 294 251 318 318 250 318 318 250 385 385 376 243 243 396 243 243 396 385 385 376 319 319 288 319 319 288 245 245 287 243 243 396 50 50 51 38 38 38 321 321 416 321 321 416 320 320 415 50 50 51 50 50 51 320 320 415 323 323 418 323 323 418 52 51 52 50 50 51 322 322 417 149 149 283 323 323 418 323 323 418 320 320 415 322 322 417 130 130 219 354 354 440 325 325 420 325 325 420 324 324 419 130 130 219 327 327 321 360 360 320 203 201 179 203 201 179 16 14 332 327 327 321 358 358 242 204 202 485 326 326 506 326 326 506 359 359 295 358 358 242 360 360 320 359 359 319 326 326 299 326 326 299 203 201 179 360 360 320 290 290 496 219 219 492 329 329 240 329 329 240 388 386 497 290 290 496 385 385 376 282 282 232 328 328 397 328 328 397 330 330 379 385 385 376 388 386 497 329 329 240 328 328 239 328 328 239 282 282 502 388 386 497 333 331 421 196 194 316 313 313 414 313 313 414 27 25 25 333 331 421 40 39 517 6 6 6 58 58 310 58 58 310 55 57 309 40 39 517</p>
|
|
</triangles>
|
|
</mesh>
|
|
</geometry>
|
|
<geometry id="geom-chasmchaintwo400" name="chasmchaintwo400">
|
|
<mesh>
|
|
<source id="geom-chasmchaintwo400-positions">
|
|
<float_array id="geom-chasmchaintwo400-positions-array" count="558">-149.1187 -64.8506 1.449047 -147.4957 -65.56743 -2.592683 -160.0215 -58.24702 -8.533275 -160.4773 -59.52349 -6.317268 -161.5193 -56.09343 -8.326242 -146.8432 -65.41338 -4.406986 -146.4991 -63.13028 -8.098186 -159.0841 -60.74091 -2.118137 -158.2322 -60.11934 1.323151 -155.4562 -60.94085 5.246104 -150.0289 -61.1652 8.043811 -145.8565 -63.04013 0.3823137 -154.8655 -61.10343 7.006822 -147.7205 -61.9475 4.864364 -152.386 -60.5749 8.372579 -153.0398 -44.9114 8.32137 -151.9135 -38.6988 6.30926 -153.9671 -50.40148 7.544908 -151.735 -54.97694 8.889943 -153.405 -25.28602 10.30816 -151.9418 -19.37843 9.038087 -153.4049 -30.57421 5.794536 -153.4716 -34.96996 5.707093 -153.9291 -60.30702 8.101172 -141.0743 -14.52947 -0.2259903 -147.3246 -7.85731 2.383264 -145.2371 -8.829052 -0.1129036 -148.8182 -6.331466 2.419438 -151.1251 -9.539574 5.280536 -148.2361 -9.90634 4.309553 -147.3987 -8.692257 3.090707 -150.6633 -11.47971 6.840211 -150.5209 -10.7696 6.244658 -152.0233 -13.0145 7.310884 -155.2116 -15.15754 6.129575 -152.6297 -15.58125 6.936246 -155.5846 -9.76664 2.174321 -160.4772 -38.07157 -8.656049 -162.2435 -44.60087 -8.805685 -151.0169 -47.23412 -9.815855 -152.4614 -49.54597 -9.83504 -148.1348 -46.28576 -9.865717 -146.92 -42.17452 -9.687513 -142.3813 -52.98412 -10.60044 -139.5743 -49.80786 -10.15868 -144.1129 -56.07377 -10.48114 -152.9488 -58.71137 -9.504055 -152.2152 -52.90171 -9.700695 -157.8298 -58.90971 -8.919528 -159.1343 -58.55977 -8.745858 -158.5775 -58.01871 -8.861234 -147.5151 -63.15854 -9.186023 -146.4395 -62.9795 -9.378785 -137.9759 -39.72584 -9.101891 -137.5301 -34.44658 -9.825092 -136.5186 -29.11184 -10.55945 -136.0106 -23.95422 -11.0921 -143.9332 -3.845081 -7.651058 -144.6106 -4.71187 -5.763205 -146.5337 -28.45769 -10.04211 -148.8235 -23.65259 -10.09659 -138.51 -45.13209 -9.324616 -158.4086 -17.84154 -8.506461 -159.4466 -24.58687 -9.252893 -159.9551 -30.63845 -8.671461 -155.8791 -9.354378 -5.130109 -153.7827 -9.935062 5.176158 -144.5688 -6.309546 -3.699352 -144.8934 -7.325738 -2.718413 -146.287 -13.88133 -11.13925 -148.2173 -19.20166 -10.05411 -149.9912 -14.34832 -10.34741 -145.0605 -11.08866 -12.33506 -148.1738 -10.14909 -11.23434 -144.6095 -10.15815 -12.69576 -153.1272 -7.916695 -8.322639 -152.2201 -7.106978 -7.438688 -137.7367 -18.91329 -10.3264 -155.3528 -9.280233 -7.605145 -154.615 -11.58722 -9.308219 -156.772 -14.64197 -9.412971 -160.2067 -34.38573 -8.676188 -148.3131 -36.4389 -9.359989 -148.9715 -37.79421 -9.376317 -152.5537 -51.90126 -9.817172 -163.1389 -51.01546 -8.490879 -147.7767 -20.22278 -10.15402 -147.6897 -21.35645 -10.30036 -147.7239 -60.2732 -9.829311 -146.3415 -63.63607 -0.3764191 -147.1966 -65.41895 -2.12268 -152.2816 -65.93344 -4.213536 -147.2798 -65.60631 -3.121555 -144.9469 -8.05566 -1.532055 -152.2961 -51.21815 -9.928822 -148.4326 -38.85851 -9.426296 -142.6006 -39.28023 -9.690539 -153.3743 -60.44268 -9.435337 -156.3781 -60.24286 -8.949674 -152.8294 -61.34797 -9.449265 -152.5595 -61.66488 -9.422739 -154.0201 -60.7056 -9.333899 -152.2639 -62.02074 -9.295627 -148.5945 -62.47687 -9.878628 -145.0478 -5.141035 -4.919804 -143.7056 -4.024643 -8.535286 -146.599 -35.17545 -9.499211 -145.2703 -34.49979 -9.660233 -147.9574 -29.76468 -9.843733 -141.5263 -15.10951 -11.05581 -145.4264 -12.21211 -11.87659 -150.017 -11.64952 -10.51415 -144.4917 -9.327641 -12.79583 -143.8002 -8.27379 -12.60564 -145.928 -5.727892 -10.24098 -145.7314 -5.243258 -9.778734 -146.7945 -7.070308 -10.95846 -143.7968 -4.231496 -9.408553 -145.8932 -5.045929 -9.471936 -158.1748 -51.01501 -9.49176 -139.1024 -55.3186 -9.417458 -153.9916 -58.63469 8.776292 -138.6777 -43.70379 -4.648324 -163.8144 -54.28467 -7.693426 -149.133 -11.39153 6.092441 -159.9148 -37.54056 -5.391549 -156.4247 -44.54137 4.873973 -142.822 -19.20588 -10.26478 -150.9023 -6.139135 -7.297339 -144.1468 -53.33434 -10.5343 -154.1318 -33.35737 -9.04078 -153.2822 -20.05182 -9.798818 -136.4439 -16.09464 -8.473972 -147.0641 -33.65437 1.258623 -158.771 -20.03084 -7.546227 -143.9962 -58.35461 1.514592 -136.4671 -19.76969 -3.897555 -137.8658 -44.09696 -8.877495 -146.979 -23.62168 2.165662 -162.4607 -46.65392 -5.011326 -159.5456 -16.13118 -3.17544 -149.981 -27.66823 7.745614 -150.8392 -51.59141 7.193191 -156.595 -36.74183 -2.196248 -139.2905 -56.80021 -5.131489 -143.819 -48.15366 -1.260646 -140.3261 -9.369251 -11.22122 -153.6373 -11.29597 7.116185 -158.0886 -14.74267 -8.886505 -153.4942 -65.47972 -2.564636 -158.6844 -47.33842 0.8670998 -135.972 -27.35546 -5.00381 -156.3339 -19.82309 2.721095 -134.4253 -26.91774 -9.713861 -136.2119 -33.13652 -9.443882 -142.8888 -20.15111 1.876193 -156.697 -59.38848 5.423026 -150.8893 -33.27066 5.582393 -150.857 -62.52079 -9.193582 -138.0448 -28.80709 -10.77201 -160.4886 -59.63168 -1.769166 -153.5078 -30.01038 4.92422 -140.4438 -53.94425 -2.392012 -153.6844 -40.2497 6.381532 -152.2204 -63.03868 4.3894 -149.6628 -55.63779 7.877027 -143.4862 -12.54324 0.8597631 -154.9143 -21.99047 8.386994 -157.1378 -62.30718 -6.025175 -141.0237 -59.34468 -4.580603 -148.9758 -43.96912 4.194446 -142.0392 -59.70986 -7.851622 -137.6892 -37.91866 -6.445153 -154.7228 -27.47096 1.324744 -141.0608 -36.53947 -1.885061 -162.8894 -55.02909 -4.109068 -148.4335 -60.7548 6.976632 -150.8899 -7.273494 -8.584735 -150.9801 -6.30126 -3.912283 -149.8506 -15.00396 6.393046 -158.3971 -12.73569 -0.5147333 -148.2543 -65.63657 -1.6037 -137.9348 -15.85144 -5.250902 -156.5842 -13.62434 4.238021 -150.9434 -6.164433 1.3138 -159.9612 -32.38971 -5.525367</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo400-positions-array" count="186" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-chasmchaintwo400-normals">
