Torque3D/Templates/Modules/Rocks/Shapes/chasmone.DAE
Areloch e916d14440 Force proper update of box probe when attenuation changes
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
2019-08-19 01:14:34 -05:00

652 lines
No EOL
120 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>2010-01-18T17:04:46</created>
<modified>2010-01-18T17:04:46</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-chasmchainone400" name="chasmchainone400">
<mesh>
<source id="geom-chasmchainone400-positions">
<float_array id="geom-chasmchainone400-positions-array" count="894">-158.4933 -80.51747 6.463788 -158.0873 -76.02823 6.54098 -159.3957 -80.04855 3.107366 -159.4726 -82.67375 3.396548 -156.1838 -82.36014 7.616065 -156.7897 -79.51894 7.275393 -158.6763 -84.98703 6.571261 -161.7318 -88.60498 0.1706362 -160.7173 -89.20848 1.691937 -160.5755 -84.09085 -0.3602829 -159.8519 -89.53258 5.067342 -160.0474 -87.03319 2.989356 -160.8425 -94.42033 3.842217 -152.7592 -93.88374 4.857804 -152.5319 -90.34686 5.989285 -154.612 -92.05031 7.589372 -156.4379 -98.03177 7.108861 -155.7086 -88.71294 8.383803 -156.5695 -93.86314 7.888732 -152.9005 -85.88123 7.938462 -158.5039 -91.03273 8.546632 -153.407 -80.14775 8.534631 -149.9364 -77.10919 6.048659 -146.4613 -75.51628 2.77521 -150.0986 -76.40634 6.568843 -149.9416 -80.60303 5.415887 -147.1837 -77.41605 2.747521 -150.2802 -78.78952 5.686101 -150.548 -82.04823 6.037175 -150.2634 -84.80835 5.738286 -147.7388 -83.74422 3.435491 -151.0222 -87.8074 5.314866 -145.1456 -80.93472 1.135571 -146.8569 -85.65686 1.202575 -144.6208 -81.79568 -0.06687737 -142.4776 -77.81317 -1.290646 -145.9274 -79.93036 1.663201 -159.6441 -96.76106 7.169993 -160.4292 -97.26813 4.433673 -157.4392 -94.5564 8.010636 -147.1378 -72.52614 4.773875 -152.5037 -74.25793 7.630233 -149.5509 -70.36737 5.901982 -149.8666 -68.05344 6.923366 -151.6266 -69.08038 8.199183 -153.4557 -69.97702 8.123115 -151.2054 -64.04282 8.417596 -152.2076 -60.70946 8.064118 -154.4264 -66.14076 8.236894 -156.1668 -70.69142 7.577205 -155.9132 -78.18846 7.604848 -146.7017 -66.21414 4.286539 -144.2831 -71.66652 0.8489094 -145.4561 -74.23044 2.17154 -143.9929 -75.91519 -0.2627172 -143.7628 -82.099 -1.429154 -146.371 -86.66072 0.01946545 -146.1964 -87.42044 -0.5676413 -142.0229 -78.13431 -8.923406 -142.5512 -82.14505 -7.507231 -142.5443 -82.6049 -8.84609 -140.7899 -70.16199 -7.315268 -141.7418 -74.67944 -4.671576 -141.8908 -75.54684 -5.231486 -142.0777 -70.08241 -9.32043 -140.7209 -69.63695 -8.491715 -141.4669 -73.37553 -8.970175 -140.6797 -67.9489 -5.282005 -140.3912 -65.88277 -3.302007 -141.5603 -70.05333 -2.631311 -141.7669 -63.99059 -1.008259 -139.0153 -60.94043 -4.069848 -140.8943 -69.93646 -5.157034 -140.7265 -68.69125 -5.463264 -141.9309 -73.769 -2.076327 -141.6449 -73.34219 -3.066186 -150.8331 -70.05659 -9.476744 -148.2311 -65.40479 -9.720765 -146.8963 -73.27788 -9.607374 -142.0418 -72.99654 -9.274643 -142.9285 -78.45486 -9.433093 -142.9954 -82.41168 -9.155361 -142.9097 -81.56836 -2.451818 -142.7491 -82.47917 -5.011327 -145.3758 -89.30193 -1.498878 -144.9844 -93.10706 -3.352276 -143.7342 -91.24391 -4.942428 -143.4649 -85.51535 -3.567792 -145.6932 -95.13515 -2.859318 -147.3834 -93.18793 0.5310936 -147.6732 -97.60469 -1.583358 -146.4921 -98.26317 -3.586475 -149.5417 -97.26921 0.7532988 -150.3274 -99.60063 0.2617426 -148.0493 -101.8754 -3.823724 -143.5779 -92.15433 -7.479546 -144.1238 -96.81662 -6.188603 -149.5522 -56.51845 3.436612 -148.225 -57.96909 4.781405 -143.2812 -58.29779 0.4219036 -143.6096 -56.32077 -0.9073362 -146.3795 -53.26322 -1.909982 -150.2445 -52.31334 0.3398886 -150.4056 -54.26751 1.707094 -143.232 -55.42997 -2.244578 -155.654 -61.38983 6.754241 -156.6429 -62.13369 5.525931 -157.0228 -65.75627 6.777411 -155.2396 -62.59185 7.857957 -148.6656 -53.54607 -5.352277 -154.147 -53.83014 -2.227022 -147.1477 -53.47666 -4.087777 -141.5188 -55.42941 -7.56205 -149.459 -54.22888 -7.305327 -151.1078 -55.10218 -7.694871 -155.7865 -54.7462 -5.44896 -158.0472 -57.63267 -8.769249 -152.5127 -56.66343 -8.597216 -152.5432 -57.76084 -9.593675 -159.8895 -60.02054 -8.792281 -151.8603 -59.37393 -9.834993 -162.5684 -58.18518 -3.883718 -163.1671 -57.9506 -7.946254 -163.1497 -61.10501 -8.2046 -161.5442 -60.83036 -8.6804 -159.7664 -64.04059 -9.151264 -158.4959 -57.11735 0.2357121 -160.9265 -57.97332 -2.37402 -159.1279 -58.23677 1.187389 -156.3972 -57.80708 3.231595 -159.2954 -66.97536 3.107147 -159.9962 -64.87752 0.7954836 -161.5031 -67.9819 -0.7355986 -161.2306 -63.12002 -1.509128 -161.3126 -72.7283 -1.680577 -161.101 -77.42175 -2.632808 -160.0579 -75.03084 1.607819 -160.4526 -72.39926 1.224823 -160.2221 -70.16701 2.658301 -158.8796 -68.61728 4.636366 -160.4705 -80.05669 -0.1500998 -159.903 -75.80646 2.221712 -158.4471 -61.62559 2.302027 -145.6083 -62.14052 -10.35128 -154.2668 -64.73009 -9.370981 -154.7739 -62.97892 -9.501647 -161.8505 -75.12276 -8.149146 -163.5837 -79.07883 -7.57666 -163.4488 -74.8051 -7.972647 -158.9579 -82.50858 -7.978311 -162.3637 -87.53656 -7.906183 -159.4797 -81.55927 -7.771903 -155.1859 -85.37585 -8.675906 -152.2494 -91.37189 -9.144451 -157.8665 -89.40768 -8.629869 -163.2698 -67.67601 -5.819186 -162.9171 -69.54317 -4.454364 -163.1757 -65.2187 -3.381914 -163.7269 -83.86343 -6.966879 -163.2656 -78.85162 -6.313013 -163.1505 -79.47078 -4.156533 -162.6292 -74.04684 -5.518434 -163.6266 -88.61729 -5.458031 -163.6305 -88.08376 -7.597289 -163.3104 -92.03044 -8.16867 -160.2664 -68.15894 -8.854843 -158.3525 -73.73395 -8.589203 -159.17 -74.30576 -8.491283 -161.6203 -79.02968 -3.039479 -161.5092 -67.00916 -8.850302 -163.2338 -69.94913 -8.40204 -163.6171 -63.84198 -7.766608 -163.1389 -60.91897 -5.621575 -162.8622 -61.55058 -3.517662 -163.267 -89.02797 -0.9983521 -162.8083 -92.98634 0.5556555 -163.381 -90.04131 -3.373399 -163.1704 -92.55647 -3.78158 -150.9856 -93.65292 3.420317 -149.1985 -89.78925 2.502461 -151.7093 -100.6648 0.2249746 -162.0849 -98.73299 -4.521806 -162.6456 -95.71622 -4.00475 -162.252 -98.30721 -8.480419 -160.6332 -101.2906 -6.572136 -160.2699 -101.7741 -4.362257 -161.7357 -98.90446 -0.2130346 -154.7846 -101.3957 -8.727289 -156.2347 -99.04362 -8.918031 -151.6596 -97.69481 -9.249376 -150.9022 -98.48268 -9.188177 -149.8882 -102.7112 -8.192011 -153.8079 -103.5461 -8.213126 -154.0877 -102.9815 -8.44891 -149.5851 -101.3143 -8.674835 -154.1009 -102.1932 -8.590738 -156.1209 -104.0038 -5.752506 -158.4911 -104.4029 -8.066569 -153.9714 -103.8985 -8.023223 -152.823 -103.6021 -6.417714 -158.6861 -102.9363 -2.196387 -154.6624 -101.3713 0.5280056 -155.371 -99.33279 4.111538 -154.0106 -103.3862 -3.225211 -151.7689 -103.3778 -5.618133 -149.4399 -103.1452 -7.80464 -145.1802 -99.6487 -8.743044 -147.894 -62.76949 6.350945 -148.7162 -65.11089 6.559266 -147.2636 -59.85744 5.813775 -149.6156 -61.21183 7.904149 -148.1096 -58.90121 5.693044 -144.4195 -59.50694 2.39663 -162.0997 -70.99013 -3.183876 -162.086 -61.74649 -2.783447 -144.0417 -93.3903 -8.819432 -144.9728 -91.30437 -9.254238 -143.1205 -87.26283 -8.715767 -145.1512 -89.22226 -9.494141 -145.259 -90.78889 -9.40657 -145.7656 -89.51079 -9.69719 -143.3347 -58.5828 0.7767973 -141.44 -59.34473 -1.093736 -141.2228 -59.83397 -1.212779 -156.6789 -68.99005 7.283282 -157.9881 -69.09129 6.486493 -158.9699 -72.30116 5.884658 -152.5603 -95.38745 -9.297651 -157.7998 -93.20407 -8.789354 -152.4209 -94.10197 -9.241503 -159.5242 -100.2041 1.122142 -157.0626 -101.1911 0.9918537 -138.7354 -61.14562 -8.821477 -139.8782 -65.71198 -7.942191 -142.6674 -66.12288 -9.786301 -140.3862 -60.11417 -10.27857 -152.6635 -97.28773 4.203494 -150.0294 -95.24162 2.439452 -160.0511 -80.19591 1.605131 -159.5193 -76.35913 3.779437 -152.0624 -84.42154 -8.888906 -146.3862 -83.58313 -9.511852 -147.2009 -88.91185 -9.538204 -149.5508 -89.8338 -9.296013 -156.9041 -68.98116 -9.06991 -153.1505 -72.23064 -9.194233 -155.1078 -73.7001 -8.865569 -161.3581 -79.04654 -2.723843 -161.3207 -77.93233 -2.948647 -144.6193 -66.97659 2.087894 -142.7316 -73.01302 -1.476893 -146.0079 -99.43756 -4.95862 -143.6407 -61.02725 -10.63617 -145.0594 -57.16603 -10.9701 -141.166 -57.95514 -10.30601 -159.6835 -84.55611 3.081799 -140.7573 -69.8519 -5.745997 -141.5983 -73.85506 -3.490053 -154.7467 -66.8212 -9.340945 -155.7337 -67.54716 -9.307323 -151.6525 -71.07649 -9.443087 -147.7966 -74.52132 -9.561226 -143.2566 -72.46315 -9.683869 -143.5486 -78.07912 -9.694429 -143.2636 -82.70134 -9.272646 -154.2019 -58.99126 6.078561 -140.9259 -55.85222 -6.965693 -152.3991 -53.24228 0.07098484 -146.3693 -53.22835 -3.193337 -141.7806 -55.61287 -8.765077 -156.0333 -54.46826 -4.216972 -149.0868 -53.69667 -6.521905 -141.21 -57.20922 -9.921526 -144.5555 -56.3879 -10.45926 -157.0657 -55.54277 -5.607672 -151.6761 -55.84523 -8.095192 -142.7312 -55.56289 -9.322276 -150.7914 -60.24709 -10.0127 -155.7902 -62.099 -9.478708 -160.8202 -80.7847 -1.567142 -154.9052 -79.08757 -8.462194 -160.5714 -87.81761 -8.344286 -157.6543 -83.42981 -8.394301 -147.086 -95.07239 -9.668746 -163.6682 -85.05731 -2.742525 -158.1904 -68.96065 -8.938963 -156.5072 -74.01065 -8.695109 -160.3728 -101.4331 -8.420027 -152.0732 -96.30121 -9.372888 -157.2352 -97.28229 -9.034849 -143.5528 -87.06229 -9.025832 -143.6558 -83.04306 -9.404665 -144.5975 -83.78772 -9.701523 -144.1436 -84.5768 -9.474302 -147.3504 -58.23298 4.744795 -144.323 -58.64688 2.139354 -145.9295 -58.16343 3.327567 -149.2456 -78.59137 -9.096508</float_array>
<technique_common>
<accessor source="#geom-chasmchainone400-positions-array" count="298" stride="3">
<param name="X" type="float"/>
<param name="Y" type="float"/>
<param name="Z" type="float"/>
</accessor>
</technique_common>
</source>
<source id="geom-chasmchainone400-normals">