|
|
<float_array id="geom-chasmchaintwo400-normals-array" count="558">-0.7065772 -0.6610219 -0.2525843 -0.4476765 -0.3067471 -0.8399357 -0.5138948 -0.4081758 -0.7545228 -0.5248681 -0.7775775 -0.3462465 -0.1681705 -0.7871243 -0.5934258 0.3687373 -0.8930727 -0.2577869 0.4301605 -0.8750054 -0.2220979 -0.7889639 -0.5623322 0.2476255 -0.6167751 -0.7762583 0.1304287 -0.6264344 -0.7097978 0.3221288 -0.7833266 -0.2557575 0.5665576 -0.6504078 -0.6710597 0.3558772 0.7883663 -0.171617 0.5907843 0.2623454 -0.9220333 0.2846568 0.6346815 -0.5934291 0.4949962 -0.1738875 -0.8856249 0.4306178 0.5921906 -0.6742133 0.4413013 0.275932 -0.5427325 0.7932863 -0.6967719 -0.5349582 0.4778374 -0.05478092 -0.5049173 0.8614276 -0.1485678 0.130501 0.9802536 0.5191967 0.1962211 0.8318246 0.3319879 0.1320964 0.9339886 -0.3254971 0.08733721 0.9415008 0.1450244 0.1562518 0.9770125 -0.4269126 -0.1071149 0.8979266 -0.2918188 -0.2371057 0.926619 0.1262888 0.2705196 0.9543952 -0.8348003 0.1777941 0.5210545 0.6395712 -0.2853702 0.7138015 -0.8483679 -0.107784 0.5183189 -0.4806141 0.07046837 0.8740963 -0.3785988 -0.475495 0.7940828 0.6641179 0.554078 0.5019412 0.7408135 0.5122873 0.4344619 0.2263162 0.8834218 0.4103009 0.5764509 0.4133183 0.7048917 0.08004314 0.6875846 0.7216789 0.5094628 0.4668193 0.7228605 0.5272109 0.2720498 0.8050078 0.2392913 0.6306515 0.7382536 0.3001057 0.28486 0.9103798 -0.6768602 -0.02767181 0.7355913 -0.08769303 0.2271564 0.969902 0.06896188 -0.03072013 0.9971462 -0.9321428 0.1777209 0.3154761 -0.7485074 0.1396981 -0.6482447 -0.7535963 0.1725412 -0.6342886 -0.07416029 -0.01315477 -0.9971595 -0.04947178 0.04999347 -0.9975235 -0.06597475 0.04603989 -0.9967586 -0.04048707 0.06087623 -0.9973238 -0.0322551 0.05573066 -0.9979246 0.7522082 -0.3080178 -0.5825013 0.06673998 -0.1728006 -0.9826931 0.08271868 0.0155628 -0.9964514 0.3836427 0.002574186 -0.9234781 -0.1303052 -0.02524974 -0.9911523 -0.08544108 -0.0815047 -0.9930039 -0.06357308 -0.03018062 -0.9975207 -0.8964532 -0.1987754 -0.3960555 -0.1528769 -0.104413 -0.9827139 -0.2778598 -0.2695114 -0.9220399 -0.167918 -0.05800792 -0.9840928 -0.07040988 -0.9587302 -0.2754611 0.3903396 -0.6168641 -0.6834571 0.2697306 -0.1619765 -0.9492149 0.3249246 -0.1609326 -0.9319467 0.8301407 -0.2727621 -0.4862792 0.7503101 -0.1378434 -0.6465553 0.3252005 0.9336876 0.1499074 -0.3194411 0.9426414 0.09687352 0.3684241 0.7727205 0.5168816 -0.0874669 -0.06049738 -0.9943287 -0.09865551 -0.05007133 -0.9938611 0.01237591 -0.08463963 -0.9963348 0.02023879 -0.01307975 -0.9997096 0.4009793 0.05521089 -0.9144219 -0.8706946 0.1142323 0.4783743 -0.7374573 0.05287589 -0.6733208 -0.7559866 0.03319791 -0.6537448 -0.4517718 0.7437323 0.4927113 -0.6854483 0.6725054 0.2791001 -0.3662291 0.4026956 0.8388758 0.8032719 0.4700375 0.3658127 0.4867925 0.6608478 0.5712382 0.4904352 0.6829943 0.5412875 -0.1680811 -0.2649329 -0.9495047 -0.06278942 -0.03193334 -0.9975158 -0.1941881 -0.07201304 -0.9783176 -0.2105078 -0.2683532 -0.9400388 -0.3748996 0.1641932 -0.9124094 -0.04397533 -0.1596553 -0.9861928 -0.3590851 0.6233373 -0.6946284 -0.4672728 0.6783189 -0.5670446 -0.493751 0.8149008 -0.3035567 -0.6642029 0.6216353 -0.4152156 -0.3476552 0.2786041 -0.895274 -0.7494647 0.2192852 -0.6246732 -0.7265913 0.6846315 -0.05783291 -0.2617008 0.04175885 -0.9642452 -0.7255969 0.05588541 -0.6858469 -0.9732786 -0.02812254 0.2278987 0.5377509 -0.001305009 0.8431027 -0.7359926 0.05076977 -0.6750832 -0.05306856 0.005916683 -0.9985733 -0.04210869 0.0276792 -0.9987295 -0.1335143 0.008152047 -0.9910133 -0.0898614 -0.1363602 -0.9865753 -0.7457166 0.0608087 -0.6634825 -0.05109403 0.1020777 -0.9934634 -0.0278673 -0.06578343 -0.9974447 -0.06335311 0.03851287 -0.9972477 0.8913209 0.3717165 -0.2595648 0.426395 0.1039849 -0.8985401 0.2960844 0.2022241 -0.9335092 0.6773455 -0.2929182 0.6748347 0.6312734 0.1657549 0.7576405 0.7921756 -0.5973518 0.1250142 0.5654073 -0.7754 0.2811927 0.5033895 -0.8459859 0.1758035 -0.3921569 -0.908523 0.1442188 0.06316261 -0.8528626 0.518301 0.2677729 -0.9449912 0.1878542 0.4215222 -0.8973834 0.1304686 -0.1937144 -0.9511535 -0.2403785 -0.4601806 0.1999118 0.8650255 0.5650547 -0.1821864 0.8046872 0.695586 0.3006635 0.652504 0.6649714 0.6272174 0.4054768 -0.05449607 0.01750638 -0.9983605 -0.07909791 -0.03241827 -0.9963396 -0.01731738 0.05749821 -0.9981954 0.1022808 -0.1113594 -0.9885027 -0.09964098 -0.04511478 -0.9940001 -0.3143701 -0.484697 -0.8162354 -0.2391497 -0.3882867 -0.8899667 -0.13432 -0.1476562 -0.9798754 -0.1629014 -0.1197277 -0.979351 0.5998992 -0.6498615 -0.4666916 -0.2763429 -0.6701854 -0.6888295 -0.02642635 -0.4091024 -0.9121057 0.9388155 -0.08486336 -0.3338019 0.2747395 0.7793315 0.5631701 0.4056703 0.9017341 -0.1493559 -0.4432176 0.8504859 -0.2832525 -0.07757581 -0.04985237 -0.9957392 -0.1348729 -0.08241364 -0.9874296 -0.08495117 -0.06707456 -0.9941248 -0.9965874 0.01045825 0.08187888 -0.9144522 0.3660454 0.1725919 -0.2642103 0.9226106 0.2810383 0.2167256 -0.1270564 -0.9679291 -0.1760222 -0.2866611 -0.9417227 -0.2720726 -0.1012639 -0.9569337 -0.08145967 0.0907798 -0.9925337 0.7249863 0.3742485 -0.5782154 0.1662901 0.4565011 -0.8740449 -0.1170628 0.6920263 -0.7123173 0.128719 0.8240501 -0.5517 -0.4278102 0.3259001 -0.8430704 0.2403629 0.7755594 -0.5837237 -0.2570873 0.7767689 -0.5749229 0.9374857 -0.02311347 -0.3472555 -0.8574176 0.1110791 0.5024903 0.6818509 0.07131518 0.7280065 0.60763 -0.008456576 0.7941752 -0.9478607 -0.09835584 0.3031272 0.5426033 -0.05510586 0.8381796 -0.9238017 -0.1214245 0.3631068 -0.802913 0.1417429 0.5789989 0.9333972 -0.163232 0.3195701 0.8261028 -0.11197 0.5522833 0.6364048 -0.01905026 0.77112 -0.8610252 0.1436901 0.487841 0.9201085 -0.3465374 0.1825161 0.7705486 0.002404236 0.6373768 0.3570546 0.01441362 0.9339722 0.8663207 -0.04026687 0.4978625 0.696362 0.412147 0.5875499 0.861541 0.1525883 0.4842148 -0.8870486 0.1576401 0.433929 -0.9258989 -0.1595941 0.3424048 -0.9966059 0.001303047 0.08231004 -0.8508478 0.190387 0.4897048 0.6491809 0.04200283 0.7594734</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo400-normals-array" count="186" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-chasmchaintwo400-map1">