<float_array id="geom-chasmchainone400-normals-array" count="894">-0.7699592 0.05025311 0.6361113 -0.6356559 -0.009580171 0.7719131 -0.9386334 -0.01826606 0.3444324 -0.9616383 0.0567642 0.2683833 -0.3222719 -0.04636241 0.9455112 -0.4003387 0.02318445 0.9160739 -0.7182705 0.1130505 0.6865182 -0.6966488 0.2483697 0.6730474 -0.8767601 0.1972116 0.4386333 -0.846405 0.1607064 0.5077125 -0.9369488 0.1189416 0.3286029 -0.952665 0.1383475 0.2707204 -0.919962 0.01337012 0.3917797 0.6739417 -0.1939149 0.7128811 0.7112866 -0.2459862 0.6584544 0.5123694 -0.2053459 0.8338529 0.1346758 -0.6680889 0.7317922 0.04397412 0.08622942 0.9953043 0.2499794 -0.1376169 0.9584216 0.3543768 -0.08440575 0.9312856 -0.4702059 0.04009227 0.8816457 0.1646945 -5.63676e-4 0.9863445 0.7193322 -0.291774 0.6304197 0.7250255 -0.2747043 0.631566 0.6101025 -0.1194746 0.7832628 0.6788514 0.02239161 0.7339342 0.7118024 -0.1313532 0.6899882 0.7054113 -0.1354576 0.6957343 0.6677933 0.006688177 0.7443167 0.6846913 -0.1429086 0.7146852 0.7342863 -0.1488155 0.6623275 0.7039299 -0.2583156 0.6616311 0.7269177 -0.1045361 0.6787215 0.7880064 -0.274499 0.5510864 0.7915179 -0.269043 0.5487397 0.872457 -0.07759424 0.4824915 0.6512656 0.04722569 0.7573789 -0.6157177 -0.4430369 0.651621 -0.7723449 -0.4938306 0.3995178 0.05181974 -0.1839121 0.9815758 0.6569275 -0.07608505 0.7501048 0.1842162 -0.002223196 0.9828833 0.5733465 -0.08171689 0.8152277 0.650532 -0.1684254 0.740568 0.3467406 -0.1222772 0.9299566 -0.08481729 -0.09466878 0.9918891 0.2361787 -0.02399414 0.9714133 -0.07247929 0.4449203 0.8926325 -0.2452351 0.007210578 0.9694368 -0.3346106 -0.05730447 0.9406126 -0.3105943 0.1061397 0.9445981 0.704702 -0.07971368 0.7050112 0.8105099 -0.09166476 0.5785078 0.7777198 -0.1760287 0.6034616 0.7000648 -0.02659659 0.7135838 0.7948502 -0.2639393 0.5463966 0.7827649 -0.2659665 0.5626197 0.7657908 -0.14424 0.6267051 0.8734687 -0.1078386 -0.4747876 0.9913548 -0.1198208 0.05346648 0.881205 -0.115233 -0.4584747 0.9802328 -0.1978011 -0.004292834 0.9805292 -0.1944569 0.02736565 0.98697 -0.15543 0.04161437 0.4525524 -0.02493977 -0.891389 0.8570348 -0.1171519 -0.5017636 0.8339347 -0.1179349 -0.5391144 0.9711301 -0.1761292 0.1608873 0.9132965 -0.1948392 0.3576692 0.8955587 -0.1029674 0.4328651 0.7780628 -0.09533334 0.6209105 0.9413326 0.1089846 0.3193982 0.9714088 -0.07738341 0.2244478 0.9692844 -0.09345596 0.2274945 0.8441465 -0.01161747 0.5359867 0.9693412 -0.07490655 0.2340229 -0.04442245 -0.01318727 -0.9989257 -0.04880112 -0.08097128 -0.995521 -0.03175963 -0.01017175 -0.9994438 0.3921267 -0.02060209 -0.9196805 0.4295425 -0.0615008 -0.90095 0.497312 -0.07042176 -0.8647089 0.9183768 -0.213558 0.3331322 0.9850332 -0.1447686 0.09354991 0.7969464 -0.08812374 0.5975872 0.8510044 -0.1660082 0.4982297 0.9476404 -0.120333 0.2958003 0.9222728 -0.1764726 0.3439045 0.8106399 -0.2497859 0.5295942 0.7411699 -0.1763381 0.6477439 0.732196 -0.3479497 0.5855084 0.7632264 -0.3362143 0.5517657 0.700904 -0.354692 0.618811 0.5909775 -0.5055382 0.6286308 0.581834 -0.7198459 0.3785382 0.9916122 -0.1169711 -0.0549831 0.9428254 -0.2761744 0.186569 0.175272 0.7233909 0.6678214 0.2445227 0.7449327 0.6207123 0.6434217 0.54882 0.5336713 0.5945313 0.5591388 0.5778376 0.4404694 0.8276734 0.3477691 0.01759882 0.9586003 0.2842108 0.1450366 0.6059914 0.7821374 0.6426021 0.6401951 0.4209665 -0.6494766 0.4050489 0.6435181 -0.8212857 0.2787545 0.4977809 -0.7112979 0.149727 0.6867585 -0.4751852 0.2478646 0.8442525 0.02357173 0.992686 -0.1184006 -0.338514 0.9391459 0.05842395 0.05573627 0.9741494 -0.218921 0.5493318 0.8240298 -0.1385982 -0.1526583 0.7868017 -0.5980288 -0.2390708 0.6632776 -0.7091601 -0.3474882 0.823586 -0.4482836 -0.2460795 0.6036465 -0.7583244 -0.1854728 0.6944345 -0.6952415 -0.1573092 0.3893148 -0.9075725 -0.1390053 0.1137425 -0.9837379 -0.150039 0.0558275 -0.9871027 -0.7226008 0.5966289 0.3491163 -0.6825532 0.5909595 -0.429986 -0.7825953 0.06855164 -0.618745 -0.20842 0.07409146 -0.975229 -0.1677196 0.007134343 -0.985809 -0.5096758 0.776584 0.3703349 -0.6897503 0.6223672 0.370005 -0.739347 0.3576488 0.5704852 -0.5103812 0.6083815 0.6077688 -0.867793 0.2015462 0.4542186 -0.8500506 0.1706178 0.4983007 -0.8969259 0.01331523 0.4419803 -0.7908285 0.1384514 0.5961723 -0.939759 -0.1055625 0.3251301 -0.9245067 -0.006791827 0.381105 -0.9616446 -0.05018404 0.2696687 -0.9496624 -0.09734473 0.2977673 -0.9233041 0.04592006 0.3813146 -0.8675941 0.1939584 0.4578869 -0.9716384 0.00363308 0.2364434 -0.9705682 -9.76018e-5 0.2408266 -0.8180566 0.1862227 0.5441549 -0.06706706 -0.1351592 -0.9885515 -0.05975455 -0.05087567 -0.9969158 -0.07110967 -0.07584605 -0.9945807 -0.1112035 -0.086486 -0.9900273 -0.8167104 -0.03742395 -0.575833 -0.8400692 -0.0102492 -0.5423824 -0.203465 0.1168384 -0.9720858 -0.2512178 0.1243221 -0.9599134 -0.1591774 0.004921116 -0.9872378 -0.08007857 0.03940137 -0.9960095 -0.07653002 0.03891515 -0.9963076 -0.08537474 0.03743085 -0.9956456 -0.9927568 -0.08220218 0.08761711 -0.9581463 -0.1272039 0.2564659 -0.9262809 0.02295029 0.3761343 -0.8241331 0.06489329 -0.5626664 -0.9830073 0.08007702 0.1651799 -0.8756177 0.1878816 0.4449653 -0.9462294 -7.21303e-4 0.3234958 -0.9973914 -0.06806065 0.02404495 -0.8031327 0.04555252 -0.5940564 -0.751841 -0.05412647 -0.6571191 -0.07848676 -0.07429854 -0.9941427 -0.06886851 -0.06994268 -0.9951709 -0.08816517 -0.0794678 -0.9929309 -0.6918246 0.2069009 0.691788 -0.2173942 0.002455409 -0.9760808 -0.7652418 -0.07674831 -0.6391515 -0.8729188 0.02904624 -0.4869999 -0.9872097 0.1433043 0.06986266 -0.8708091 0.1109406 0.4789402 -0.8874962 0.09223797 0.4514893 -0.9292816 -0.01225777 0.3691686 -0.9944463 -0.08595829 0.06072585 -0.9907624 -0.1288618 0.04224454 0.6291988 -0.1121461 0.7691113 0.7158751 -0.1751646 0.6758995 0.3626717 -0.7377902 0.5693285 -0.9348855 -0.3532598 0.03459084 -0.9830527 -0.1780233 0.04376119 -0.7267909 -0.2391946 -0.643864 -0.8485879 -0.5285793 -0.02241638 -0.7913187 -0.6035808 0.09749414 -0.8587834 -0.4412448 0.2603729 -0.02826776 -0.1468906 -0.9887487 -0.05093592 -0.1031699 -0.9933587 -0.03627048 -0.1041747 -0.9938974 -3.59808e-4 -0.1403311 -0.9901046 0.1362 -0.4635719 -0.8755288 0.08481008 -0.437488 -0.8952159 0.02402733 -0.2705333 -0.9624107 0.06788899 -0.2562248 -0.9642302 -0.00245746 -0.1758326 -0.984417 0.03882007 -0.9854774 0.1653095 -0.3439615 -0.8026899 -0.4872158 0.1304096 -0.8759637 -0.4644146 0.1461331 -0.9853565 0.08785056 -0.3812187 -0.8568345 0.3471409 0.1390466 -0.8564378 0.4971724 0.1280708 -0.8249044 0.5505728 0.1341603 -0.932537 0.3352251 0.2059093 -0.9661725 0.1552805 0.3583395 -0.8604778 -0.3621751 0.6714293 -0.4846213 -0.560647 0.6871174 -0.100494 0.7195629 0.6289843 -0.152306 0.7623526 0.6531224 0.2915888 0.6988612 0.3808822 0.23017 0.8955169 0.2600628 0.6879191 0.6775947 0.7342936 0.05721378 0.6764167 -0.9145314 -0.1317368 0.3824628 -0.7083999 0.1286455 0.6939884 0.7399743 -0.127932 -0.6603571 0.3463664 -0.06492098 -0.9358501 0.8863009 -0.1227678 -0.4465409 0.3585982 -0.07472786 -0.9304962 0.3472319 -0.07915291 -0.9344329 0.1250619 -0.02933874 -0.991715 0.6765553 0.5090064 0.5321517 0.6909387 0.6732796 0.2632459 0.7863097 0.081981 0.6123694 -0.4818132 0.03877526 0.8754156 -0.7151458 0.113372 0.6897196 -0.7955317 0.01233089 0.6057863 -0.07282288 0.04766445 -0.9962053 -0.09289371 0.04112833 -0.9948263 -0.07375626 0.04573423 -0.9962271 -0.4616783 -0.7292982 0.5049526 -0.1262658 -0.8314216 0.5411054 0.9182598 0.002669998 -0.3959695 0.8988663 -0.2273674 -0.3746244 0.2618625 -0.1104996 -0.9587585 0.4825141 0.01338258 -0.875786 0.5993832 -0.3858586 0.7013223 0.6694033 -0.2280577 0.7070282 -0.9464917 -0.0416045 0.3200353 -0.9330336 -0.05790994 0.3550982 -0.09609292 0.02907637 -0.9949476 -0.1071267 0.02066325 -0.9940306 -0.106846 0.02055615 -0.994063 -0.09386393 0.02908118 -0.9951602 -0.1031893 -0.07975285 -0.9914593 -0.1033329 -0.08203511 -0.991258 -0.1035295 -0.08044056 -0.9913682 -0.7724096 0.1593007 0.6148224 -0.8232031 0.1098445 0.5570195 0.7646677 -0.06568979 0.6410679 0.7226415 -0.02049954 0.690919 0.8037299 -0.4501026 0.3891348 0.03956673 -0.1128133 -0.9928281 -0.03535112 0.2892058 -0.956614 0.4734015 0.2750507 -0.8368023 -0.9569079 0.09617691 0.2740025 0.9829739 -0.1401913 0.1187803 0.9820777 -0.1459111 0.1193039 -0.04293311 -0.003830131 -0.9990706 -0.07002363 -0.03886487 -0.9967879 -0.06949398 -0.04230939 -0.9966847 -0.07013439 -0.0441456 -0.9965602 0.1529775 -0.01312602 -0.9881425 0.1567267 -0.0277273 -0.9872527 0.4250016 -0.07409748 -0.9021547 -0.3001423 0.6784252 0.6705623 0.7650684 0.6435674 -0.02216886 -0.38828 0.9011775 0.1926596 0.2039746 0.9658124 -0.1600023 0.5346928 0.7606971 -0.3680265 -0.4413701 0.891799 -0.09943244 -0.04262095 0.9451132 -0.3239515 0.6121907 0.50781 -0.6060954 0.04828064 0.6328959 -0.7727301 -0.4767853 0.8265964 -0.299022 -0.2439249 0.6363066 -0.7318568 0.2222685 0.798476 -0.5594932 -0.1197845 -0.03042607 -0.9923336 -0.100008 0.009879516 -0.9949376 -0.8980193 0.08513367 0.4316406 -0.107808 -0.02739851 -0.9937941 -0.1530568 0.07632038 -0.9852659 -0.1501713 0.08406688 -0.9850794 0.101254 -0.06100815 -0.9929882 -0.9081672 0.1314038 0.3974484 -0.08448876 -0.07337453 -0.9937192 -0.08525677 -0.07421796 -0.993591 -0.5868443 -0.409873 -0.6982964 -0.05527235 -0.02863931 -0.9980605 -0.08086535 -0.02277165 -0.9964649 0.4705601 -0.09336038 -0.8774149 0.361533 -0.06895509 -0.929806 0.1266906 -0.02455025 -0.9916385 0.3601775 -0.07380824 -0.9299594 0.454053 0.642695 0.6170731 0.6693693 0.4430822 0.5963413 0.4169451 0.8176879 0.3969171 -0.1058166 -0.02888535 -0.993966</float_array>
<technique_common>
<accessor source="#geom-chasmchainone400-normals-array" count="298" stride="3">
<param name="X" type="float"/>
<param name="Y" type="float"/>
<param name="Z" type="float"/>
</accessor>
</technique_common>
</source>
<source id="geom-chasmchainone400-map1">