|
|
<float_array id="geom-chasmchaintwo400-map1-array" count="930">1.285548 0.4244715 0 1.112561 0.3807661 0 1.240627 0.5432601 0 1.32551 0.368374 0 6.317255 0.1223072 0 6.185879 0.04375784 0 6.278925 0.0548084 0 -2.185248 0.3934449 0 0.8095227 0.2392283 0 0.7163913 0.1343352 0 0.8053193 0.150263 0 6.314522 0.3007911 0 6.377571 0.2895062 0 2.221837 0.2419344 0 2.259069 0.3368508 0 2.35308 0.2996213 0 2.444172 0.3870999 0 6.35041 0.4321602 0 6.381711 0.6058667 0 6.282881 0.7536355 0 2.28219 0.5550145 0 2.367429 0.8642952 0 2.194707 0.7895923 0 2.181124 0.8749979 0 1.311305 0.1389944 0 1.333745 0.2862192 0 6.379879 0.6764011 0 6.332242 0.8317537 0 2.103561 0.5454699 0 2.011568 0.6415628 0 2.149789 0.7182844 0 1.269196 0.6985139 0 2.755001 0.9018796 0 6.136524 0.8162922 0 5.971294 0.7069267 0 5.018584 0.6791736 0 4.791365 0.750573 0 4.887703 0.6397083 0 6.350701 0.7485961 0 4.538614 0.7732297 0 4.482761 0.7108137 0 2.960474 0.8449374 0 4.621553 0.6658084 0 3.1435 0.8029529 0 3.335501 0.7687124 0 2.520727 0.8544868 0 2.575218 0.9562793 0 2.391915 0.9343213 0 3.419122 0.8946897 0 3.626437 0.846854 0 3.2371 0.8899701 0 3.088157 0.8911814 0 2.202716 0.9611685 0 3.127485 0.6104811 0 3.586946 0.5052272 0 4.638844 0.7495475 0 3.340538 0.1950981 0 4.570137 0.5916817 0 3.473784 0.6357639 0 3.76734 0.4181564 0 4.03812 0.5685341 0 3.98188 0.482688 0 1.601388 0.6444818 0 4.013172 0.598994 0 1.488707 0.5901585 0 4.00734 0.7759135 0 3.969632 0.6746554 0 3.94868 0.7861789 0 3.916314 0.8100346 0 3.90942 0.7540475 0 4.550747 0.4357644 0 4.426745 0.5517256 0 5.836221 0.1831427 0 2.781857 0.7264948 0 5.760128 0.05990838 0 5.510482 0.07572694 0 6.109016 0.09925202 0 -2.092717 0.4392799 0 -2.030003 0.5331853 0 -1.885107 0.5281924 0 -2.292211 0.4119053 0 -2.490756 0.4153879 0 6.140758 0.2088514 0 1.654196 0.6018716 0 1.61929 0.6899839 0 4.672793 0.3401452 0 4.808281 0.1778946 0 0.5118154 0.1729897 0 -2.518842 0.2497918 0 -2.512605 0.2038198 0 -2.492462 0.2208818 0 -0.2853636 0.3541568 0 -0.4261842 0.4566473 0 -1.654683 0.2522452 0 4.709112 0.1594984 0 2.975773 0.1819787 0 3.136095 0.06229313 0 -0.3121774 0.06876674 0 3.352489 0.04508618 0 4.954023 0.08380999 0 5.191006 0.07913142 0 -0.9659472 0.4411465 0 -1.154214 0.3904646 0 -0.9959184 0.3140766 0 0.223622 0.01419438 0 -1.734559 0.4615406 0 -1.78266 0.4415246 0 0.3799176 0.03293511 0 -0.5363288 0.435053 0 -0.5054949 0.4294113 0 5.448349 0.3594889 0 5.099515 0.5008981 0 -1.033034 0.08329158 0 4.803904 0.5451951 0 5.200789 0.6384911 0 5.863967 0.4278839 0 5.401288 0.6683986 0 4.398726 0.3110112 0 4.606047 0.1846662 0 5.49038 0.1974395 0 5.284429 0.1860309 0 4.427692 0.676085 0 4.240575 -0.1003915 0 4.287736 0.004786039 0 4.201781 -0.092476 0 4.27843 0.1747247 0 4.341082 0.2042385 0 4.305545 0.2254934 0 4.402549 0.2337453 0 4.460496 0.1512921 0 -0.9205565 0.1428421 0 -1.382395 0.03406562 0 4.58329 0.1504785 0 6.316017 0.5863451 0 0.4733769 0.4585927 0 5.763772 0.5858404 0 -1.588701 0.04303056 0 -2.2628 0.3971109 0 1.767082 0.7226741 0 1.663328 0.738737 0 1.478112 0.1965617 0 5.223017 0.6734875 0 5.354383 0.0737752 0 5.995258 0.06901088 0 1.166618 0.8205236 0 1.010757 0.7362891 0 1.118829 0.6426789 0 2.782468 0.2636542 0 2.277837 0.09297121 0 2.39961 0.07403143 0 -2.241272 0.4033071 0 -2.256022 0.2032635 0 -2.282995 0.03301471 0 -2.065569 0.03439673 0 -1.840966 0.06040565 0 2.547176 0.09243418 0 2.00146 0.1996158 0 2.039207 0.1936725 0 2.031923 0.2412633 0 3.782801 0.7806878 0 -1.809642 0.4582347 0 -2.444564 0.111453 0 -2.55159 0.4083332 0 0.417608 0.4714737 0 -2.563385 0.3870359 0 3.843967 0.4961096 0 0.3340268 0.4321682 0 3.079514 0.03328595 0 1.081774 0.847266 0 1.009709 0.8108419 0 1.341915 0.4963787 0 1.348707 0.5323651 0 0.9582658 0.2546912 0 5.534961 0.7386596 0 3.265293 -0.001794392 0 2.904978 0.08972064 0 5.597926 0.6858537 0 5.761264 0.7243498 0 1.492838 0.276738 0 3.450089 -0.01533071 0 3.721474 0.2176519 0 3.711921 0.1054854 0 4.427241 0.8029149 0 3.586371 0.2334092 0 4.029113 0.3902152 0 4.014622 0.4097538 0 3.643956 0.001880615 0 0.2944134 0.3380596 0 -2.558077 0.3041708 0 -1.50681 0.4475248 0 -1.655818 0.5581859 0 0.1584375 0.3122377 0 -1.684632 0.5155411 0 4.38241 0.762646 0 4.465744 0.809882 0 0.05061273 0.1786606 0 -1.202905 0.2241579 0 0.05761487 0.3773886 0 -1.21983 0.4196696 0 6.308124 0.03898204 0 3.857637 0.8594488 0 3.763684 0.8816904 0 6.307581 0.01288738 0 6.363046 0.09980322 0 6.452621 0.06652505 0 -1.303881 0.3917356 0 -1.455988 0.4905423 0 -0.9033511 0.4679193 0 -0.9042988 0.3037874 0 -1.715873 0.05168585 0 0.4927322 0.1137268 0 0.7554315 0.2667164 0 0.6004834 0.1605051 0 -1.149728 0.03641393 0 -1.182013 0.4101005 0 6.487904 0.07262641 0 6.441647 0.07339266 0 6.456689 0.05468163 0 6.486101 0.05306875 0 6.55693 0.1500977 0 6.482245 0.1556934 0 1.160956 0.3293033 0 1.321595 0.4164842 0 2.397521 0.1884993 0 2.639794 0.4851988 0 2.085807 0.09631237 0 2.068998 0.5248314 0 1.991679 0.4730605 0 1.978128 0.453102 0 1.979126 0.4363925 0 1.985409 0.3901441 0 2.758828 0.1105232 0 0.8814505 0.534121 0 1.716856 0.2526011 0 4.009468 0.440259 0 3.026731 0.3790381 0 2.007922 0.1213471 0 4.093374 0.3568999 0 4.060059 0.3795096 0 4.136361 0.2819272 0 4.123476 0.3219792 0 3.827264 -0.04490915 0 4.041146 -0.03832332 0 4.067698 -0.007190576 0 4.081947 0.04261995 0 4.195221 0.1777273 0 3.971114 0.1020074 0 4.19274 0.1391546 0 4.203246 0.07600898 0 4.139069 0.2603362 0 4.189947 0.2271728 0 2.715768 0.08458403 0 1.904997 0.5931452 0 1.71062 0.5590461 0 1.483237 0.5088724 0 1.857095 0.702428 0 1.905372 0.3545723 0 4.370796 0.0232853 0 4.174787 -0.07563592 0 0.7831775 0.4571201 0 4.282492 -0.1135826 0 4.132777 -0.06295411 0 4.099679 0.1026978 0 4.119352 0.08335841 0 4.174266 0.05451602 0 1.70653 0.3837177 0 1.505984 0.3177366 0 0.7244984 0.4499046 0 0.5276676 0.4489039 0 0.8201479 0.4250542 0 0.8106279 0.435156 0 -0.07034233 0.3307913 0 -0.09175018 0.2898121 0 -0.02251469 0.3841079 0 -0.2397218 0.396441 0 -0.4841487 0.02584714 0 0.04729879 0.01774198 0 -0.1267346 0.02521527 0 -0.3097906 0.01605301 0 -0.6392092 0.1152099 0 -0.5957143 0.2783238 0 -0.7353615 0.2690518 0 -0.8110709 0.4193341 0 -0.7419255 0.4404697 0 -0.5473319 0.4479615 0 -0.8557935 0.4112584 0 -0.8933918 0.3987819 0 0.02636475 0.4005049 0 0.4976944 0.464297 0 1.48413 0.1524933 0 1.492442 0.4373922 0 1.486269 0.377814 0 1.808414 0.2391275 0 1.89488 0.2695395 0 1.76306 0.265974 0 1.616724 0.09215306 0 1.57995 0.1296334 0 1.500711 0.118759 0 0.8661537 0.4002836 0 0.9867215 0.6741256 0 1.331986 0.3355576 0 0.8375856 0.1414883 0 0.9483671 0.1423802 0 1.087631 0.1228399 0 1.073981 0.1161801 0 1.103291 0.1297309 0 1.155991 0.1283025 0 1.270509 0.106135 0 1.224556 0.0847458 0 1.302611 0.08632418 0</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-chasmchaintwo400-map1-array" count="310" stride="3">
|
|
<param name="S" type="float"/>
|
|
<param name="T" type="float"/>
|
|
<param name="P" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<vertices id="geom-chasmchaintwo400-vertices">
|
|
<input semantic="POSITION" source="#geom-chasmchaintwo400-positions"/>
|
|
</vertices>
|
|
<triangles material="greyrock" count="368">
|
|
<input semantic="VERTEX" source="#geom-chasmchaintwo400-vertices" offset="0"/>
|
|
<input semantic="NORMAL" source="#geom-chasmchaintwo400-normals" offset="1"/>
|
|
<input semantic="TEXCOORD" source="#geom-chasmchaintwo400-map1" offset="2" set="1"/>
|
|
<p>3 0 8 4 1 9 2 2 10 2 2 10 168 3 172 3 0 8 158 4 306 6 5 24 5 6 25 160 7 11 7 8 12 8 9 17 156 10 133 8 9 17 9 11 18 135 12 20 0 13 29 11 14 28 164 15 146 13 16 31 10 17 144 10 17 144 12 18 145 164 15 146 0 13 29 135 12 20 13 16 30 12 18 145 10 17 144 14 19 168 15 20 32 142 21 45 16 22 41 142 21 45 17 23 46 18 24 47 18 24 33 17 23 34 121 25 19 121 25 19 14 19 27 18 24 33 19 26 35 20 27 36 167 28 37 141 29 44 20 27 49 19 26 48 141 29 44 21 30 50 22 31 51 10 17 23 18 24 47 14 19 52 14 19 168 23 32 169 12 18 145 25 33 62 26 34 64 27 35 83 30 36 84 27 35 83 28 37 138 28 37 138 29 38 139 30 36 84 124 39 69 32 40 67 31 41 68 34 42 42 35 43 55 33 44 39 23 32 38 14 19 27 121 25 19 23 32 38 121 25 19 12 18 26 139 45 72 37 46 75 38 47 74 130 48 93 39 49 77 40 50 7 41 51 78 130 48 93 42 52 79 120 53 223 45 54 148 43 55 149 43 55 149 44 56 155 120 53 223 119 57 151 47 58 80 46 59 81 123 60 76 4 1 5 3 0 4 48 61 88 49 62 89 50 63 90 51 64 156 52 65 157 6 5 158 54 66 167 55 67 174 154 68 96 154 68 96 53 69 175 54 66 167 57 70 140 178 71 265 58 72 178 59 73 91 60 74 92 159 75 97 96 76 195 61 77 104 44 56 107 185 78 120 63 79 99 64 80 100 66 81 121 36 82 71 147 83 40 182 84 180 67 85 184 68 86 185 69 87 101 70 88 102 71 89 103 72 90 122 73 91 123 74 92 124 177 93 125 75 94 126 76 95 127 78 96 128 79 97 129 148 98 118 148 98 118 65 99 117 78 96 128 148 98 118 80 100 132 62 101 94 21 30 141 19 26 35 161 102 114 161 102 114 22 31 116 21 30 141 179 103 159 33 44 200 35 43 201 35 43 201 20 27 49 179 103 159 185 78 120 81 104 142 37 46 75 82 105 105 83 106 106 130 48 93 71 89 103 80 100 112 79 97 130 63 79 131 131 107 196 64 80 136 119 57 151 84 108 137 47 58 80 123 60 76 85 109 143 4 1 5 86 110 108 127 111 280 87 112 109 132 113 181 56 114 179 77 115 186 13 16 30 176 116 22 10 17 23 18 24 47 10 17 23 165 117 21 9 11 18 12 18 26 121 25 19 169 118 14 11 14 28 89 119 226 89 119 226 90 120 227 169 118 14 0 13 2 149 121 1 89 119 170 89 119 170 11 14 171 0 13 2 181 122 0 90 120 222 89 119 170 8 9 232 7 8 298 149 121 1 7 8 298 3 0 8 149 121 1 9 11 299 8 9 232 149 121 1 169 118 14 90 120 227 1 123 228 1 123 228 92 124 229 169 118 14 92 124 300 1 123 3 91 125 221 1 123 3 90 120 222 91 125 221 91 125 221 5 6 25 92 124 300 169 118 14 92 124 229 5 6 230 169 118 14 5 6 230 6 5 158 160 7 11 3 0 4 7 8 12 164 15 146 0 13 2 13 16 31 142 21 45 15 20 32 17 23 46 163 126 176 16 22 173 22 31 116 17 23 34 15 20 177 163 126 176 16 22 173 163 126 176 15 20 177 22 31 51 16 22 41 157 127 43 141 29 44 19 26 48 21 30 50 166 128 165 25 33 60 30 36 63 30 36 84 25 33 62 27 35 83 182 84 180 93 129 234 26 34 61 27 35 83 26 34 64 93 129 254 26 34 61 25 33 60 166 128 165 166 128 165 30 36 63 29 38 66 32 40 67 124 39 69 29 38 66 29 38 66 28 37 65 32 40 67 147 83 40 32 40 182 28 37 193 28 37 193 66 81 121 147 83 40 66 81 255 28 37 138 27 35 83 27 35 83 36 82 252 66 81 255 147 83 40 33 44 39 31 41 194 31 41 194 32 40 182 147 83 40 124 39 69 31 41 68 33 44 200 20 27 36 35 43 55 34 42 42 139 45 72 38 47 74 85 109 143 129 130 87 94 131 134 40 50 163 40 50 163 39 49 166 129 130 87 119 57 151 40 50 7 94 131 150 85 109 152 38 47 153 119 57 151 38 47 153 37 46 154 130 48 93 129 130 87 39 49 166 41 51 187 41 51 187 42 52 191 96 76 195 42 52 191 95 132 197 96 76 195 95 132 160 42 52 79 130 48 93 130 48 93 41 51 78 39 49 77 120 53 223 88 133 225 45 54 148 44 56 107 43 55 210 129 130 87 129 130 87 45 54 212 88 133 211 43 55 210 45 54 212 129 130 87 119 57 151 50 63 90 4 1 161 97 134 162 50 63 90 119 57 151 119 57 151 46 59 81 97 134 162 88 133 211 97 134 259 46 59 267 46 59 267 129 130 87 88 133 211 129 130 87 46 59 267 47 58 268 49 62 199 2 2 6 4 1 5 4 1 5 50 63 202 49 62 199 2 2 10 49 62 301 98 135 302 98 135 302 168 3 172 2 2 10 88 133 211 100 136 269 99 137 270 99 137 270 97 134 259 88 133 211 100 136 303 168 3 172 98 135 302 98 135 302 99 137 304 100 136 303 50 63 90 97 134 162 101 138 164 101 138 164 48 61 88 50 63 90 48 61 88 101 138 164 98 135 188 98 135 188 49 62 89 48 61 88 101 138 216 97 134 217 99 137 215 99 137 215 98 135 203 101 138 216 171 139 13 6 5 158 52 65 157 168 3 172 100 136 303 102 140 305 100 136 204 88 133 219 103 141 220 103 141 220 102 140 218 100 136 204 171 139 13 52 65 157 103 141 236 103 141 236 88 133 225 171 139 13 158 4 306 51 64 307 6 5 24 51 64 307 158 4 306 103 141 308 103 141 308 52 65 309 51 64 307 102 140 305 103 141 308 158 4 306 55 67 174 56 114 179 153 142 98 104 143 266 58 72 178 178 71 265 58 72 237 104 143 238 182 84 180 132 113 181 105 144 239 57 70 240 57 70 240 58 72 237 132 113 181 57 70 140 105 144 289 128 145 233 106 146 271 107 147 272 96 76 195 96 76 195 82 105 273 106 146 271 108 148 189 107 147 190 106 146 192 106 146 192 130 48 93 108 148 189 130 48 93 106 146 192 82 105 105 131 107 196 87 112 198 60 74 205 108 148 189 131 107 196 60 74 205 60 74 205 59 73 206 108 148 189 107 147 272 108 148 274 59 73 91 59 73 91 96 76 195 107 147 272 159 75 97 60 74 92 87 112 109 96 76 195 54 66 277 53 69 276 56 114 275 55 67 278 159 75 97 159 75 97 55 67 278 54 66 277 53 