<float_array id="geom-chasmchainone400-map1-array" count="1158">3.368985 0.7299784 0 3.172256 0.7229597 0 3.354609 0.5904909 0 3.4682 0.6084365 0 3.430967 0.8405258 0 3.313532 0.7984316 0 3.565719 0.7461278 0 3.722437 0.4535115 0 3.745012 0.5283908 0 3.528275 0.4524893 0 3.763118 0.6683623 0 3.652837 0.5894353 0 3.970948 0.5959263 0 -0.0341657 0.7387861 0 0.1062499 0.7817146 0 0.02278978 0.8676786 0 3.832593 0.8160808 0 3.700808 0.9077287 0 -0.2277878 0.8690171 0 3.552425 0.9913524 0 3.317938 0.9438328 0 4.224996 0.7699095 0 0.1413047 0.9431134 0 -0.06765671 0.9206919 0 0.2798178 0.8659545 0 0.6498759 0.7838335 0 0.7354054 0.615066 0 0.6773486 0.8051488 0 0.5102613 0.7506038 0 0.6553351 0.6242725 0 0.5802583 0.7751344 0 0.4486456 0.7751275 0 0.3414458 0.7458402 0 0.4016624 0.626066 0 0.2172861 0.7385554 0 0.5292178 0.5125498 0 0.3312446 0.5324675 0 4.082391 0.7306886 0 4.105801 0.6147078 0 0.4989284 0.4614973 0 0.6681774 0.3952461 0 0.5639064 0.5518891 0 0.8496444 0.698328 0 2.606305 0.9132724 0 2.480333 0.8253655 0 2.726845 0.8153778 0 2.931683 0.7796494 0 2.880046 0.885241 0 3.065154 0.940032 0 0.749998 0.9126944 0 0.5057313 0.924583 0 0.9221882 0.8045486 0 1.012705 0.8469936 0 0.9628893 0.9239372 0 0.9109153 0.9828746 0 1.103977 0.7003148 0 0.90148 0.5237873 0 0.7929822 0.5792671 0 0.7353084 0.4695443 0 0.493538 0.3996427 0 0.2952731 0.4817054 0 0.2677111 0.455995 0 0.6599522 0.1106958 0 0.496805 0.1600952 0 0.4784068 0.1098169 0 0.9837137 0.1839437 0 0.7974654 0.2747177 0 0.7616042 0.2513395 0 0.9828342 0.0822867 0 1.005479 0.1414839 0 0.8523875 0.1148946 0 1.069244 0.2686371 0 1.149218 0.344855 0 0.9805268 0.3673225 0 5.082324 0.3471107 0 4.896918 0.2685863 0 5.186749 0.1859532 0 1.219794 0.4493504 0 1.345745 0.3183683 0 0.9915391 0.2656322 0 1.04162 0.2593853 0 0.8299084 0.3755816 0 0.8506169 0.3380255 0 0.8648164 0.08966838 0 0.6421349 0.07238117 0 0.4829064 0.08819377 0 0.5193664 0.3513084 0 0.4827472 0.2541692 0 0.2026065 0.4023005 0 0.05855627 0.3248434 0 0.1349107 0.2545307 0 0.361151 0.3110104 0 -0.02170175 0.3498216 0 0.04090238 0.4930462 0 -0.1304106 0.4225302 0 3.250058 0.8287064 0 2.549427 0.6997756 0 -0.147791 0.336335 0 -0.1360721 0.5317457 0 -0.2323945 0.5267733 0 2.584577 0.6442759 0 2.734409 0.6968602 0 -0.2937371 0.3541901 0 2.594621 0.7472807 0 1.905622 0.3716881 0 2.158754 0.4025617 0 1.870196 0.444625 0 1.596684 0.3982389 0 1.909444 0.2698542 0 1.970509 0.2182286 0 0.09446621 0.1589811 0 2.175949 0.2580589 0 2.482301 0.1897441 0 2.4548 0.03060851 0 4.627619 0.3828145 0 4.568877 0.1799278 0 4.608619 0.1744696 0 7.921547 0.1610322 0 8.002413 0.2229265 0 2.595991 0.01617754 0 7.998413 0.411706 0 7.943853 0.4357458 0 7.894089 0.1048575 0 7.785473 0.1667743 0 2.396994 0.4047342 0 2.452683 0.2681518 0 2.453601 0.4262667 0 2.40608 0.5532106 0 2.80269 0.5333455 0 2.724773 0.4303774 0 2.864534 0.3619132 0 2.663743 0.3192965 0 3.06508 0.3501724 0 3.260706 0.3384862 0 3.14612 0.5019647 0 3.038289 0.4694534 0 2.93996 0.515774 0 2.866047 0.6024854 0 3.358997 0.4511645 0 3.178574 0.5327116 0 2.580131 0.4967785 0 5.675624 0.4477912 0 7.884469 0.0488563 0 7.991256 0.04711004 0 7.850033 0.6485844 0 7.738931 0.5577909 0 7.761913 0.3529902 0 7.821464 0.3363649 0 7.408808 0.09292291 0 7.274229 0.03236334 0 5.887644 0.3118278 0 5.83781 0.5314468 0 6.274411 0.3657716 0 7.419538 0.0383469 0 2.871806 0.1412135 0 2.943697 0.2084301 0 7.157923 0.1899716 0 2.762252 0.2255695 0 3.347398 0.1120409 0 3.541034 0.1378161 0 3.33515 0.1637112 0 3.175503 0.0873457 0 6.987517 0.07511033 0 7.189984 0.1715228 0 7.645545 0.1488852 0 7.456071 0.212506 0 3.36027 0.2498859 0 7.436642 0.1845887 0 7.684626 0.1069493 0 3.136425 0.1919302 0 3.735121 0.1987289 0 3.714758 0.1130447 0 3.877196 0.09222285 0 3.330536 0.3219793 0 7.584622 0.04714273 0 2.97806 0.05132377 0 -0.085172 0.2133423 0 1.62167 0.7531977 0 1.514504 0.7745017 0 2.720618 0.04418536 0 2.594061 0.122924 0 7.791276 0.0314412 0 2.614979 0.2100587 0 3.748619 0.3779291 0 3.907273 0.4436675 0 6.191893 0.4295183 0 6.122084 0.2631261 0 6.148607 0.2315927 0 6.304479 0.1779757 0 6.351801 0.3212505 0 6.331422 0.3336138 0 6.25014 0.1714807 0 6.301712 0.3371108 0 6.039208 0.3063977 0 4.103185 0.8593601 0 7.617618 0.2630696 0 7.507246 0.3901646 0 1.457318 0.5376484 0 3.982234 0.9481825 0 4.346156 0.5082896 0 4.352457 0.3503326 0 1.554966 0.4893885 0 1.743139 0.4837008 0 5.979602 0.5127781 0 1.820258 0.6448853 0 1.740275 0.7036611 0 1.598577 0.4315539 0 1.893695 0.1355315 0 3.792128 0.2832032 0 1.828792 0.3338001 0 3.894929 0.2685435 0 4.149023 0.2442865 0 1.589178 0.2092788 0 -0.008824317 0.6577505 0 0.1538027 0.6059498 0 -0.2961699 0.5508533 0 -0.6160423 0.4439053 0 5.990536 0.3066571 0 -0.7448729 0.4052296 0 -0.5829917 0.3277477 0 -0.5130398 0.3632919 0 4.024328 0.2622877 0 4.137376 0.08585158 0 4.27241 0.1685689 0 5.626731 0.3343641 0 5.5711 0.1240122 0 5.774145 0.1322237 0 4.332305 0.669061 0 4.444949 0.5286247 0 -0.3862477 0.625313 0 -0.2873395 0.7532483 0 5.818702 0.2168757 0 -0.4855978 0.4903601 0 -0.4623927 0.3701647 0 -0.41216 0.2638148 0 4.289783 0.2579467 0 4.148908 0.4164153 0 5.237118 0.2145712 0 5.123963 0.3736084 0 5.141181 0.05288146 0 5.352878 0.04034688 0 7.457243 0.3229473 0 4.900944 0.05707873 0 4.76285 0.1827085 0 4.42841 0.1198398 0 -0.2253847 0.1471319 0 1.232772 0.793784 0 1.135003 0.8145422 0 4.712625 0.1130885 0 4.713624 0.3854222 0 1.353618 0.7750091 0 2.999691 0.2750051 0 1.280599 0.8770385 0 1.397261 0.8042398 0 7.690981 0.3367739 0 7.666391 0.3034103 0 4.573189 0.1816679 0 6.004406 0.1019341 0 6.071349 0.2841853 0 6.129788 0.4741066 0 1.39206 0.6212905 0 2.615405 0.2530538 0 1.297226 0.9676331 0 2.862808 0.7451589 0 2.876912 0.686044 0 1.167156 0.9305508 0 3.01593 0.6632667 0 4.239595 0.4849511 0 0.03443764 0.1086903 0 3.361327 0.5240018 0 3.197096 0.5995048 0 3.329579 0.3390623 0 6.169554 0.01332025 0 7.581088 0.4693069 0 3.283464 0.3264048 0 5.790475 0.07564403 0 7.546513 0.4416013 0 7.85136 0.3019966 0 5.571153 0.05578156 0 3.548555 0.5971293 0 7.914315 0.47251 0 7.274124 0.3283486 0 7.111407 0.02525814 0 5.396329 0.2527879 0 5.43908 0.4639663 0 0.1097126 0.06242779 0 0.2884547 0.1123711 0 5.237346 0.4932341 0 0.1919833 0.04149759 0 0.1270739 0.04809989 0 0.1742405 0.01901942 0 1.439952 0.5530377 0 5.173742 0.4254001 0 1.407785 0.4566022 0 1.390716 0.4463523 0 1.340631 0.1809001 0 1.165483 0.1726199 0 1.141991 0.0493967 0 1.391322 0.119483 0 -0.1640947 0.7012007 0 -0.06111466 0.5993358 0 1.086324 0.5868439 0 0.857084 0.4160563 0 -0.1903378 0.2826181 0 1.36053 0.001466332 0 1.536864 -0.03147391 0 1.479567 0.1066969 0 -0.1036533 0.9451557 0 0.02139628 0.9949129 0 2.814746 0.9536105 0 0.9952358 0.2438693 0 0.8303775 0.3207256 0 0.6532266 0.0451352 0 0.8831502 0.0415311 0 0.4680469 0.07655012 0 1.565932 0.2389517 0 1.786077 0.3993995 0 2.20915 0.7581822 0 1.580193 0.1521004 0 1.881221 0.0724946 0 1.50864 0.1209301 0 1.579193 0.01193592 0 1.599085 0.1168818 0 1.865734 0.02560916 0 -0.424795 0.2525295 0 -0.4091327 0.197045 0 -0.5797267 0.3059045 0 -0.0657938 0.01596181 0 0.2904164 0.08978119 0 0.4507393 0.06162497 0 0.4145292 0.02816257 0 0.3840804 0.04952494 0 1.467612 0.7585795 0 1.432019 0.6176658 0 1.46363 0.6855976 0 2.43585 0.7004574 0 2.245477 0.8553944 0 2.133437 0.6480898 0 2.052851 0.5788167 0 2.130131 0.5199586 0 1.872346 0.5375093 0 1.856363 0.4894907 0 2.199047 0.2986636 0 1.903723 0.3159624 0 2.227386 0.2282952 0 1.672394 0.03886603 0 1.713952 0.0115826 0 1.992227 0.1777785 0 1.628332 0.09958993 0 2.246173 0.07390804 0 2.025353 0.1331965 0 1.74572 0.08509503 0 1.831872 0.07220672 0 1.878506 0.06271587 0 6.978241 0.1372766 0 3.393954 0.3956245 0 6.835356 0.04443474 0 6.968773 0.03120409 0 7.126943 0.2356058 0 3.589025 0.3042631 0 4.286809 0.09513583 0 2.231109 0.8905641 0 2.287366 0.8933501 0 4.495817 0.241391 0 4.540605 0.3739061 0 7.061006 0.3199831 0 7.093359 0.4260467 0 6.924368 0.2296256 0 6.795717 0.2326532 0 7.618285 0.219202 0 7.446653 0.2751195 0 6.657543 0.2528171 0 6.597627 0.286121 0 6.516412 0.1447732 0 6.622628 0.08158539 0 6.517579 0.3343006 0 6.415242 0.2068628 0 6.4635 0.3567176 0 6.444125 0.3652188 0 6.43202 0.3589572 0 6.490363 0.3568168 0 7.291131 0.5215788 0 1.557085 0.2073111 0 1.603727 0.1865063 0 1.643412 0.165126 0 1.68711 0.1383139 0</float_array>
<technique_common>
<accessor source="#geom-chasmchainone400-map1-array" count="386" stride="3">
<param name="S" type="float"/>
<param name="T" type="float"/>
<param name="P" type="float"/>
</accessor>
</technique_common>
</source>
<vertices id="geom-chasmchainone400-vertices">
<input semantic="POSITION" source="#geom-chasmchainone400-positions"/>
</vertices>
<triangles material="greyrock_1" count="592">
<input semantic="VERTEX" source="#geom-chasmchainone400-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-chasmchainone400-normals" offset="1"/>
<input semantic="TEXCOORD" source="#geom-chasmchainone400-map1" offset="2" set="1"/>
<p>0 0 0 1 1 1 2 2 2 0 0 0 2 2 2 3 3 3 4 4 4 5 5 5 0 0 0 4 4 4 0 0 0 6 6 6 7 7 7 8 8 8 9 9 9 10 10 10 11 11 11 8 8 8 10 10 10 8 8 8 12 12 12 13 13 13 14 14 14 15 15 15 13 13 13 15 15 15 16 16 18 17 17 22 18 18 23 15 15 15 17 17 22 15 15 15 19 19 24 6 6 6 20 20 16 17 17 17 6 6 6 17 17 17 19 19 19 10 10 10 12 12 12 20 20 16 10 10 10 20 20 16 6 6 6 4 4 4 6 6 6 19 19 19 4 4 4 19 19 19 21 21 20 22 22 25 23 23 26 24 24 27 25 25 28 26 26 29 27 27 30 28 28 31 29 29 32 30 30 33 31 31 34 29 29 32 19 19 24 32 32 35 33 33 36 34 34 39 32 32 35 34 34 39 35 35 40 32 32 35 36 36 41 30 30 33 16 16 21 37 37 37 38 38 38 39 39 194 20 20 198 37 37 37 39 39 194 37 37 37 16 16 21 20 20 16 12 12 12 37 37 37 24 24 27 40 40 42 41 41 49 24 24 27 41 41 49 21 21 50 42 42 51 43 43 52 44 44 53 42 42 51 44 44 53 41 41 49 44 44 53 45 45 54 41 41 49 46 46 43 47 47 44 48 48 45 49 49 46 45 45 47 48 48 45 41 41 48 1 1 1 50 50 95 41 41 48 50 50 95 21 21 20 42 42 51 41 41 49 40 40 42 42 42 51 40 40 42 51 51 55 52 52 56 53 53 57 54 54 58 55 55 59 56 56 60 57 57 61 58 58 62 59 59 63 60 60 64 61 61 65 62 62 66 63 63 67 64 64 68 65 65 69 66 66 70 67 67 71 68 68 72 69 69 73 70 70 77 68 68 72 71 71 78 72 72 79 73 73 80 74 74 81 72 72 79 74 74 81 75 75 82 76 76 74 77 77 75 78 78 76 79 79 83 64 64 68 66 66 70 80 80 84 58 58 62 60 60 64 80 80 84 60 60 64 81 81 85 82 82 86 83 83 87 35 35 40 84 84 88 85 85 89 86 86 90 84 84 88 86 86 90 87 87 91 88 88 92 89 89 93 90 90 94 88 88 92 90 90 94 91 91 97 90 90 94 92 92 98 93 93 99 90 90 94 93 93 99 94 94 102 95 95 110 86 86 90 96 96 176 97 97 177 98 98 178 99 99 197 97 97 177 99 99 197 100 100 201 101 101 202 102 102 204 103 103 205 101 101 202 103 103 205 104 104 206 105 105 96 106 106 100 107 107 101 105 105 96 107 107 101 108 108 103 109 109 104 110 110 105 111 111 106 109 109 104 111 111 106 112 112 107 113 113 108 114 114 109 115 115 111 116 116 114 117 117 115 118 118 116 119 119 117 116 116 118 118 118 120 119 119 117 118 118 120 120 120 121 121 121 112 122 122 113 123 123 119 124 124 122 125 125 123 123 123 142 124 124 122 123 123 142 122 122 143 126 126 124 127 127 125 128 128 126 126 126 124 128 128 126 129 129 127 130 130 128 131 131 129 132 132 130 131 131 129 133 133 131 132 132 130 134 134 132 135 135 133 136 136 134 134 134 132 136 136 134 137 137 135 138 138 136 139 139 137 130 130 128 138 138 136 130 130 128 132 132 130 140 140 138 141 141 139 136 136 134 127 127 125 142 142 140 128 128 126 143 143 144 77 77 145 144 144 146 143 143 144 144 144 146 145 145 147 146 146 148 147 147 149 148 148 153 149 149 156 150 150 162 151 151 163 152 152 141 153 153 150 154 154 151 155 155 154 156 156 155 157 157 157 147 147 158 158 158 159 159 159 160 147 147 158 159 159 160 148 148 161 159 159 160 160 160 166 161 161 169 162 162 170 163 163 171 164 164 172 165 165 164 166 166 165 167 167 167 160 160 166 168 168 173 161 161 169 169 169 168 170 170 174 171 171 181 169 169 168 171 171 181 125 125 123 172 172 180 173 173 182 121 121 112 171 171 179 170 170 175 155 155 154 171 171 179 155 155 154 157 157 157 7 7 7 174 174 183 175 175 184 176 176 208 162 162 170 164 164 172 176 176 208 164 164 172 177 177 210 13 13 13 178 178 213 179 179 214 93 93 99 180 180 215 94 94 102 181 181 211 182 182 221 183 183 222 181 181 211 184 184 223 185 185 235 181 181 211 185 185 235 186 186 236 187 187 152 188 188 185 189 189 186 187 187 152 189 189 186 190 190 187 191 191 188 192 192 189 193 193 190 191 191 188 193 193 190 194 194 191 190 190 187 195 195 192 187 187 152 196 196 216 197 197 218 198 198 219 196 196 216 198 198 219 199 199 220 185 185 235 197 197 244 200 200 200 185 185 235 200 200 200 186 186 236 201 201 229 180 180 215 202 202 230 94 94 102 203 203 232 204 204 233 94 94 102 204 204 233 205 205 234 94 94 102 205 205 234 206 206 245 207 207 246 208 208 247 51 51 55 207 207 246 209 209 250 210 210 252 211 211 253 209 209 250 212 212 260 210 210 252 47 47 262 46 46 265 213 213 251 156 156 155 161 161 169 214 214 261 133 133 131 127 127 125 215 215 268 216 216 285 217 217 286 218 218 288 219 219 289 220 220 290 221 221 291 222 222 293 99 99 197 223 223 294 70 70 77 71 71 78 48 48 45 47 47 44 108 108 103 48 48 45 108 108 103 107 107 101 224 224 263 225 225 264 226 226 266 177 177 210 182 182 221 175 175 184 227 227 193 228 228 203 229 229 217 37 37 37 12 12 12 38 38 38 186 186 236 200 200 200 230 230 267 186 186 236 230 230 267 38 38 38 231 231 199 230 230 267 200 200 200 142 142 140 107 107 101 106 106 100 142 142 140 106 106 100 129 129 127 129 129 127 128 128 126 142 142 140 232 232 295 71 71 78 233 233 296 232 232 295 234 234 297 235 235 298 234 234 297 232 232 295 233 233 296 38 38 38 202 202 227 16 16 21 202 202 230 236 236 299 16 16 18 237 237 300 178 178 213 236 236 299 57 57 61 84 84 88 87 87 91 224 224 263 49 49 46 48 48 45 238 238 269 9 9 9 2 2 2 238 238 269 2 2 2 239 239 270 240 240 224 241 241 225 242 242 226 240 240 224 242 242 226 243 243 231 244 244 195 245 245 196 246 246 241 213 213 251 134 134 132 132 132 130 247 247 271 248 248 274 168 168 173 51 51 55 249 249 301 212 212 260 249 249 301 51 51 55 40 40 42 250 250 302 74 74 81 69 69 73 250 250 302 52 52 56 54 54 58 214 214 261 173 173 182 157 157 157 121 121 112 127 127 125 122 122 113 95 95 110 215 215 268 217 217 286 251 251 303 94 94 102 206 206 245 251 251 303 206 206 245 96 96 176 252 252 304 253 253 305 235 235 298 252 252 304 235 235 298 234 234 297 235 235 298 253 253 305 254 254 306 235 235 298 254 254 306 232 232 295 172 172 180 121 121 112 123 123 119 172 172 180 123 123 119 171 171 179 125 125 123 171 171 181 123 123 142 231 231 199 201 201 228 202 202 227 200 200 200 197 197 244 196 196 363 200 200 200 196 196 363 203 203 364 12 12 12 175 175 184 186 186 236 186 186 236 38 38 38 12 12 12 3 3 3 2 2 2 9 9 9 3 3 3 9 9 9 255 255 279 3 3 3 255 255 279 6 6 6 3 3 3 6 6 6 0 0 0 5 5 5 50 50 95 1 1 1 5 5 5 1 1 1 0 0 0 5 5 5 4 4 4 21 21 20 5 5 5 21 21 20 50 50 95 8 8 8 7 7 7 175 175 184 8 8 8 175 175 184 12 12 12 11 11 11 255 255 279 9 9 9 11 11 11 9 9 9 8 8 8 11 11 11 10 10 10 6 6 6 11 11 11 6 6 6 255 255 279 14 14 14 31 31 34 19 19 24 14 14 14 19 19 24 15 15 15 14 14 14 13 13 13 179 179 214 14 14 14 179 179 214 31 31 34 16 16 18 15 15 15 18 18 23 16 16 18 18 18 23 39 39 307 18 18 23 17 17 22 20 20 308 18 18 23 20 20 308 39 39 307 23 23 26 26 26 29 54 54 58 23 23 26 54 54 58 53 53 57 23 23 26 53 53 57 40 40 42 23 23 26 40 40 42 24 24 27 22 22 25 24 24 27 21 21 50 22 22 25 21 21 50 27 27 30 22 22 25 27 27 30 26 26 29 22 22 25 26 26 29 23 23 26 25 25 28 27 27 30 21 21 50 25 25 28 21 21 50 28 28 31 25 25 28 28 28 31 30 30 33 25 25 28 30 30 33 36 36 41 26 26 29 25 25 28 36 36 41 26 26 29 36 36 41 54 54 58 28 28 31 21 21 50 19 19 24 28 28 31 19 19 24 29 29 32 31 31 34 179 179 214 30 30 33 31 31 34 30 30 33 29 29 32 33 33 36 32 32 35 30 30 33 33 33 36 30 30 33 179 179 214 36 36 41 32 32 35 35 35 40 36 36 41 35 35 40 54 54 58 43 43 52 208 208 247 46 46 265 43 43 52 46 46 265 44 44 53 43 43 52 42 42 51 51 51 55 43 43 52 51 51 55 208 208 247 44 44 309 46 46 43 48 48 45 44 44 309 48 48 45 45 45 47 49 49 46 1 1 1 41 41 48 49 49 46 41 41 48 45 45 47 52 52 56 249 249 301 40 40 42 52 52 56 40 40 42 53 53 57 55 55 59 82 82 86 35 35 40 55 55 59 35 35 40 34 34 39 55 55 59 57 57 61 87 87 91 55 55 59 87 87 91 82 82 86 179 179 214 57 57 61 56 56 60 179 179 214 56 56 60 33 33 36 56 56 60 55 55 59 34 34 39 56 56 60 34 34 39 33 33 36 59 59 63 83 83 87 217 217 286 59 59 63 217 217 286 60 60 64 63 63 67 35 35 40 83 83 87 63 63 67 83 83 87 59 59 63 58 58 62 66 66 70 63 63 67 58 58 62 63 63 67 59 59 63 61 61 65 65 65 69 233 233 296 61 61 65 233 233 296 256 256 310 61 61 65 63 63 67 66 66 70 61 61 65 66 66 70 65 65 69 62 62 66 257 257 311 35 35 40 62 62 66 35 35 40 63 63 67 62 62 66 61 61 65 256 256 310 62 62 66 256 256 310 257 257 311 65 65 69 64 64 68 234 234 297 65 65 69 234 234 297 233 233 296 68 68 72 67 67 71 233 233 296 68 68 72 233 233 296 71 71 78 70 70 77 249 249 301 69 69 73 70 70 77 69 69 73 68 68 72 73 73 80 256 256 310 233 233 296 73 73 80 233 233 296 67 67 71 73 73 80 67 67 71 69 69 73 73 73 80 69 69 73 74 74 81 75 75 82 74 74 81 35 35 40 75 75 82 35 35 40 257 257 311 72 72 79 75 75 82 257 257 311 72 72 79 257 257 311 256 256 310 73 73 80 72 72 79 256 256 310 258 258 254 259 259 255 125 125 123 258 258 254 125 125 123 144 144 146 76 76 273 260 260 276 259 259 255 76 76 273 259 259 255 258 258 254 78 78 76 261 261 237 260 260 238 78 78 76 260 260 238 76 76 74 78 78 76 262 262 239 263 263 240 78 78 76 263 263 240 261 261 237 77 77 75 234 234 242 262 262 239 77 77 75 262 262 239 78 78 76 77 77 145 76 76 273 258 258 254 77 77 145 258 258 254 144 144 146 263 263 312 262 262 313 79 79 83 263 263 312 79 79 83 66 66 70 64 64 68 79 79 83 262 262 313 64 64 68 262 262 313 234 234 297 80 80 84 263 263 312 66 66 70 80 80 84 66 66 70 58 58 62 81 81 85 60 60 64 217 217 286 81 81 85 217 217 286 264 264 314 81 81 85 264 264 314 263 263 312 81 81 85 263 263 312 80 80 84 83 83 87 82 82 86 87 87 91 83 83 87 87 87 91 217 217 286 85 85 89 88 88 92 96 96 176 85 85 89 96 96 176 86 86 90 85 85 89 84 84 88 89 89 93 85 85 89 89 89 93 88 88 92 91 91 97 90 90 94 94 94 102 91 91 97 94 94 102 251 251 303 91 91 97 251 251 303 96 96 176 91 91 97 96 96 176 88 88 92 92 92 98 237 237 300 236 236 299 92 92 98 236 236 299 93 93 99 92 92 98 90 90 94 89 89 93 92 92 98 89 89 93 237 237 300 86 86 90 95 95 110 217 217 286 86 86 90 217 217 286 87 87 91 100 100 201 99 99 197 71 71 78 100 100 201 71 71 78 104 104 206 97 97 317 265 265 335 47 47 44 97 97 317 47 47 44 98 98 336 97 97 317 103 103 337 129 129 127 97 97 317 129 129 127 265 265 335 100 100 201 104 104 206 103 103 205 100 100 201 103 103 205 97 97 177 266 266 315 104 104 206 71 71 78 266 266 315 71 71 78 232 232 295 129 129 127 103 103 337 102 102 338 129 129 127 102 102 338 267 267 339 101 101 202 104 104 206 266 266 315 101 101 202 266 266 315 268 268 316 102 102 338 101 101 340 268 268 341 102 102 338 268 268 341 267 267 339 105 105 96 108 108 103 47 47 44 105 105 96 47 47 44 265 265 335 105 105 96 265 265 335 129 129 127 105 105 96 129 129 127 106 106 100 232 232 295 269 269 318 112 112 212 232 232 295 112 112 212 266 266 315 110 110 105 270 270 342 127 127 125 110 110 105 127 127 125 126 126 124 110 110 105 126 126 124 129 129 127 110 110 105 129 129 127 267 267 339 111 111 209 268 268 316 266 266 315 111 111 209 266 266 315 112 112 212 111 111 106 110 110 105 267 267 339 111 111 106 267 267 339 268 268 341 109 109 207 112 112 212 269 269 318 109 109 207 269 269 318 271 271 319 109 109 104 271 271 343 270 270 342 109 109 104 270 270 342 110 110 105 272 272 320 269 269 318 232 232 295 272 272 320 232 232 295 254 254 306 273 273 321 272 272 320 254 254 306 273 273 321 254 254 306 253 253 305 127 127 125 270 270 342 115 115 111 127 127 125 115 115 111 274 274 344 273 273 345 253 253 346 275 275 384 273 273 345 275 275 384 114 114 383 115 115 111 114 114 109 275 275 347 115 115 111 275 275 347 274 274 344 113 113 108 115 115 111 270 270 342 113 113 108 270 270 342 271 271 343 276 276 322 113 113 323 271 271 319 276 276 322 271 271 319 269 269 318 272 272 320 273 273 321 276 276 322 272 272 320 276 276 322 269 269 318 113 113 382 276 276 348 273 273 345 113 113 382 273 273 345 114 114 383 116 116 349 122 122 113 127 127 125 116 116 349 127 127 125 274 274 344 117 117 385 275 275 384 253 253 346 117 117 385 253 253 346 118 118 351 117 117 350 116 116 349 274 274 344 117 117 350 274 274 344 275 275 347 120 120 352 118 118 351 253 253 346 120 120 352 253 253 346 277 277 353 122 122 143 116 116 118 119 119 117 122 122 143 119 119 117 124 124 122 119 119 117 278 278 277 125 125 123 119 119 117 125 125 123 124 124 122 120 120 121 277 277 280 278 278 277 120 120 121 278 278 277 119 119 117 130 130 128 107 107 101 142 142 140 130 130 128 142 142 140 131 131 129 133 133 131 131 131 129 142 142 140 133 133 131 142 142 140 127 127 125 137 137 135 136 136 134 226 226 266 137 137 135 226 226 266 138 138 136 137 137 135 138 138 136 132 132 130 137 137 135 132 132 130 134 134 132 139 139 137 225 225 264 107 107 101 139 139 137 107 107 101 130 130 128 139 139 137 138 138 136 226 226 266 139 139 137 226 226 266 225 225 264 140 140 138 279 279 355 9 9 9 140 140 138 9 9 9 238 238 269 140 140 138 136 136 134 135 135 133 140 140 138 135 135 133 279 279 355 141 141 139 239 239 270 226 226 266 141 141 139 226 226 266 136 136 134 141 141 139 140 140 138 238 238 269 141 141 139 238 238 269 239 239 270 145 145 147 144 144 146 125 125 123 145 145 147 125 125 123 278 278 277 234 234 242 77 77 75 143 143 243 234 234 242 143 143 243 252 252 248 143 143 243 277 277 249 253 253 256 143 143 243 253 253 256 252 252 248 145 145 147 278 278 277 277 277 280 145 145 147 277 277 280 143 143 144 146 146 148 148 148 153 170 170 174 146 146 148 170 170 174 167 167 167 151 151 163 146 146 148 167 167 167 151 151 163 167 167 167 280 280 281 147 147 149 146 146 148 151 151 163 147 147 149 151 151 163 158 158 282 150 150 162 281 281 354 164 164 356 150 150 162 164 164 356 163 163 357 150 150 162 163 163 357 158 158 282 150 150 162 158 158 282 151 151 163 149 149 156 151 