69 276 61 77 104 96 76 195 134 149 86 62 101 94 63 79 99 180 150 70 36 82 71 65 99 117 178 71 265 65 99 256 36 82 252 182 84 180 68 86 185 93 129 234 184 151 253 93 129 254 68 86 290 67 85 291 104 143 266 178 71 265 178 71 265 68 86 290 67 85 291 182 84 180 104 143 238 67 85 184 127 111 280 109 152 281 77 115 279 110 153 282 109 152 281 127 111 280 127 111 280 69 87 283 110 153 282 110 153 207 69 87 101 71 89 103 71 89 103 111 154 208 110 153 207 79 97 130 111 154 208 71 89 103 70 88 284 69 87 283 127 111 280 132 113 181 77 115 186 109 152 241 73 91 123 111 154 257 79 97 129 73 91 123 112 155 258 74 92 124 146 156 246 109 152 241 74 92 242 74 92 242 112 155 243 146 156 246 109 152 281 110 153 282 72 90 285 72 90 285 74 92 286 109 152 281 111 154 257 73 91 123 72 90 122 72 90 122 110 153 260 111 154 257 75 94 292 78 96 293 65 99 256 65 99 256 76 95 294 75 94 292 79 97 129 78 96 128 75 94 126 75 94 126 73 91 123 79 97 129 146 156 246 112 155 243 113 157 244 177 93 125 113 157 261 112 155 258 146 156 246 114 158 247 115 159 245 115 159 262 114 158 263 177 93 125 177 93 125 76 95 127 115 159 262 177 93 125 116 160 264 113 157 261 114 158 247 146 156 246 113 157 244 113 157 244 116 160 248 114 158 247 177 93 125 114 158 263 116 160 264 79 97 129 80 100 132 148 98 118 117 161 249 105 144 239 132 113 181 146 156 246 115 159 245 118 162 250 118 162 250 117 161 249 146 156 246 128 145 233 76 95 294 65 99 256 115 159 295 76 95 294 128 145 233 128 145 233 118 162 296 115 159 295 105 144 289 117 161 297 128 145 233 128 145 233 117 161 297 118 162 296 137 163 231 61 77 251 53 69 175 44 56 155 61 77 251 137 163 231 185 78 120 64 80 100 81 104 142 96 76 195 95 132 197 83 106 287 83 106 287 82 105 273 96 76 195 130 48 93 81 104 209 64 80 136 37 46 154 81 104 209 130 48 93 83 106 106 95 132 160 130 48 93 62 101 213 80 100 112 71 89 103 131 107 196 63 79 131 62 101 213 119 57 151 4 1 161 85 109 152 129 130 87 47 58 268 84 108 288 84 108 288 94 131 134 129 130 87 119 57 151 94 131 150 84 108 137 77 115 279 56 114 275 127 111 280 131 107 196 70 88 102 86 110 214 86 110 214 87 112 198 131 107 196 86 110 108 70 88 284 127 111 280 164 15 146 12 18 145 9 11 299 130 48 93 64 80 136 131 107 196 108 148 189 130 48 93 131 107 196 11 14 28 169 118 14 135 12 20 120 53 223 44 56 155 137 163 231 22 31 116 161 102 114 150 164 115 160 7 11 8 9 17 156 10 133 153 142 98 154 68 96 55 67 174 16 22 41 170 165 73 133 166 53 173 167 111 161 102 114 19 26 35 63 79 99 185 78 120 134 149 86 179 103 159 20 27 49 138 168 58 29 38 66 124 39 69 166 128 165 123 60 76 139 45 72 85 109 143 123 60 76 175 169 82 139 45 72 150 164 115 139 45 72 121 25 19 121 25 19 17 23 34 126 170 135 159 75 97 96 76 195 59 73 91 54 66 277 96 76 195 159 75 97 68 86 290 178 71 265 184 151 253 36 82 252 184 151 253 178 71 265 41 51 187 96 76 195 129 130 87 129 130 87 96 76 195 44 56 107 130 48 93 119 57 151 38 47 153 40 50 7 119 57 151 130 48 93 71 89 103 131 107 196 62 101 213 70 88 102 131 107 196 71 89 103 172 171 95 153 142 98 151 172 56 182 84 180 132 113 181 58 72 237 141 29 44 138 168 58 20 27 49 133 166 53 170 165 73 174 173 235 180 150 70 183 174 57 36 82 71 19 26 35 167 28 37 173 167 111 144 175 15 162 176 16 135 12 20 170 165 73 16 22 41 142 21 45 166 128 165 182 84 180 26 34 61 151 172 56 155 177 54 133 166 53 137 163 231 53 69 175 122 178 147 144 175 15 137 163 231 122 178 147 166 128 165 179 103 159 138 168 58 24 179 59 155 177 54 136 180 183 150 164 115 125 181 119 139 45 72 37 46 75 139 45 72 125 181 119 134 149 86 152 182 113 140 183 85 134 149 86 140 183 85 62 101 94 141 29 44 157 127 43 138 168 58 157 127 43 141 29 44 22 31 51 176 116 22 165 117 21 10 17 23 142 21 45 135 12 20 170 165 73 143 184 110 134 149 86 185 78 120 143 184 110 125 181 119 150 164 115 6 5 158 171 139 13 169 118 14 120 53 223 137 163 231 144 175 15 170 165 73 122 178 147 174 173 235 162 176 16 145 185 224 135 12 20 132 113 181 146 156 246 117 161 249 109 152 241 146 156 246 132 113 181 34 42 42 33 44 39 147 83 40 183 174 57 147 83 40 36 82 71 180 150 70 65 99 117 148 98 118 140 183 85 148 98 118 62 101 94 91 125 221 90 120 222 181 122 0 168 3 172 149 121 1 3 0 8 121 25 19 126 170 135 150 164 115 126 170 135 22 31 116 150 164 115 136 180 183 151 172 56 153 142 98 151 172 56 136 180 183 155 177 54 140 183 85 152 182 113 183 174 57 34 42 42 152 182 113 20 27 36 132 113 181 153 142 98 56 114 179 153 142 98 132 113 181 136 180 183 172 171 95 154 68 96 153 142 98 172 171 95 53 69 175 154 68 96 155 177 54 166 128 165 138 168 58 133 166 53 155 177 54 138 168 58 121 25 19 139 45 72 175 169 82 9 11 18 121 25 19 156 10 133 133 166 53 157 127 43 16 22 41 138 168 58 157 127 43 133 166 53 102 140 305 158 4 306 168 3 172 5 6 25 91 125 221 158 4 306 159 75 97 127 111 280 56 114 275 87 112 109 127 111 280 159 75 97 160 7 11 175 169 82 123 60 76 3 0 4 160 7 11 123 60 76 143 184 110 161 102 114 173 167 111 143 184 110 150 164 115 161 102 114 144 175 15 122 178 147 162 176 16 162 176 16 122 178 147 145 185 224 17 23 34 163 126 176 126 170 135 22 31 116 126 170 135 163 126 176 149 121 1 164 15 146 9 11 299 164 15 146 149 121 1 0 13 2 18 24 47 165 117 21 142 21 45 142 21 45 165 117 21 135 12 20 166 128 165 155 177 54 24 179 59 24 179 59 182 84 180 166 128 165 20 27 36 152 182 113 167 28 37 152 182 113 173 167 111 167 28 37 168 3 172 158 4 306 91 125 221 91 125 221 149 121 1 168 3 172 120 53 223 144 175 15 169 118 14 135 12 20 169 118 14 144 175 15 145 185 224 170 165 73 135 12 20 122 178 147 170 165 73 145 185 224 171 139 13 88 133 225 120 53 223 169 118 14 171 139 13 120 53 223 172 171 95 174 173 235 122 178 147 53 69 175 172 171 95 122 178 147 134 149 86 173 167 111 152 182 113 173 167 111 134 149 86 143 184 110 174 173 235 151 172 56 133 166 53 151 172 56 174 173 235 172 171 95 160 7 11 156 10 133 175 169 82 175 169 82 156 10 133 121 25 19 176 116 22 135 12 20 165 117 21 135 12 20 176 116 22 13 16 30 112 155 258 73 91 123 177 93 125 177 93 125 73 91 123 75 94 126 128 145 233 178 71 265 57 70 140 178 71 265 128 145 233 65 99 256 124 39 69 33 44 200 179 103 159 124 39 69 179 103 159 166 128 165 148 98 118 140 183 85 180 150 70 180 150 70 140 183 85 183 174 57 89 119 170 149 121 1 181 122 0 149 121 1 91 125 221 181 122 0 132 113 181 182 84 180 136 180 183 136 180 183 182 84 180 24 179 59 183 174 57 34 42 42 147 83 40 183 174 57 152 182 113 34 42 42 27 35 83 184 151 253 36 82 252 93 129 254 184 151 253 27 35 83 185 78 120 37 46 75 125 181 119 143 184 110 185 78 120 125 181 119</p>
|
|
</triangles>
|
|
</mesh>
|
|
</geometry>
|
|
<geometry id="geom-Col-1_1" name="Col-1">
|
|
<mesh>
|
|
<source id="geom-Col-1_1-positions">
|
|
<float_array id="geom-Col-1_1-positions-array" count="75">-2.74585 15.413 6.7439 9.800751 13.9994 -1.3035 13.02205 13.6364 -5.3412 -9.73435 16.2005 -7.8198 1.82045 -12.744 -9.023399 -9.606451 -8.514099 -7.678 8.033649 -3.2512 -9.7452 0.3860499 -11.4323 8.899099 -1.32005 -5.243999 9.745199 -4.45045 -11.3705 7.8621 -1.86655 -16.2005 -3.3583 2.16075 -15.9036 -0.7483997 3.57185 -15.6805 -3.5517 11.12445 -7.067301 -4.2762 13.39935 13.5939 -8.4328 9.377951 14.047 -9.2064 11.31255 -5.585699 -8.5622 3.97555 -13.2466 -8.523499 -10.07365 -9.8988 -0.9138999 -13.39935 -4.5518 -6.8382 -10.06235 -9.7906 -5.462 -12.47435 -5.2962 -3.2538 -9.535749 16.1781 -4.6398 -6.00965 5.1915 5.7292 -2.62485 4.8215 9.1766</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-Col-1_1-positions-array" count="25" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-Col-1_1-normals">
|
|
<float_array id="geom-Col-1_1-normals-array" count="414">0.1119396 0.993715 -3.15302e-5 0.1119396 0.993715 -3.15302e-5 0.1119396 0.993715 -3.15302e-5 0.111967 0.9937119 4.61022e-6 0.111967 0.9937119 4.61022e-6 0.111967 0.9937119 4.61022e-6 -0.1192344 -0.006313494 -0.9928461 -0.1192344 -0.006313494 -0.992846 -0.1192344 -0.006313494 -0.992846 -0.1109335 -0.002959105 -0.9938234 -0.1109335 -0.002959104 -0.9938235 -0.1109335 -0.002959104 -0.9938234 0.6383206 0.07118708 0.7664719 0.6383206 0.07118708 0.7664719 0.6383206 0.07118708 0.7664719 -0.2081869 -0.1886164 0.9597303 -0.2081869 -0.1886164 0.9597301 -0.2081869 -0.1886165 0.9597303 -0.09233395 -0.9221362 0.375685 -0.09233394 -0.9221362 0.375685 -0.09233396 -0.9221362 0.375685 -0.1831259 -0.9043705 0.3854593 -0.1831259 -0.9043705 0.3854593 -0.1831259 -0.9043705 0.3854593 0.8020786 -0.4717726 0.3661971 0.8020787 -0.4717727 0.3661971 0.8020787 -0.4717726 0.3661971 0.7102224 -0.590534 0.3832149 0.7102225 -0.590534 0.383215 0.7102224 -0.590534 0.383215 0.7671561 0.04427307 0.6399309 0.7671561 0.04427307 0.6399309 0.767156 0.04427307 0.6399309 0.9119408 -0.3933762 0.1167009 0.9119408 -0.3933762 0.1167009 0.9119408 -0.3933762 0.1167009 0.1905959 0.015761 -0.9815421 0.1905959 0.015761 -0.9815421 0.1905959 0.015761 -0.9815421 -0.06823634 0.0363574 -0.9970065 -0.06823634 0.0363574 -0.9970065 -0.06823634 0.0363574 -0.9970065 0.1119676 0.9937119 -8.64518e-7 0.1119676 0.9937118 -8.64518e-7 0.1119676 0.9937119 -8.64518e-7 0.1119632 0.9937124 3.32121e-6 0.1119632 0.9937124 3.32121e-6 0.1119632 0.9937124 3.32121e-6 0.2035573 -0.1997927 -0.9584609 0.2035573 -0.1997927 -0.9584609 0.2035572 -0.1997927 -0.9584609 0.3211865 -0.02855974 -0.9465853 0.3211864 -0.02855973 -0.9465852 0.3211864 -0.02855973 -0.9465853 0.9941093 -0.1082041 0.006223826 0.9941092 -0.1082041 0.006223825 0.9941092 -0.1082041 0.006223826 0.7293121 -0.6558864 -0.1947223 0.7293121 -0.6558865 -0.1947223 0.7293122 -0.6558865 -0.1947223 0.09401084 -0.9950609 -0.03186961 0.09401084 -0.995061 -0.03186961 0.09401084 -0.9950609 -0.0318696 0.07044685 -0.8981686 -0.4339705 0.07044685 -0.8981686 -0.4339705 0.07044685 -0.8981686 -0.4339705 -0.84155 -0.5399726 -0.01493716 -0.84155 -0.5399726 -0.01493716 -0.84155 -0.5399726 -0.01493716 -0.6126894 -0.7900626 -0.02031812 -0.6126894 -0.7900626 -0.02031812 -0.6126894 -0.7900626 -0.02031812 -0.5523495 -0.8043219 0.2190349 -0.5523495 -0.8043219 0.2190349 -0.5523495 -0.8043219 0.2190349 -0.841652 -0.1801995 0.5090677 -0.8416521 -0.1801995 0.5090678 -0.841652 -0.1801995 0.5090677 0.5542873 -0.128922 -0.8222802 0.5542873 -0.128922 -0.8222802 0.5542873 -0.128922 -0.8222802 -0.8285264 0.09591431 0.5516742 -0.8285264 0.09591431 0.5516742 -0.8285264 0.09591431 0.5516742 0.7794926 -0.03771914 0.6252747 0.7794926 -0.03771914 0.6252747 0.7794927 -0.03771915 0.6252747 -0.2753871 -0.6665905 -0.6926898 -0.2753871 -0.6665905 -0.6926898 -0.2753871 -0.6665904 -0.6926898 -0.2888788 -0.8914388 0.3491214 -0.2888787 -0.8914389 0.3491214 -0.2888788 -0.8914389 0.3491214 0.6947113 -0.666703 -0.2699694 0.6947112 -0.666703 -0.2699693 0.6947112 -0.6667029 -0.2699693 0.1793729 -0.1907859 -0.9651042 0.1793729 -0.1907859 -0.9651042 0.1793729 -0.1907859 -0.9651042 0.1119613 0.9937126 7.37805e-6 0.1119613 0.9937126 7.37805e-6 0.1119613 0.9937125 7.37805e-6 -0.9823185 0.1764448 0.06259169 -0.9823185 0.1764448 0.06259169 -0.9823184 0.1764448 0.06259169 -0.6969006 0.1529698 0.7006638 -0.6969006 0.1529698 0.7006638 -0.6969006 0.1529698 0.7006638 -0.8323122 0.2150465 0.5108927 -0.8323122 0.2150466 0.5108927 -0.8323122 0.2150465 0.5108927 -0.8770107 0.1494841 0.4566255 -0.8770106 0.1494841 0.4566254 -0.8770106 0.1494841 0.4566254 -0.8110934 -0.001031891 0.5849157 -0.8110934 -0.001031891 0.5849157 -0.8110934 -0.001031891 0.5849157 -0.4425678 -0.7346424 -0.5142317 -0.4425678 -0.7346424 -0.5142317 -0.4425678 -0.7346424 -0.5142317 -0.6870822 -0.5594451 -0.4636153 -0.6870823 -0.5594451 -0.4636153 -0.6870823 -0.559445 -0.4636153 -0.2228867 -0.006746481 -0.974821 -0.2228867 -0.006746482 -0.974821 -0.2228867 -0.006746482 -0.974821 -0.7121089 0.02332424 0.7016815 -0.7121089 0.02332424 0.7016815 -0.7121089 0.02332424 0.7016815 -0.4938386 -0.01490291 0.8694258 -0.4938386 -0.01490291 0.8694258 -0.4938387 -0.01490292 0.8694259 0.5861235 0.1212339 0.8011003 0.5861235 0.1212339 0.8011003 0.5861235 0.1212338 0.8011003 0.5450374 0.1935925 0.815755 0.5450374 0.1935925 0.8157549 0.5450374 0.1935925 0.8157549</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-Col-1_1-normals-array" count="138" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<vertices id="geom-Col-1_1-vertices">
|
|
<input semantic="POSITION" source="#geom-Col-1_1-positions"/>
|
|
</vertices>
|
|
<triangles material="greyrock" count="46">
|
|
<input semantic="VERTEX" source="#geom-Col-1_1-vertices" offset="0"/>
|
|
<input semantic="NORMAL" source="#geom-Col-1_1-normals" offset="1"/>
|
|