151 163 280 280 281 149 149 156 280 280 281 282 282 358 149 149 156 282 282 358 281 281 354 149 149 156 281 281 354 150 150 162 152 152 365 282 282 358 280 280 281 152 152 365 280 280 281 240 240 366 154 154 367 281 281 354 282 282 358 154 154 367 282 282 358 152 152 365 154 154 367 228 228 368 164 164 356 154 154 367 164 164 356 281 281 354 153 153 150 243 243 231 283 283 257 153 153 150 283 283 257 229 229 217 153 153 150 229 229 217 228 228 203 153 153 150 228 228 203 154 154 151 153 153 150 152 152 141 240 240 224 153 153 150 240 240 224 243 243 231 156 156 155 155 155 154 170 170 175 156 156 155 170 170 175 161 161 169 148 148 161 159 159 160 161 161 169 148 148 161 161 161 169 170 170 175 160 160 166 159 159 160 158 158 159 160 160 166 158 158 159 284 284 359 162 162 170 284 284 359 158 158 159 162 162 170 158 158 159 163 163 171 165 165 164 169 169 168 125 125 123 165 165 164 125 125 123 285 285 369 165 165 164 167 167 167 170 170 174 165 165 164 170 170 174 169 169 168 166 166 165 286 286 370 280 280 281 166 166 165 280 280 281 167 167 167 166 166 165 165 165 164 285 285 369 166 166 165 285 285 369 286 286 370 168 168 173 160 160 166 284 284 359 168 168 173 284 284 359 9 9 9 172 172 180 171 171 179 157 157 157 172 172 180 157 157 157 173 173 182 7 7 7 9 9 9 284 284 359 7 7 7 284 284 359 174 174 183 176 176 208 177 177 210 175 175 184 176 176 208 175 175 184 174 174 183 176 176 208 174 174 183 284 284 359 176 176 208 284 284 359 162 162 170 13 13 13 16 16 18 236 236 299 13 13 13 236 236 299 178 178 213 180 180 215 93 93 99 236 236 299 180 180 215 236 236 299 202 202 230 182 182 221 181 181 211 186 186 236 182 182 221 186 186 236 175 175 184 184 184 223 287 287 360 197 197 244 184 184 223 197 197 244 185 185 235 184 184 223 181 181 211 183 183 222 184 184 223 183 183 222 287 287 360 189 189 186 288 288 258 283 283 257 189 189 186 283 283 257 190 190 187 289 289 371 188 188 372 287 287 373 289 289 371 287 287 373 183 183 374 188 188 185 289 289 259 288 288 258 188 188 185 288 288 258 189 189 186 187 187 375 197 197 376 287 287 373 187 187 375 287 287 373 188 188 372 191 191 324 194 194 325 206 206 245 191 191 324 206 206 245 205 205 234 197 197 376 193 193 377 192 192 378 197 197 376 192 192 378 198 198 379 192 192 326 191 191 324 205 205 234 192 192 326 205 205 234 198 198 219 190 190 187 283 283 257 206 206 272 190 190 187 206 206 272 194 194 191 195 195 380 193 193 377 197 197 376 195 195 380 197 197 376 187 187 375 195 195 192 190 190 187 194 194 191 195 195 192 194 194 191 193 193 190 199 199 220 198 198 219 205 205 234 199 199 220 205 205 234 204 204 233 199 199 220 204 204 233 203 203 232 199 199 220 203 203 232 196 196 216 180 180 215 201 201 229 203 203 232 180 180 215 203 203 232 94 94 102 207 207 246 210 210 252 46 46 265 207 207 246 46 46 265 208 208 247 207 207 246 51 51 55 212 212 260 207 207 246 212 212 260 209 209 250 211 211 253 47 47 262 210 210 252 211 211 253 210 210 252 209 209 250 156 156 155 213 213 251 132 132 130 156 156 155 132 132 130 157 157 157 133 133 131 214 214 261 157 157 157 133 133 131 157 157 157 132 132 130 215 215 268 206 206 245 283 283 327 215 215 268 283 283 327 216 216 285 283 283 327 220 220 290 219 219 289 283 283 327 219 219 289 216 216 285 290 290 328 217 217 286 216 216 285 290 290 328 216 216 285 219 219 289 291 291 329 292 292 330 263 263 312 291 291 329 263 263 312 264 264 314 290 290 328 291 291 329 264 264 314 290 290 328 264 264 314 217 217 286 293 293 331 218 218 288 220 220 290 293 293 331 220 220 290 292 292 330 290 290 328 219 219 289 218 218 288 290 290 328 218 218 288 293 293 331 291 291 329 290 290 328 293 293 331 291 291 329 293 293 331 292 292 330 71 71 78 99 99 197 222 222 293 71 71 78 222 222 293 223 223 294 294 294 361 98 98 336 47 47 44 294 294 361 47 47 44 211 211 362 295 295 333 294 294 332 211 211 253 295 295 333 211 211 253 212 212 260 295 295 333 212 212 260 223 223 294 295 295 333 223 223 294 222 222 293 296 296 334 221 221 291 99 99 197 296 296 334 99 99 197 98 98 178 221 221 291 296 296 334 295 295 333 221 221 291 295 295 333 222 222 293 294 294 332 295 295 333 296 296 334 294 294 332 296 296 334 98 98 178 70 70 77 223 223 294 212 212 260 70 70 77 212 212 260 249 249 301 224 224 263 48 48 45 107 107 101 224 224 263 107 107 101 225 225 264 182 182 221 177 177 210 164 164 172 182 182 221 164 164 172 183 183 222 228 228 368 289 289 371 183 183 374 228 228 368 183 183 374 164 164 356 227 227 193 229 229 217 283 283 257 227 227 193 283 283 257 288 288 258 227 227 193 288 288 258 289 289 259 227 227 193 289 289 259 228 228 203 230 230 267 231 231 199 202 202 227 230 230 267 202 202 227 38 38 38 178 178 213 237 237 300 89 89 93 178 178 213 89 89 93 179 179 214 84 84 88 57 57 61 179 179 214 84 84 88 179 179 214 89 89 93 49 49 46 224 224 263 226 226 266 49 49 46 226 226 266 1 1 1 239 239 270 2 2 2 1 1 1 239 239 270 1 1 1 226 226 266 242 242 226 220 220 275 283 283 257 242 242 226 283 283 257 243 243 231 242 242 226 241 241 225 292 292 278 242 242 226 292 292 278 220 220 275 241 241 225 297 297 283 263 263 240 241 241 225 263 263 240 292 292 278 240 240 224 280 280 284 297 297 283 240 240 224 297 297 283 241 241 225 244 244 195 285 285 369 125 125 123 244 244 195 125 125 123 259 259 255 244 244 195 246 246 241 286 286 370 244 244 195 286 286 370 285 285 369 246 246 241 297 297 381 280 280 281 246 246 241 280 280 281 286 286 370 261 261 237 263 263 240 297 297 283 261 261 237 297 297 283 246 246 287 261 261 237 246 246 287 245 245 292 261 261 237 245 245 292 260 260 238 245 245 196 244 244 195 259 259 255 245 245 196 259 259 255 260 260 276 134 134 132 213 213 251 161 161 169 134 134 132 161 161 169 135 135 133 161 161 169 168 168 173 248 248 274 161 161 169 248 248 274 135 135 133 247 247 271 168 168 173 9 9 9 247 247 271 9 9 9 279 279 355 248 248 274 247 247 271 279 279 355 248 248 274 279 279 355 135 135 133 74 74 81 250 250 302 54 54 58 74 74 81 54 54 58 35 35 40 52 52 56 250 250 302 69 69 73 52 52 56 69 69 73 249 249 301 214 214 261 127 127 125 121 121 112 214 214 261 121 121 112 173 173 182 215 215 268 95 95 110 96 96 176 215 215 268 96 96 176 206 206 245 201 201 228 231 231 199 200 200 200 201 201 228 200 200 200 203 203 364</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-chasmchainone200" name="chasmchainone200">
<mesh>
<source id="geom-chasmchainone200-positions">
<float_array id="geom-chasmchainone200-positions-array" count="402">-156.4379 -98.03177 7.108861 -155.7086 -88.71294 8.383803 -152.9005 -85.88123 7.938462 -158.5039 -91.03273 8.546632 -153.407 -80.14775 8.534631 -157.4392 -94.5564 8.010636 -152.5037 -74.25793 7.630233 -151.6266 -69.08038 8.199183 -153.4557 -69.97702 8.123115 -151.2054 -64.04282 8.417596 -152.2076 -60.70946 8.064118 -150.8331 -70.05659 -9.476744 -148.2311 -65.40479 -9.720765 -149.5522 -56.51845 3.436612 -148.225 -57.96909 4.781405 -146.3795 -53.26322 -1.909982 -150.2445 -52.31334 0.3398886 -150.4056 -54.26751 1.707094 -148.6656 -53.54607 -5.352277 -147.1477 -53.47666 -4.087777 -141.5188 -55.42941 -7.56205 -149.459 -54.22888 -7.305327 -151.1078 -55.10218 -7.694871 -158.0472 -57.63267 -8.769249 -152.5127 -56.66343 -8.597216 -152.5432 -57.76084 -9.593675 -151.8603 -59.37393 -9.834993 -162.5684 -58.18518 -3.883718 -163.1671 -57.9506 -7.946254 -163.1497 -61.10501 -8.2046 -145.6083 -62.14052 -10.35128 -163.5837 -79.07883 -7.57666 -163.4488 -74.8051 -7.972647 -159.4797 -81.55927 -7.771903 -155.1859 -85.37585 -8.675906 -157.8665 -89.40768 -8.629869 -163.7269 -83.86343 -6.966879 -163.6305 -88.08376 -7.597289 -163.3104 -92.03044 -8.16867 -163.2338 -69.94913 -8.40204 -163.6171 -63.84198 -7.766608 -162.252 -98.30721 -8.480419 -154.7846 -101.3957 -8.727289 -156.2347 -99.04362 -8.918031 -149.8882 -102.7112 -8.192011 -153.8079 -103.5461 -8.213126 -154.0877 -102.9815 -8.44891 -149.5851 -101.3143 -8.674835 -154.1009 -102.1932 -8.590738 -156.1209 -104.0038 -5.752506 -158.4911 -104.4029 -8.066569 -153.9714 -103.8985 -8.023223 -154.6624 -101.3713 0.5280056 -155.371 -99.33279 4.111538 -154.0106 -103.3862 -3.225211 -145.1802 -99.6487 -8.743044 -148.1096 -58.90121 5.693044 -145.7656 -89.51079 -9.69719 -157.7998 -93.20407 -8.789354 -139.8782 -65.71198 -7.942191 -142.6674 -66.12288 -9.786301 -152.0624 -84.42154 -8.888906 -153.1505 -72.23064 -9.194233 -155.1078 -73.7001 -8.865569 -143.6407 -61.02725 -10.63617 -145.0594 -57.16603 -10.9701 -151.6525 -71.07649 -9.443087 -147.7966 -74.52132 -9.561226 -143.2566 -72.46315 -9.683869 -143.5486 -78.07912 -9.694429 -146.3693 -53.22835 -3.193337 -149.0868 -53.69667 -6.521905 -144.5555 -56.3879 -10.45926 -151.6761 -55.84523 -8.095192 -142.7312 -55.56289 -9.322276 -150.7914 -60.24709 -10.0127 -154.9052 -79.08757 -8.462194 -147.086 -95.07239 -9.668746 -160.3728 -101.4331 -8.420027 -152.0732 -96.30121 -9.372888 -157.2352 -97.28229 -9.034849 -144.5975 -83.78772 -9.701523 -147.3504 -58.23298 4.744795 -149.2456 -78.59137 -9.096508 -161.7357 -98.90446 -0.2130346 -148.0493 -101.8754 -3.823724 -143.5528 -87.06229 -9.025832 -159.7664 -64.04059 -9.151264 -142.4776 -77.81317 -1.290646 -158.9699 -72.30116 5.884658 -144.323 -58.64688 2.139354 -155.2396 -62.59185 7.857957 -152.6635 -97.28773 4.203494 -162.6292 -74.04684 -5.518434 -141.7806 -55.61287 -8.765077 -139.0153 -60.94043 -4.069848 -163.6682 -85.05731 -2.742525 -141.166 -57.95514 -10.30601 -144.1238 -96.81662 -6.188603 -147.1378 -72.52614 4.773875 -155.7865 -54.7462 -5.44896 -159.6441 -96.76106 7.169993 -156.3972 -57.80708 3.231595 -154.612 -92.05031 7.589372 -158.6763 -84.98703 6.571261 -160.5755 -84.09085 -0.3602829 -140.9259 -55.85222 -6.965693 -158.6861 -102.9363 -2.196387 -149.4399 -103.1452 -7.80464 -163.1757 -65.2187 -3.381914 -149.6156 -61.21183 7.904149 -147.3834 -93.18793 0.5310936 -143.9929 -75.91519 -0.2627172 -143.1205 -87.26283 -8.715767 -146.7017 -66.21414 4.286539 -152.3991 -53.24228 0.07098484 -138.7354 -61.14562 -8.821477 -161.101 -77.42175 -2.632808 -141.5603 -70.05333 -2.631311 -149.1985 -89.78925 2.502461 -142.5443 -82.6049 -8.84609 -158.0873 -76.02823 6.54098 -159.1279 -58.23677 1.187389 -162.8083 -92.98634 0.5556555 -143.4649 -85.51535 -3.567792 -143.232 -55.42997 -2.244578 -160.4292 -97.26813 4.433673 -141.4669 -73.37553 -8.970175 -161.5031 -67.9819 -0.7355986 -160.9265 -57.97332 -2.37402 -147.7388 -83.74422 3.435491 -158.4471 -61.62559 2.302027 -160.8425 -94.42033 3.842217 -149.5509 -70.36737 5.901982</float_array>