<p>0 0 1 1 2 2 0 3 2 4 3 5 4 6 5 7 3 8 4 9 3 10 6 11 7 12 1 13 8 14 7 15 8 16 9 17 7 18 9 19 10 20 7 21 10 22 11 23 7 24 11 25 12 26 7 27 12 28 13 29 7 30 13 31 14 32 7 33 14 34 2 35 15 36 14 37 6 38 15 39 6 40 3 41 15 42 3 43 2 44 15 45 2 46 14 47 16 48 17 49 6 50 16 51 6 52 14 53 16 54 14 55 13 56 16 57 13 58 12 59 12 60 11 61 10 62 12 63 10 64 17 65 18 66 19 67 20 68 18 69 20 70 10 71 18 72 10 73 9 74 18 75 9 76 21 77 18 78 21 79 22 80 18 81 22 82 19 83 1 84 7 85 2 86 17 87 10 88 5 89 17 90 5 91 4 92 17 93 16 94 12 95 17 96 4 97 6 98 22 99 0 100 3 101 22 102 3 103 19 104 23 105 24 106 0 107 23 108 0 109 22 110 23 111 22 112 21 113 23 114 21 115 9 116 5 117 10 118 20 119 5 120 20 121 19 122 5 123 19 124 3 125 24 126 23 127 9 128 24 129 9 130 8 131 24 132 8 133 1 134 24 135 1 136 0 137</p>
|
|
</triangles>
|
|
</mesh>
|
|
</geometry>
|
|
<geometry id="geom-Col-2_1" name="Col-2">
|
|
<mesh>
|
|
<source id="geom-Col-2_1-positions">
|
|
<float_array id="geom-Col-2_1-positions-array" count="75">9.62045 -16.0948 -8.359401 -5.87345 -14.3491 7.132499 -12.86205 -13.5616 -7.431201 2.79565 10.6432 -11.552 -10.80125 5.2281 -7.642601 -8.065451 10.6906 -6.3613 -12.66335 -13.584 -4.251201 -11.10975 7.2351 0.7290998 -6.34995 8.6749 8.3601 -8.297251 10.2042 3.4182 -6.117651 -5.3152 11.552 6.67305 -15.7627 -0.9149003 9.89435 -16.1257 -4.9526 11.31535 -7.3846 -3.7599 12.86205 -6.9469 -8.47 6.213049 5.441299 1.0179 10.82025 0.2010994 -2.6537 10.84335 3.8762 -7.230101 3.35415 16.1257 -6.4072 -3.65605 13.8064 2.5577 -1.53085 13.6394 3.6633 6.961249 10.6016 -9.977301 3.490449 15.7393 -8.164701 -1.84565 8.5793 7.336299 1.359349 14.2429 -8.997101</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-Col-2_1-positions-array" count="25" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-Col-2_1-normals">
|
|
<float_array id="geom-Col-2_1-normals-array" count="414">-0.111966 -0.9937121 -4.3082e-6 -0.111966 -0.9937121 -4.3082e-6 -0.111966 -0.9937119 -4.3082e-6 -0.05577533 -0.1324009 -0.9896258 -0.05577533 -0.1324009 -0.9896258 -0.05577533 -0.1324009 -0.9896258 -0.3951665 0.3927025 -0.8304386 -0.3951665 0.3927025 -0.8304385 -0.3951665 0.3927026 -0.8304386 -0.2837407 0.02033384 -0.9586855 -0.2837407 0.02033384 -0.9586855 -0.2837407 0.02033384 -0.9586855 -0.992003 0.1095061 0.06275597 -0.9920031 0.1095061 0.06275597 -0.9920031 0.1095061 0.06275597 -0.9944431 0.08802343 -0.05774802 -0.9944431 0.08802343 -0.05774802 -0.9944431 0.08802344 -0.05774802 -0.8162968 0.3764226 0.4381387 -0.8162969 0.3764226 0.4381388 -0.8162969 0.3764226 0.4381388 -0.8525757 0.1027503 0.5124033 -0.8525757 0.1027503 0.5124034 -0.8525756 0.1027503 0.5124033 0.4693576 -0.3777639 0.7981215 0.4693576 -0.3777639 0.7981215 0.4693576 -0.3777639 0.7981215 -0.1119582 -0.993713 3.67193e-6 -0.1119581 -0.9937129 3.67193e-6 -0.1119581 -0.9937129 3.67193e-6 0.7554896 -0.2076045 0.6213982 0.7554896 -0.2076045 0.6213982 0.7554896 -0.2076045 0.6213982 0.6493461 -0.1039825 0.7533507 0.6493461 -0.1039825 0.7533508 0.6493461 -0.1039825 0.7533508 0.9393597 -0.3338161 -0.07855033 0.9393597 -0.3338161 -0.07855032 0.9393597 -0.3338161 -0.07855032 0.1729075 -0.07314572 -0.9822183 0.1729075 -0.07314572 -0.9822183 0.1729075 -0.07314572 -0.9822183 -0.8706967 0.470031 -0.144769 -0.8706968 0.470031 -0.144769 -0.8706968 0.470031 -0.144769 -0.7332807 0.6797277 0.01642674 -0.7332807 0.6797276 0.01642674 -0.7332807 0.6797277 0.01642674 0.8108184 0.4543551 0.3689648 0.8108184 0.4543551 0.3689648 0.8108184 0.4543552 0.3689648 0.8055178 0.4680723 0.3633861 0.8055177 0.4680724 0.3633861 0.8055177 0.4680723 0.3633861 0.5721653 0.5657392 0.5937726 0.5721654 0.5657392 0.5937726 0.5721654 0.5657392 0.5937726 0.4046993 0.6038666 -0.6867049 0.4046992 0.6038666 -0.6867049 0.4046993 0.6038666 -0.6867049 0.8533999 0.5176415 0.06128537 0.8533999 0.5176415 0.06128537 0.8533999 0.5176415 0.06128537 0.78277 0.2129873 -0.5847285 0.78277 0.2129873 -0.5847285 0.78277 0.2129873 -0.5847286 0.3536762 0.03865265 -0.9345689 0.3536761 0.03865265 -0.9345689 0.3536761 0.03865265 -0.9345689 0.3113235 0.496244 -0.8104441 0.3113235 0.496244 -0.8104441 0.3113235 0.496244 -0.8104441 0.1938124 0.5683677 0.7996217 0.1938124 0.5683677 0.7996217 0.1938124 0.5683678 0.7996218 0.2206351 0.2204374 0.9501197 0.2206351 0.2204373 0.9501197 0.2206351 0.2204374 0.9501197 0.634615 0.03906386 0.7718406 0.634615 0.03906386 0.7718405 0.634615 0.03906386 0.7718405 0.6136697 -0.01359304 0.7894458 0.6136697 -0.01359304 0.7894458 0.6136697 -0.01359304 0.7894458 0.6558438 0.4163037 0.6297301 0.6558438 0.4163037 0.6297301 0.6558438 0.4163037 0.6297301 0.8854982 -0.1136537 0.4505283 0.8854982 -0.1136537 0.4505283 0.8854982 -0.1136538 0.4505283 -0.04071974 0.1415782 -0.9890892 -0.04071974 0.1415783 -0.9890893 -0.04071974 0.1415783 -0.9890893 -0.1119898 -0.9937093 -9.00194e-6 -0.1119898 -0.9937093 -9.00194e-6 -0.1119898 -0.9937094 -9.00194e-6 0.6539117 -0.06721302 0.7535794 0.6539117 -0.06721302 0.7535794 0.6539117 -0.06721302 0.7535794 0.97632 0.1662424 0.1384299 0.97632 0.1662424 0.1384299 0.9763199 0.1662424 0.1384299 -0.111967 -0.9937119 -3.821e-6 -0.111967 -0.9937119 -3.821e-6 -0.111967 -0.9937119 -3.821e-6 -0.8372011 -0.2584249 0.4819866 -0.837201 -0.2584249 0.4819866 -0.8372011 -0.2584249 0.4819866 -0.9187555 -0.02568856 0.3939905 -0.9187555 -0.02568856 0.3939905 -0.9187555 -0.02568856 0.3939905 -0.06957134 0.5587772 -0.8263946 -0.06957134 0.5587772 -0.8263946 -0.06957133 0.5587771 -0.8263946 -0.3888044 0.4250328 -0.8174217 -0.3888045 0.4250328 -0.8174217 -0.3888044 0.4250328 -0.8174217 -0.5024163 0.7500699 0.4300849 -0.5024163 0.7500699 0.4300849 -0.5024163 0.7500699 0.4300849 -0.2396146 0.7797855 0.5783764 -0.2396147 0.7797855 0.5783764 -0.2396147 0.7797856 0.5783765 -0.4278368 0.8980577 -0.1022161 -0.4278368 0.8980577 -0.1022161 -0.4278368 0.8980576 -0.1022161 -0.6100529 0.7919684 0.02493007 -0.6100529 0.7919684 0.02493007 -0.6100529 0.7919684 0.02493007 -0.4187973 0.8169655 -0.3964545 -0.4187973 0.8169655 -0.3964545 -0.4187973 0.8169655 -0.3964545 -0.41939 0.8792661 -0.2258386 -0.41939 0.8792661 -0.2258386 -0.41939 0.8792662 -0.2258386 0.8165761 0.5738083 -0.06282825 0.8165762 0.5738084 -0.06282826 0.8165761 0.5738084 -0.06282826</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-Col-2_1-normals-array" count="138" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<vertices id="geom-Col-2_1-vertices">
|
|
<input semantic="POSITION" source="#geom-Col-2_1-positions"/>
|
|
</vertices>
|
|
<triangles material="greyrock_1" count="46">
|
|
<input semantic="VERTEX" source="#geom-Col-2_1-vertices" offset="0"/>
|
|
<input semantic="NORMAL" source="#geom-Col-2_1-normals" offset="1"/>
|
|
<p>0 0 1 1 2 2 0 3 2 4 3 5 4 6 5 7 3 8 4 9 3 10 2 11 4 12 2 13 6 14 4 15 6 16 7 17 8 18 9 19 7 20 8 21 7 22 10 23 11 24 10 25 1 26 11 27 1 28 0 29 11 30 12 31 13 32 11 33 13 34 10 35 14 36 12 37 0 38 14 39 0 40 3 41 5 42 4 43 7 44 5 45 7 46 9 47 15 48 16 49 17 50 15 51 17 52 18 53 15 54 18 55 19 56 15 57 19 58 20 59 21 60 18 61 17 62 21 63 17 64 14 65 21 66 14 67 3 68 21 69 3 70 22 71 23 72 20 73 8 74 23 75 8 76 10 77 23 78 10 79 16 80 23 81 16 82 15 83 23 84 15 85 20 86 12 87 14 88 16 89 12 90 16 91 13 92 12 93 11 94 0 95 16 96 10 97 13 98 16 99 14 100 17 101 6 102 2 103 1 104 6 105 1 106 10 107 6 108 10 109 7 110 24 111 22 112 3 113 24 114 3 115 5 116 19 117 9 118 8 119 19 120 8 121 20 122 19 123 18 124 5 125 19 126 5 127 9 128 22 129 24 130 5 131 22 132 5 133 18 134 22 135 18 136 21 137</p>
|
|
</triangles>
|
|
</mesh>
|
|
</geometry>
|
|
<geometry id="geom-bounds" name="bounds">
|
|
<mesh>
|
|
<source id="geom-bounds-positions">
|
|
<float_array id="geom-bounds-positions-array" count="24">-27.74288 -32.67934 0 27.74288 -32.67934 0 -27.74288 32.67934 0 27.74288 32.67934 0 -27.74288 -32.67934 34.37103 27.74288 -32.67934 34.37103 -27.74288 32.67934 34.37103 27.74288 32.67934 34.37103</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-bounds-positions-array" count="8" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-bounds-normals">
|
|
<float_array id="geom-bounds-normals-array" count="72">0 0 -1 0 0 -1 0 0 -1 0 0 -1 0 0 1 0 0 1 0 0 1 0 0 1 0 -1 0 0 -1 0 0 -1 0 0 -1 0 1 0 0 1 0 0 1 0 0 1 0 0 0 1 0 0 1 0 0 1 0 0 1 0 -1 0 0 -1 0 0 -1 0 0 -1 0 0</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-bounds-normals-array" count="24" stride="3">
|
|
<param name="X" type="float"/>
|
|
<param name="Y" type="float"/>
|
|
<param name="Z" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<source id="geom-bounds-map1">
|
|
<float_array id="geom-bounds-map1-array" count="36">0 0 0 1 0 0 0 1 0 1 1 0 0 0 0 1 0 0 0 1 0 1 1 0 0 0 0 1 0 0 0 1 0 1 1 0</float_array>
|
|
<technique_common>
|
|
<accessor source="#geom-bounds-map1-array" count="12" stride="3">
|
|
<param name="S" type="float"/>
|
|
<param name="T" type="float"/>
|
|
<param name="P" type="float"/>
|
|
</accessor>
|
|
</technique_common>
|
|
</source>
|
|
<vertices id="geom-bounds-vertices">
|
|
<input semantic="POSITION" source="#geom-bounds-positions"/>
|
|
</vertices>
|
|
<triangles material="ColorMaterial" count="12">
|
|
<input semantic="VERTEX" source="#geom-bounds-vertices" offset="0"/>
|
|
<input semantic="NORMAL" source="#geom-bounds-normals" offset="1"/>
|
|
<input semantic="TEXCOORD" source="#geom-bounds-map1" offset="2" set="1"/>
|
|
<p>0 0 9 2 1 11 3 2 10 3 2 10 1 3 8 0 0 9 4 4 8 5 5 9 7 6 11 7 6 11 6 7 10 4 4 8 0 8 4 1 9 5 5 10 7 5 10 7 4 11 6 0 8 4 1 12 0 3 13 1 7 14 3 7 14 3 5 15 2 1 12 0 3 16 4 2 17 5 6 18 7 6 18 7 7 19 6 3 16 4 2 20 0 0 21 1 4 22 3 4 22 3 6 23 2 2 20 0</p>
|
|
</triangles>
|
|
</mesh>
|
|
<extra>
|
|
<technique profile="OpenCOLLADA3dsMax">
|
|
<box>
|
|
<generateuvs>1</generateuvs>
|
|
<height>34.37102</height>
|
|
<heightsegments>1</heightsegments>
|
|
<length>65.35868</length>
|
|
<lengthsegments>1</lengthsegments>
|
|
<width>55.48576</width>
|
|
<widthsegments>1</widthsegments>
|
|
</box>
|
|
</technique>
|
|
</extra>
|
|
</geometry>
|
|
</library_geometries>
|
|
<library_lights>
|
|
<light id="EnvironmentAmbientLight" name="EnvironmentAmbientLight">
|
|
<technique_common>
|
|
<ambient>
|
|
<color>0 0 0</color>
|
|
</ambient>
|
|
</technique_common>
|
|
</light>
|
|
</library_lights>
|
|
<library_images>
|
|
<image id="grayrock_diffuse_png">
|
|
<init_from>file:///E:/Projects/Pacific/game/art/shapes/rocks/images/grayrock_diffuse.png</init_from>
|
|
</image>
|
|
</library_images>
|
|
<library_visual_scenes>
|
|
<visual_scene id="MaxScene">
|
|
<node name="EnvironmentAmbientLight">
|
|
<instance_light url="#EnvironmentAmbientLight"/>
|
|
</node>
|
|
<node id="node-base00" name="base00">
|
|
<node id="node-start00" name="start00">
|
|
<node id="node-chasmchaintwo200" name="chasmchaintwo200">
|
|
<node>
|
|
<matrix>1 0 0 149.0109 0 1 0 34.98012 0 0 1 8.162374 0 0 0 1</matrix>
|
|
<instance_geometry url="#geom-chasmchaintwo200">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="greyrock_1" target="#greyrock-material">
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
</instance_material>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</node>
|
|
<node id="node-chasmchaintwo400" name="chasmchaintwo400">
|
|
<node>
|
|
<matrix>1 0 0 149.0668 0 1 0 34.98012 0 0 1 8.162374 0 0 0 1</matrix>
|
|
<instance_geometry url="#geom-chasmchaintwo400">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="greyrock" target="#greyrock-material">
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
</instance_material>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</node>
|
|
<node id="node-Col-1_1" name="Col-1">
|
|
<node>
|
|
<matrix>1 0 0 -1.34825 0 1 0 -14.7528 0 0 1 7.535835 0 0 0 1</matrix>
|
|
<instance_geometry url="#geom-Col-1_1">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="greyrock" target="#greyrock_1-material">
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
</instance_material>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</node>
|
|
<node id="node-Col-2_1" name="Col-2">
|
|
<node>
|
|
<matrix>1 0 0 1.77945 0 1 0 15.0093 0 0 1 7.147236 0 0 0 1</matrix>
|
|
<instance_geometry url="#geom-Col-2_1">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="greyrock_1" target="#greyrock_1-material">
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
<bind_vertex_input semantic="CHANNEL1" input_semantic="TEXCOORD" input_set="1"/>
|
|
</instance_material>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</node>
|
|
</node>
|
|
<node id="node-detail200" name="detail200"/>
|
|
<node id="node-detail400" name="detail400"/>
|
|
</node>
|
|
<node id="node-bounds" name="bounds">
|
|
<node>
|
|
<matrix>1 0 0 0 0 1 0 0 0 0 1 -7.860285 0 0 0 1</matrix>
|
|
<instance_geometry url="#geom-bounds">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="ColorMaterial" target="#ColorEffectR225G198B87-material"/>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</node>
|
|
</visual_scene>
|
|
</library_visual_scenes>
|
|
<scene>
|
|
<instance_visual_scene url="#MaxScene"/>
|
|
</scene>
|
|
</COLLADA> |