<technique_common>
<accessor source="#geom-chasmchainone200-positions-array" count="134" stride="3">
<param name="X" type="float"/>
<param name="Y" type="float"/>
<param name="Z" type="float"/>
</accessor>
</technique_common>
</source>
<source id="geom-chasmchainone200-normals">
<float_array id="geom-chasmchainone200-normals-array" count="402">0.04199857 0.07839812 0.996037 0.4991804 -0.2048587 0.8419334 0.366887 -0.07692656 0.9270794 -0.7198744 0.1198394 0.6836808 -0.4611431 0.03892149 0.8864717 0.160633 -0.004736765 0.9870028 0.06037976 -0.1821916 0.9814074 -0.6157177 -0.4430368 0.6516211 0.1371076 -0.6668348 0.732484 0.6536567 -0.08825339 0.7516278 0.1837323 -0.0056473 0.98296 0.5716655 -0.07214489 0.8173088 0.3401541 -0.1004024 0.9349945 -0.1296043 -0.05997733 0.9897502 0.2408398 -0.04920887 0.9693166 -0.1017295 0.4733789 0.8749648 -0.4976153 0.2476664 0.8312883 -0.6320695 -0.01788984 0.7747052 -0.047032 -0.01361619 -0.9988006 -0.04587364 -0.08369554 -0.9954349 -0.06598519 -0.04454228 -0.9968259 0.1622244 0.720847 0.673842 0.2526486 0.7442119 0.6183181 0.6742026 0.3552574 0.6474898 0.4404693 0.8276734 0.3477691 0.01759882 0.9586003 0.2842108 0.1477176 0.6048086 0.7825511 0.6400226 0.6386436 0.4272065 0.01984439 0.9892291 -0.1450245 -0.369137 0.908406 0.1963067 0.06979793 0.9730971 -0.2195682 0.5493319 0.8240297 -0.1385982 -0.1440143 0.7815939 -0.6069355 -0.2390708 0.6632776 -0.7091601 -0.3752636 0.8835534 -0.2801975 -0.2616874 0.5886006 -0.7648981 -0.1740687 0.688788 -0.703755 -0.1586171 0.3884499 -0.9077154 -0.1782644 0.007307885 -0.9839554 -0.1491186 0.05935168 -0.9870365 -0.7265236 0.5963922 0.3412914 -0.6806755 0.5841262 -0.4421283 -0.7668013 0.08476517 -0.6362631 -0.06541027 -0.1348636 -0.9887028 -0.1410988 -0.008720577 -0.989957 -0.8304693 -0.02910654 -0.5563035 -0.8338869 -0.01754334 -0.5516564 -0.1082478 0.05080188 -0.992825 -0.0416351 -0.05386933 -0.9976796 -0.103706 0.05769779 -0.992933 -0.8275449 0.0504248 -0.5591303 -0.9467148 -0.00317939 0.3220572 -0.9358199 -0.008928775 0.3523654 -0.8114555 0.0449284 -0.5826848 -0.7608958 -0.04805468 -0.6470923 -0.7593922 -0.0723099 -0.6466025 -0.8748804 0.02688721 -0.4835922 -0.9342788 0.01487671 0.3562327 -0.01699195 -0.1439161 -0.989444 -0.05052718 -0.1032038 -0.993376 0.1362 -0.4635719 -0.8755288 0.08481008 -0.437488 -0.8952159 0.02402733 -0.2705333 -0.9624107 0.06300253 -0.2393774 -0.9688804 0.001097392 -0.1665366 -0.9860348 0.04352945 -0.9852929 0.1652362 -0.3593223 -0.7990529 -0.4820808 0.1363906 -0.8796036 -0.4557358 0.3535618 -0.8648525 -0.3564048 0.1426682 -0.852182 0.5034198 0.5877123 -0.7122109 0.3838619 0.1281693 -0.8289544 0.5444331 0.4291303 0.216905 0.8768121 -0.7714586 -0.4971122 0.3971537 0.6040835 -0.3821864 0.6992972 -0.104136 -0.08111699 -0.9912496 -0.1030578 -0.07911609 -0.9915239 0.09220574 -0.1107064 -0.9895666 -0.03145186 0.2865831 -0.957539 0.5372075 0.2759949 -0.7970163 0.2651668 -0.09828392 -0.9591803 -0.3971852 -0.8518361 0.3414953 0.1394736 -0.9337111 0.3297435 0.6946767 -0.02894757 0.7187393 0.6501613 -0.03955191 0.7587661 -0.06973822 -0.04165484 -0.9966953 0.1675563 -0.0233621 -0.9855857 0.2000132 -0.03618664 -0.9791247 0.8178432 -0.1187322 -0.5630588 -0.4925664 0.5832481 0.6459102 0.7650683 0.6435673 -0.02216886 0.2039746 0.9658124 -0.1600023 0.5377596 0.7466102 -0.3916478 -0.04047615 0.9485242 -0.3141076 0.05090675 0.6329933 -0.7724817 -0.2399018 0.6370112 -0.7325735 0.2356149 0.7885978 -0.567978 -0.6712385 0.6388643 0.3758873 -0.1164933 -0.02023839 -0.9929852 -0.1154674 -0.03105424 -0.9928257 -0.1175783 0.03661261 -0.9923884 -0.0936215 0.04060963 -0.9947793 -0.8615595 -0.443927 0.2462599 -0.6156213 -0.4260664 -0.6629313 -0.7371032 -0.2504848 -0.6276435 -0.080617 -0.02251936 -0.9964908 0.6754726 -0.4783337 -0.5611895 0.1065298 -0.07930933 -0.9911415 0.3317827 0.6113402 0.7184591 0.4725277 -0.1182682 -0.8733443 0.1651386 -0.04181281 -0.9853836 0.161516 -0.02931226 -0.9864346 0.4599852 0.6869773 0.5625618 -0.1076158 -0.02439644 -0.9938931 -0.9191315 0.09824415 0.3815041 -0.9196026 0.01563257 0.3925388 0.9466746 -0.2716258 0.173282 0.8640019 -0.1836233 -0.4688105 0.8749214 -0.08074651 0.4774857 0.9220704 -0.1755273 0.3449294 0.8991624 -0.2292012 -0.3727919 0.9376177 0.111531 0.329293 0.9019508 -0.1137678 0.4165833 0.8853098 0.01414018 -0.4647865 -0.7941349 0.02433764 0.607254 -0.8139508 0.1789913 0.5526719 -0.8944606 0.01056598 0.447022 0.7208525 -0.1306899 0.6806555 0.7131545 -0.1745981 0.6789154 -0.8439605 0.1537583 0.5138959 -0.9061953 0.02987556 0.4218027 0.7434272 -0.1831016 0.6432649 -0.7341839 0.4019501 0.5471838 0.8603543 -0.1098742 -0.4977129</float_array>
<technique_common>
<accessor source="#geom-chasmchainone200-normals-array" count="134" stride="3">
<param name="X" type="float"/>
<param name="Y" type="float"/>
<param name="Z" type="float"/>
</accessor>
</technique_common>
</source>
<source id="geom-chasmchainone200-map1">
<float_array id="geom-chasmchainone200-map1-array" count="666">3.172256 0.7229597 0 3.565719 0.7461278 0 3.528275 0.4524893 0 3.970948 0.5959263 0 0.02278978 0.8676786 0 3.832593 0.8160808 0 3.700808 0.9077287 0 -0.2277878 0.8690171 0 3.552425 0.9913524 0 3.317938 0.9438328 0 4.224996 0.7699095 0 0.1413047 0.9431134 0 0.2798178 0.8659545 0 0.4016624 0.626066 0 4.082391 0.7306886 0 4.105801 0.6147078 0 0.6681774 0.3952461 0 0.8496444 0.698328 0 2.606305 0.9132724 0 2.480333 0.8253655 0 2.880046 0.885241 0 3.065154 0.940032 0 0.749998 0.9126944 0 0.5057313 0.924583 0 0.9221882 0.8045486 0 0.9628893 0.9239372 0 0.9109153 0.9828746 0 1.103977 0.7003148 0 0.7353084 0.4695443 0 0.4784068 0.1098169 0 0.8523875 0.1148946 0 0.9805268 0.3673225 0 5.082324 0.3471107 0 4.896918 0.2685863 0 1.345745 0.3183683 0 0.361151 0.3110104 0 0.04090238 0.4930462 0 -0.2937371 0.3541901 0 2.594621 0.7472807 0 1.905622 0.3716881 0 1.870196 0.444625 0 1.596684 0.3982389 0 1.909444 0.2698542 0 1.970509 0.2182286 0 2.175949 0.2580589 0 2.482301 0.1897441 0 2.4548 0.03060851 0 4.627619 0.3828145 0 4.568877 0.1799278 0 4.608619 0.1744696 0 8.002413 0.2229265 0 2.595991 0.01617754 0 7.998413 0.411706 0 7.943853 0.4357458 0 7.785473 0.1667743 0 2.452683 0.2681518 0 2.453601 0.4262667 0 2.40608 0.5532106 0 2.864534 0.3619132 0 3.260706 0.3384862 0 2.580131 0.4967785 0 5.675624 0.4477912 0 7.884469 0.0488563 0 7.991256 0.04711004 0 7.850033 0.6485844 0 7.738931 0.5577909 0 7.274229 0.03236334 0 5.83781 0.5314468 0 6.274411 0.3657716 0 7.419538 0.0383469 0 2.762252 0.2255695 0 3.347398 0.1120409 0 3.541034 0.1378161 0 3.175503 0.0873457 0 7.189984 0.1715228 0 3.136425 0.1919302 0 3.714758 0.1130447 0 3.877196 0.09222285 0 7.584622 0.04714273 0 2.97806 0.05132377 0 -0.085172 0.2133423 0 1.62167 0.7531977 0 1.514504 0.7745017 0 2.720618 0.04418536 0 7.791276 0.0314412 0 3.907273 0.4436675 0 6.191893 0.4295183 0 6.304479 0.1779757 0 6.351801 0.3212505 0 6.331422 0.3336138 0 6.25014 0.1714807 0 6.301712 0.3371108 0 4.103185 0.8593601 0 7.507246 0.3901646 0 3.982234 0.9481825 0 4.352457 0.3503326 0 1.743139 0.4837008 0 5.979602 0.5127781 0 1.820258 0.6448853 0 1.740275 0.7036611 0 1.598577 0.4315539 0 1.893695 0.1355315 0 1.828792 0.3338001 0 1.589178 0.2092788 0 0.1538027 0.6059498 0 -0.6160423 0.4439053 0 -0.7448729 0.4052296 0 -0.5829917 0.3277477 0 4.137376 0.08585158 0 5.626731 0.3343641 0 4.332305 0.669061 0 4.444949 0.5286247 0 -0.3862477 0.625313 0 -0.2873395 0.7532483 0 -0.4855978 0.4903601 0 -0.41216 0.2638148 0 4.148908 0.4164153 0 5.237118 0.2145712 0 5.123963 0.3736084 0 5.141181 0.05288146 0 5.352878 0.04034688 0 7.457243 0.3229473 0 4.900944 0.05707873 0 4.76285 0.1827085 0 4.42841 0.1198398 0 -0.2253847 0.1471319 0 4.712625 0.1130885 0 4.713624 0.3854222 0 1.280599 0.8770385 0 1.397261 0.8042398 0 4.573189 0.1816679 0 6.004406 0.1019341 0 6.071349 0.2841853 0 6.129788 0.4741066 0 1.297226 0.9676331 0 1.167156 0.9305508 0 3.01593 0.6632667 0 6.169554 0.01332025 0 7.581088 0.4693069 0 5.790475 0.07564403 0 7.546513 0.4416013 0 5.571153 0.05578156 0 7.914315 0.47251 0 7.274124 0.3283486 0 7.111407 0.02525814 0 5.396329 0.2527879 0 5.43908 0.4639663 0 0.2884547 0.1123711 0 5.237346 0.4932341 0 0.1742405 0.01901942 0 5.173742 0.4254001 0 1.340631 0.1809001 0 1.165483 0.1726199 0 1.141991 0.0493967 0 -0.1640947 0.7012007 0 1.36053 0.001466332 0 1.536864 -0.03147391 0 1.479567 0.1066969 0 -0.1036533 0.9451557 0 0.02139628 0.9949129 0 2.814746 0.9536105 0 0.6532266 0.0451352 0 0.8831502 0.0415311 0 1.565932 0.2389517 0 1.786077 0.3993995 0 2.20915 0.7581822 0 1.580193 0.1521004 0 1.881221 0.0724946 0 1.579193 0.01193592 0 1.599085 0.1168818 0 1.865734 0.02560916 0 -0.424795 0.2525295 0 -0.4091327 0.197045 0 -0.5797267 0.3059045 0 -0.0657938 0.01596181 0 0.2904164 0.08978119 0 0.4145292 0.02816257 0 1.467612 0.7585795 0 1.432019 0.6176658 0 2.245477 0.8553944 0 2.133437 0.6480898 0 2.052851 0.5788167 0 2.130131 0.5199586 0 1.872346 0.5375093 0 1.856363 0.4894907 0 1.903723 0.3159624 0 1.672394 0.03886603 0 1.713952 0.0115826 0 1.992227 0.1777785 0 1.628332 0.09958993 0 2.246173 0.07390804 0 2.025353 0.1331965 0 1.74572 0.08509503 0 1.831872 0.07220672 0 1.878506 0.06271587 0 6.835356 0.04443474 0 6.968773 0.03120409 0 3.589025 0.3042631 0 4.286809 0.09513583 0 2.231109 0.8905641 0 2.287366 0.8933501 0 4.495817 0.241391 0 4.540605 0.3739061 0 7.061006 0.3199831 0 7.093359 0.4260467 0 6.924368 0.2296256 0 6.795717 0.2326532 0 6.657543 0.2528171 0 6.597627 0.286121 0 6.516412 0.1447732 0 6.622628 0.08158539 0 6.517579 0.3343006 0 6.415242 0.2068628 0 6.4635 0.3567176 0 6.444125 0.3652188 0 6.43202 0.3589572 0 6.490363 0.3568168 0 7.291131 0.5215788 0 1.557085 0.2073111 0 1.603727 0.1865063 0 1.643412 0.165126 0 1.68711 0.1383139 0</float_array>
<technique_common>
<accessor source="#geom-chasmchainone200-map1-array" count="222" stride="3">
<param name="S" type="float"/>
<param name="T" type="float"/>
<param name="P" type="float"/>
</accessor>
</technique_common>
</source>
<vertices id="geom-chasmchainone200-vertices">
<input semantic="POSITION" source="#geom-chasmchainone200-positions"/>
</vertices>
<triangles material="greyrock" count="264">
<input semantic="VERTEX" source="#geom-chasmchainone200-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-chasmchainone200-normals" offset="1"/>
<input semantic="TEXCOORD" source="#geom-chasmchainone200-map1" offset="2" set="1"/>
<p>1 0 11 103 1 4 2 2 12 104 3 1 3 4 5 1 0 6 104 3 1 1 0 6 2 2 8 104 3 1 2 2 8 4 5 9 5 6 92 3 4 94 101 7 14 5 6 92 101 7 14 0 8 10 99 9 17 6 10 22 4 5 23 133 11 24 7 12 25 6 10 22 7 12 25 8 13 26 6 10 22 9 14 18 10 15 19 91 16 38 6 10 21 121 17 0 4 5 9 11 18 32 12 19 33 67 20 117 13 21 81 14 22 82 90 23 178 15 24 96 16 25 98 17 26 99 15 24 96 17 26 99 125 27 100 18 28 39 115 29 182 19 30 40 18 28 39 19 30 40 20 31 41 21 32 42 22 33 43 100 34 44 23 35 47 24 36 48 25 37 49 87 38 54 23 35 50 25 37 52 87 38 54 25 37 52 26 39 53 27 40 45 28 41 46 29 42 51 87 38 54 29 42 62 28 41 63 30 43 64 12 19 65 87 38 54 33 44 74 31 45 66 32 46 69 34 47 61 79 48 132 35 49 67 31 45 71 36 50 72 93 51 75 31 45 71 93 51 75 32 46 73 123 52 85 37 53 76 38 54 77 87 38 54 39 55 78 40 56 84 40 56 83 39 55 79 109 57 70 42 58 68 43 59 86 79 48 132 44 60 87 45 61 88 46 62 89 44 60 87 46 62 89 47 63 90 79 48 132 48 64 91 42 58 68 49 65 105 50 66 106 51 67 107 49 65 105 51 67 107 108 68 115 52 69 112 85 70 37 53 71 113 110 72 128 10 15 134 9 14 135 126 73 15 53 71 110 0 8 10 53 71 113 92 74 154 0 8 7 87 38 54 62 75 93 63 76 121 64 77 155 65 78 156 97 79 157 64 77 155 97 79 157 60 80 153 27 40 45 29 42 51 40 56 83 87 38 54 40 56 84 29 42 62 107 81 95 52 69 111 53 71 110 107 81 95 50 66 124 49 65 201 107 81 95 49 65 201 54 82 202 0 8 7 103 1 4 5 6 158 103 1 4 1 0 11 3 4 159 103 1 4 3 4 159 5 6 158 112 83 28 4 5 23 2 2 12 114 84 27 9 14 135 7 12 25 7 12 160 9 14 18 91 16 38 7 12 160 91 16 38 8 13 20 121 17 0 6 10 21 8 13 20 11 18 138 66 85 140 87 38 54 67 20 117 66 85 118 11 18 32 67 20 117 68 86 119 69 87 120 12 19 33 60 80 122 68 86 119 12 19 33 68 86 119 67 20 117 12 19 65 11 18 138 87 38 54 69 87 161 68 86 162 127 88 30 127 88 30 68 86 162 60 80 153 13 21 165 102 89 57 10 15 19 13 21 165 10 15 19 14 22 179 13 21 165 17 26 180 102 89 57 125 27 100 17 26 99 13 21 81 102 89 57 17 26 180 16 25 181 15 24 96 106 90 163 70 91 164 16 25 181 15 24 183 70 91 184 16 25 181 70 91 184 115 29 182 19 30 102 70 91 164 106 90 163 19 30 102 106 90 163 20 31 103 19 30 40 115 29 182 70 91 184 18 28 101 20 31 103 94 92 166 18 28 101 94 92 166 71 93 167 18 28 39 71 93 185 100 34 44 72 94 168 97 79 157 65 78 156 72 94 186 65 78 187 73 95 220 72 94 186 73 95 220 22 33 219 100 34 44 22 33 43 73 95 188 21 32 42 100 34 44 71 93 185 74 96 169 21 32 170 71 93 167 74 96 169 71 93 167 94 92 166 97 79 157 72 94 168 74 96 169 21 32 218 74 96 189 72 94 186 21 32 218 72 94 186 22 33 219 23 35 190 28 41 46 129 97 55 24 36 221 73 95 220 65 78 187 24 36 221 65 78 187 25 37 192 24 36 191 23 35 190 100 34 44 24 36 191 100 34 44 73 95 188 26 39 193 25 37 192 65 78 187 26 39 193 65 78 187 75 98 194 28 41 63 23 35 50 87 38 54 26 39 53 75 98 142 87 38 54 60 80 122 12 19 33 30 43 123 60 80 122 30 43 123 64 77 126 30 43 123 75 98 127 65 78 130 30 43 123 65 78 130 64 77 126 87 38 54 75 98 142 30 43 64 33 44 74 32 46 69 39 55 78 31 45 66 33 44 74 36 50 144 33 44 74 38 54 195 37 53 196 33 44 74 37 53 196 36 50 144 34 47 203 33 44 74 76 99 143 34 47 203 76 99 143 61 100 204 35 49 205 33 44 74 34 47 203 35 49 205 58 101 206 38 54 195 35 49 205 38 54 195 33 44 74 79 48 132 58 101 97 35 49 67 79 48 132 34 47 61 61 100 109 32 46 73 93 51 75 39 55 79 123 52 85 36 50 72 37 53 76 84 102 116 78 103 198 50 66 124 84 102 116 41 104 108 78 103 198 80 105 207 43 59 208 78 103 209 80 105 207 78 103 209 41 104 210 43 59 86 80 105 133 79 48 132 42 58 211 50 66 212 78 103 209 42 58 211 78 103 209 43 59 208 44 60 171 47 63 172 55 106 125 44 60 171 55 106 125 108 68 115 50 66 212 46 62 213 45 61 214 50 66 212 45 61 214 51 67 215 45 61 173 44 60 171 108 68 115 45 61 173 108 68 115 51 67 107 79 48 132 77 107 131 55 106 137 79 48 132 55 106 137 47 63 90 48 64 216 46 62 213 50 66 212 48 64 216 50 66 212 42 58 211 48 64 91 79 48 132 47 63 90 48 64 91 47 63 90 46 62 89 108 68 115 54 82 114 49 65 105 85 70 37 52 69 112 54 82 114 56 108 129 10 15 134 110 72 128 86 109 175 55 106 125 77 107 174 77 107 174 57 110 149 86 109 175 86 109 175 81 111 176 69 87 161 86 109 175 57 110 149 81 111 176 82 112 199 14 22 179 10 15 19 82 112 199 10 15 19 56 108 200 90 23 178 82 112 177 56 108 129 82 112 177 90 23 178 14 22 82 84 102 116 38 54 77 41 104 108 58 101 206 80 105 207 41 104 210 58 101 206 41 104 210 38 54 195 79 48 132 80 105 133 58 101 97 79 48 132 57 110 139 77 107 131 79 48 132 81 111 141 57 110 139 79 48 132 83 113 145 69 87 120 79 48 132 69 87 120 81 111 141 61 100 109 76 99 146 83 113 145 61 100 109 83 113 145 79 48 132 63 76 121 83 113 217 76 99 143 63 76 121 76 99 143 87 38 54 67 20 117 69 87 120 83 113 145 67 20 117 83 113 145 63 76 148 67 20 117 63 76 148 62 75 150 67 20 117 62 75 150 66 85 118 62 75 93 87 38 54 66 85 140 52 69 111 107 81 95 54 82 202 96 114 197 93 51 75 36 50 72 132 115 3 3 4 5 104 3 1 85 70 37 92 74 154 53 71 113 86 109 175 98 116 80 55 106 125 86 109 175 69 87 161 127 88 30 98 116 80 86 109 175 113 117 147 87 38 54 33 44 74 39 55 78 33 44 74 87 38 54 76 99 143 114 84 27 110 72 128 9 14 135 88 118 16 124 119 35 113 117 147 121 17 0 8 13 20 91 16 38 93 51 75 109 57 70 39 55 79 59 120 152 95 121 34 118 122 31 116 123 151 20 31 103 106 90 163 102 89 57 16 25 181 115 29 182 89 124 136 131 125 60 128 126 58 130 127 13 119 128 104 124 119 35 119 128 104 130 127 13 2 2 12 105 129 2 132 115 3 104 3 1 117 130 59 89 124 136 128 126 58 97 79 157 74 96 169 94 92 166 116 123 151 94 92 166 20 31 103 99 9 17 95 121 34 90 23 178 15 24 96 125 27 100 106 90 163 84 102 116 123 52 85 38 54 77 105 129 2 123 52 85 132 115 3 116 123 151 95 121 34 59 120 152 60 80 153 116 123 151 59 120 152 98 116 80 111 131 36 85 70 37 98 116 80 85 70 37 55 106 125 99 9 17 4 5 23 112 83 28 99 9 17 118 122 31 95 121 34 115 29 182 129 97 55 122 132 56 23 35 190 129 97 55 100 34 44 132 115 3 123 52 85 84 102 116 126 73 15 107 81 95 53 71 110 91 16 38 10 15 19 102 89 57 131 125 60 89 124 136 91 16 38 119 128 104 103 1 4 0 8 7 119 128 104 2 2 12 103 1 4 104 3 1 121 17 0 105 129 2 121 17 0 104 3 1 4 5 9 93 51 75 96 114 197 105 129 2 117 130 59 105 129 2 89 124 136 106 90 163 95 121 34 116 123 151 106 90 163 125 27 100 95 121 34 84 102 116 50 66 124 107 81 95 84 102 116 107 81 95 126 73 15 85 70 37 108 68 115 55 106 125 85 70 37 54 82 114 108 68 115 27 40 45 40 56 83 109 57 70 128 126 58 131 125 60 129 97 55 56 108 129 110 72 128 90 23 178 114 84 27 90 23 178 110 72 128 119 128 104 111 131 36 124 119 35 111 131 36 92 74 154 85 70 37 112 83 28 2 2 12 130 127 13 59 120 152 118 122 31 88 118 16 86 109 175 120 133 29 113 117 147 120 133 29 88 118 16 113 117 147 133 11 24 6 10 22 99 9 17 114 84 27 99 9 17 90 23 178 115 29 182 100 34 44 129 97 55 18 28 39 100 34 44 115 29 182 97 79 157 94 92 166 116 123 151 116 123 151 60 80 153 97 79 157 93 51 75 105 129 2 117 130 59 93 51 75 117 130 59 128 126 58 118 122 31 99 9 17 112 83 28 118 122 31 112 83 28 88 118 16 119 128 104 92 74 154 111 131 36 119 128 104 0 8 7 92 74 154 86 109 175 127 88 30 120 133 29 127 88 30 88 118 16 120 133 29 121 17 0 91 16 38 89 124 136 105 129 2 121 17 0 89 124 136 115 29 182 122 132 56 102 89 57 131 125 60 91 16 38 102 89 57 105 129 2 96 114 197 123 52 85 123 52 85 96 114 197 36 50 72 124 119 35 98 116 80 113 117 147 111 131 36 98 116 80 124 119 35 13 21 81 90 23 178 125 27 100 125 27 100 90 23 178 95 121 34 0 8 10 101 7 14 126 73 15 3 4 5 132 115 3 101 7 14 59 120 152 88 118 16 127 88 30 59 120 152 127 88 30 60 80 153 128 126 58 27 40 45 109 57 70 93 51 75 128 126 58 109 57 70 27 40 45 128 126 58 129 97 55 27 40 45 129 97 55 28 41 46 130 127 13 124 119 35 88 118 16 112 83 28 130 127 13 88 118 16 102 89 57 122 132 56 131 125 60 129 97 55 131 125 60 122 132 56 101 7 14 132 115 3 126 73 15 84 102 116 126 73 15 132 115 3 133 11 24 114 84 27 7 12 25 133 11 24 99 9 17 114 84 27</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-Col-1" name="Col-1">
<mesh>
<source id="geom-Col-1-positions">
<float_array id="geom-Col-1-positions-array" count="75">3.5024 -7.3375 -8.05435 4.6369 1.0156 -8.84315 5.1936 4.9933 -8.92905 4.4962 -7.0047 8.640249 -0.9441996 -6.298 7.08215 -6.2452 -5.9681 -7.18335 0.9485002 6.7078 7.76375 2.5276 6.5149 8.652349 5.978 6.0468 8.93495 -6.3313 7.2908 -7.21035 -5.783599 7.3375 -2.86375 -0.7087998 2.1448 7.05355 -2.7437 6.7583 -8.53995 -5.9545 1.286901 -7.83505 5.2845 5.6395 -8.93495 6.3313 5.99 8.650049 -5.652999 -5.9647 -4.159451 -5.8964 6.0174 -2.81485 -1.6906 -1.0651 6.45165 1.1125 0.5446 8.14425 2.8529 5.0953 8.803949 4.1724 -6.9555 8.80125 1.65 -6.6252 8.17395 0.9447002 -6.5337 7.96565 0.6004 2.246 7.850349</float_array>
<technique_common>
<accessor source="#geom-Col-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-normals">
<float_array id="geom-Col-1-normals-array" count="414">0.9886178 -0.1395751 -0.0561585 0.9886177 -0.139575 -0.05615849 0.9886177 -0.1395751 -0.05615849 0.9886236 -0.1395695 -0.05606874 0.9886236 -0.1395695 -0.05606874 0.9886236 -0.1395695 -0.05606874 -0.1366122 -0.9902325 0.02787218 -0.1366121 -0.9902324 0.02787218 -0.1366121 -0.9902324 0.02787218 -0.1366232 -0.990231 0.02786883 -0.1366232 -0.990231 0.02786883 -0.1366232 -0.990231 0.02786883 0.136619 0.990233 -0.02781838 0.136619 0.9902329 -0.02781837 0.136619 0.9902329 -0.02781837 0.1366308 0.9902298 -0.02787083 0.1366308 0.9902299 -0.02787083 0.1366308 0.9902298 -0.02787083 -0.8192484 0.2148005 0.5316886 -0.8192484 0.2148006 0.5316886 -0.8192484 0.2148005 0.5316886 0.1365887 0.9902363 -0.02785013 0.1365887 0.9902362 -0.02785013 0.1365887 0.9902363 -0.02785013 -0.3364839 0.07654019 -0.9385735 -0.336484 0.07654019 -0.9385735 -0.336484 0.07654019 -0.9385735 0.1366444 0.9902278 -0.02788136 0.1366444 0.9902277 -0.02788136 0.1366444 0.9902278 -0.02788136 0.9886217 -0.13958 -0.05607601 0.9886218 -0.13958 -0.05607601 0.9886217 -0.13958 -0.05607601 -0.04944268 -0.002163208 -0.9987746 -0.04944267 -0.002163208 -0.9987746 -0.04944267 -0.002163208 -0.9987746 0.136626 0.9902306 -0.02787207 0.136626 0.9902306 -0.02787207 0.136626 0.9902305 -0.02787206 0.1367182 0.9902177 -0.02787535 0.1367182 0.9902177 -0.02787535 0.1367182 0.9902177 -0.02787535 -0.9805049 -0.04147111 0.1920686 -0.9805049 -0.04147111 0.1920686 -0.9805048 -0.04147111 0.1920686 -0.1366285 -0.9902302 0.02787082 -0.1366286 -0.9902302 0.02787082 -0.1366285 -0.9902301 0.02787082 -0.9217308 0.02701 0.3868887 -0.9217308 0.02701 0.3868887 -0.9217308 0.02701001 0.3868887 0.9401868 -0.2427568 -0.2389935 0.9401867 -0.2427568 -0.2389935 0.9401868 -0.2427568 -0.2389935 -0.1005214 -0.08501803 -0.9912958 -0.1005214 -0.08501803 -0.9912958 -0.1005214 -0.08501803 -0.9912959 -0.8834144 -0.00669084 -0.4685447 -0.8834145 -0.006690841 -0.4685447 -0.8834144 -0.006690841 -0.4685447 -0.3806258 0.01152466 0.9246573 -0.3806258 0.01152466 0.9246573 -0.3806258 0.01152466 0.9246573 -0.06912779 0.09025757 0.9935164 -0.06912778 0.09025757 0.9935164 -0.06912779 0.09025758 0.9935164 0.615816 -0.09356132 0.7823151 0.615816 -0.09356131 0.7823151 0.615816 -0.09356131 0.7823151 0.4367459 -0.06235367 0.8974214 0.4367459 -0.06235366 0.8974213 0.4367459 -0.06235367 0.8974214 0.9886235 -0.1395703 -0.05606892 0.9886235 -0.1395703 -0.05606892 0.9886235 -0.1395703 -0.05606892 -0.1368551 -0.990183 0.0284315 -0.1368551 -0.990183 0.0284315 -0.1368551 -0.9901829 0.0284315 -0.1365838 -0.9902392 0.0277702 -0.1365838 -0.9902391 0.0277702 -0.1365838 -0.9902392 0.0277702 -0.04046683 -0.004654682 0.9991701 -0.04046683 -0.004654682 0.9991701 -0.04046683 -0.004654682 0.9991701 -0.2445805 -0.02699737 0.9692531 -0.2445805 -0.02699737 0.9692531 -0.2445805 -0.02699737 0.9692531 -0.1366004 -0.990234 0.02787529 -0.1366004 -0.990234 0.02787529 -0.1366004 -0.990234 0.02787529 -0.09648995 -0.08057785 -0.992067 -0.09648995 -0.08057785 -0.992067 -0.09648997 -0.08057786 -0.992067 -0.09632289 -0.07137893 -0.9927875 -0.09632289 -0.07137893 -0.9927875 -0.09632288 -0.07137892 -0.9927874 -0.05212305 -0.01426902 -0.9985387 -0.05212305 -0.01426902 -0.9985387 -0.05212305 -0.01426902 -0.9985387 -0.9255711 -0.0607341 0.3736705 -0.925571 -0.06073409 0.3736705 -0.925571 -0.06073409 0.3736705 -0.8782206 0.09242458 0.4692402 -0.8782206 0.09242457 0.4692402 -0.8782206 0.09242457 0.4692402 -0.9883329 0.08902933 0.1235801 -0.9883328 0.08902933 0.1235801 -0.9883329 0.08902933 0.1235801 -0.9952976 -0.00626642 0.09666149 -0.9952976 -0.00626642 0.09666148 -0.9952976 -0.006266421 0.09666149 -0.4320431 0.02568363 0.9014872 -0.4320431 0.02568363 0.9014872 -0.4320431 0.02568364 0.9014872 -0.4845866 0.05475109 0.8730282 -0.4845866 0.05475109 0.8730282 -0.4845866 0.05475108 0.8730281 -0.5027022 0.01694397 0.8642936 -0.5027022 0.01694397 0.8642936 -0.5027022 0.01694397 0.8642936 -0.5193853 -0.00872261 0.8544956 -0.5193853 -0.00872261 0.8544957 -0.5193853 -0.00872261 0.8544957 -0.5222703 0.05726073 0.8508554 -0.5222703 0.05726073 0.8508555 -0.5222703 0.05726072 0.8508554 -0.8419039 0.1609267 0.5150734 -0.8419038 0.1609267 0.5150734 -0.8419038 0.1609267 0.5150734 -0.3165523 -0.01642667 0.9484328 -0.3165523 -0.01642667 0.9484328 -0.3165523 -0.01642667 0.9484327 -0.42495 -0.01276427 0.9051268 -0.4249501 -0.01276427 0.9051268 -0.4249501 -0.01276427 0.9051268 -0.2858156 -0.02216198 0.9580283 -0.2858156 -0.02216198 0.9580283 -0.2858156 -0.02216198 0.9580284</float_array>
<technique_common>
<accessor source="#geom-Col-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-vertices">
<input semantic="POSITION" source="#geom-Col-1-positions"/>
</vertices>
<triangles material="greyrock" count="46">
<input semantic="VERTEX" source="#geom-Col-1-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-Col-1-normals" offset="1"/>
<p>0 0 1 1 2 2 0 3 2 4 3 5 0 6 3 7 4 8 0 9 4 10 5 11 6 12 7 13 8 14 6 15 8 16 9 17 10 18 11 19 6 20 10 21 6 22 9 23 12 24 13 25 9 26 12 27 9 28 8 29 14 30 3 31 2 32 14 33 2 34 12 35 14 36 12 37 8 38 14 39 8 40 15 41 16 42 17 43 5 44 16 45 5 46 4 47 16 48 4 49 11 50 16 51 11 52 18 53 13 54 0 55 5 56 13 57 5 58 9 59 7 60 19 61 20 62 7 63 20 64 8 65 15 66 8 67 21 68 15 69 21 70 3 71 15 72 3 73 14 74 22 75 23 76 4 77 22 78 4 79 3 80 21 81 8 82 20 83 21 84 20 85 22 86 21 87 22 88 3 89 1 90 0 91 13 92 1 93 13 94 12 95 1 96 12 97 2 98 17 99 16 100 18 101 17 102 18 103 10 104 17 105 10 106 9 107 17 108 9 109 5 110 24 111 19 112 7 113 24 114 7 115 6 116 11 117 4 118 19 119 11 120 19 121 24 122 11 123 24 124 6 125 11 126 10 127 18 128 23 129 20 130 19 131 23 132 19 133 4 134 23 135 22 136 20 137</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-Col-2" name="Col-2">
<mesh>
<source id="geom-Col-2-positions">
<float_array id="geom-Col-2-positions-array" count="72">4.5068 5.70855 -8.478001 4.69 -7.19955 5.964 3.0417 -7.01385 -8.7571 -6.0815 7.19615 -7.5279 -6 -5.99515 -7.7095 -4.886001 -6.12065 -8.0091 1.3154 -6.81935 8.3653 -0.7804999 6.86625 6.737599 6.2839 5.89915 7.005099 3.0085 -7.01015 7.8481 -5.6611 -6.03335 -0.2240005 5.535 -1.07715 7.3329 -1.0632 -6.55135 8.7426 1.1084 6.63055 7.621099 1.7344 -4.31265 8.606299 4.336 6.20875 8.4567 5.5964 6.01715 7.83 -6.2252 -0.6570501 -2.520101 -6.1836 -4.21695 -5.2356 -5.4893 7.19955 -4.504001 -6.2839 0.53685 -6.744401 4.5425 -1.48095 8.160899 4.0361 4.25255 8.7571 -6.1875 -3.68345 -7.3748</float_array>
<technique_common>
<accessor source="#geom-Col-2-positions-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-Col-2-normals">
<float_array id="geom-Col-2-normals-array" count="396">0.9874637 -0.1112591 -0.1119683 0.9874637 -0.1112591 -0.1119683 0.9874637 -0.1112591 -0.1119683 -0.08491863 0.03162654 -0.9958859 -0.08491863 0.03162654 -0.9958858 -0.08491863 0.03162654 -0.9958858 -0.1119658 -0.9937121 -6.43826e-5 -0.1119658 -0.993712 -6.43826e-5 -0.1119658 -0.9937121 -6.43826e-5 -0.1119584 -0.9937129 1.88907e-7 -0.1119584 -0.9937128 1.88907e-7 -0.1119584 -0.9937128 1.88907e-7 0.1366158 0.9902319 -0.02787026 0.1366158 0.990232 -0.02787027 0.1366158 0.990232 -0.02787027 0.1366216 0.9902312 -0.02786822 0.1366216 0.9902312 -0.02786821 0.1366216 0.9902313 -0.02786822 -0.1120047 -0.9937077 -6.79138e-5 -0.1120047 -0.9937077 -6.79138e-5 -0.1120047 -0.9937077 -6.79138e-5 -0.1119567 -0.993713 3.63314e-7 -0.1119567 -0.9937131 3.63314e-7 -0.1119568 -0.9937131 3.63314e-7 -0.1119524 -0.9937136 -2.62148e-6 -0.1119524 -0.9937136 -2.62148e-6 -0.1119523 -0.9937136 -2.62148e-6 0.9874682 -0.111263 -0.1119251 0.9874682 -0.111263 -0.1119251 0.9874682 -0.111263 -0.1119251 0.9874637 -0.111259 -0.1119683 0.9874637 -0.111259 -0.1119683 0.9874637 -0.111259 -0.1119683 -0.404547 0.1434879 0.9031904 -0.404547 0.1434879 0.9031904 -0.404547 0.1434879 0.9031904 -0.8843929 0.08715268 0.4585344 -0.8843929 0.08715268 0.4585344 -0.8843928 0.08715268 0.4585344 -0.1119619 -0.9937125 5.24941e-6 -0.1119619 -0.9937125 5.24941e-6 -0.1119619 -0.9937125 5.24941e-6 0.1425478 -0.1183052 0.9826922 0.1425479 -0.1183052 0.9826922 0.1425479 -0.1183052 0.9826922 0.1367785 0.9902157 -0.02765217 0.1367785 0.9902156 -0.02765217 0.1367785 0.9902157 -0.02765217 0.1366159 0.9902319 -0.02787371 0.1366159 0.9902319 -0.02787371 0.1366159 0.9902319 -0.02787371 -0.9944237 -0.07105946 0.07792202 -0.9944239 -0.07105947 0.07792203 -0.9944239 -0.07105947 0.07792203 -0.8902762 0.09665839 0.4450454 -0.8902762 0.09665839 0.4450454 -0.8902763 0.0966584 0.4450454 -0.9050391 0.1818604 0.3844881 -0.905039 0.1818604 0.3844881 -0.905039 0.1818604 0.3844881 0.1366278 0.9902303 -0.02787051 0.1366278 0.9902303 -0.02787051 0.1366278 0.9902303 -0.02787051 -0.9800228 0.05236075 0.1918687 -0.9800228 0.05236075 0.1918687 -0.9800228 0.05236075 0.1918687 -0.9936411 0.1039781 0.04319455 -0.9936412 0.1039781 0.04319455 -0.9936411 0.1039781 0.04319454 0.6534393 -0.05853832 0.754712 0.6534393 -0.05853832 0.754712 0.6534393 -0.05853832 0.754712 0.6767054 -0.2273584 0.70027 0.6767053 -0.2273583 0.70027 0.6767052 -0.2273583 0.70027 0.7108636 -0.2454792 0.6591001 0.7108635 -0.2454792 0.6591001 0.7108636 -0.2454793 0.6591002 0.7635048 -0.05171425 0.6437283 0.7635048 -0.05171425 0.6437283 0.7635048 -0.05171425 0.6437283 0.4523896 0.06720646 0.8892846 0.4523895 0.06720645 0.8892846 0.4523896 0.06720646 0.8892846 0.5428802 -0.03928371 0.8388908 0.5428802 -0.03928372 0.8388909 0.5428802 -0.03928372 0.8388909 -0.2686278 0.1255071 0.9550326 -0.2686278 0.1255071 0.9550325 -0.2686278 0.1255071 0.9550325 -0.2241855 0.1814079 0.9575135 -0.2241855 0.1814079 0.9575135 -0.2241855 0.1814079 0.9575134 0.1366547 0.9902232 -0.02799243 0.1366547 0.9902232 -0.02799243 0.1366547 0.9902232 -0.02799243 -0.2584649 0.01170102 -0.9659498 -0.2584649 0.01170102 -0.9659498 -0.2584649 0.01170102 -0.9659497 -0.09079185 0.02782078 -0.9954812 -0.09079185 0.02782078 -0.9954812 -0.09079185 0.02782078 -0.9954812 -0.9997941 -0.01832921 0.008712741 -0.9997941 -0.01832921 0.008712741 -0.999794 -0.01832921 0.008712741 -0.9997449 -0.02227851 -0.003733637 -0.9997448 -0.02227851 -0.003733637 -0.9997448 -0.02227851 -0.003733637 0.2751718 -0.1374761 0.951515 0.2751718 -0.1374762 0.951515 0.2751718 -0.1374762 0.951515 0.2843156 -0.1325958 0.9495173 0.2843156 -0.1325958 0.9495173 0.2843156 -0.1325957 0.9495172 0.2343872 -0.08004382 0.9688424 0.2343872 -0.0800438 0.9688424 0.2343872 -0.08004381 0.9688424 0.07970091 -0.03895457 0.9960574 0.0797009 -0.03895457 0.9960573 0.07970091 -0.03895457 0.9960574 -0.8680623 0.001471336 -0.4964532 -0.8680622 0.001471336 -0.4964532 -0.8680622 0.001471336 -0.4964532 -0.9967738 -0.07828385 -0.01770635 -0.9967738 -0.07828385 -0.01770635 -0.9967739 -0.07828386 -0.01770636 -0.9806778 0.006803468 -0.1955113 -0.9806779 0.006803469 -0.1955113 -0.9806778 0.006803468 -0.1955113 -0.9857021 -0.1627058 0.04379649 -0.9857022 -0.1627058 0.0437965 -0.9857022 -0.1627058 0.04379649</float_array>
<technique_common>
<accessor source="#geom-Col-2-normals-array" count="132" 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-vertices">
<input semantic="POSITION" source="#geom-Col-2-positions"/>
</vertices>
<triangles material="greyrock_1" count="44">
<input semantic="VERTEX" source="#geom-Col-2-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-Col-2-normals" offset="1"/>
<p>0 0 1 1 2 2 0 3 2 4 3 5 4 6 5 7 2 8 4 9 2 10 6 11 7 12 8 13 0 14 7 15 0 16 3 17 1 18 9 19 6 20 1 21 6 22 2 23 10 24 4 25 6 26 8 27 11 28 1 29 8 30 1 31 0 32 12 33 13 34 7 35 12 36 7 37 10 38 12 39 10 40 6 41 12 42 6 43 14 44 15 45 16 46 8 47 15 48 8 49 7 50 17 51 18 52 10 53 17 54 10 55 7 56 19 57 17 58 7 59 19 60 7 61 3 62 19 63 3 64 20 65 19 66 20 67 17 68 11 69 16 70 21 71 11 72 21 73 9 74 11 75 9 76 1 77 16 78 11 79 8 80 16 81 15 82 22 83 16 84 22 85 21 86 13 87 12 88 22 89 13 90 22 91 15 92 13 93 15 94 7 95 5 96 4 97 3 98 5 99 3 100 2 101 18 102 17 103 20 104 18 105 20 106 23 107 14 108 6 109 9 110 14 111 9 112 21 113 14 114 21 115 22 116 14 117 22 118 12 119 23 120 3 121 4 122 23 123 4 124 18 125 23 126 20 127 3 128 10 129 18 130 4 131</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-Col-3" name="Col-3">
<mesh>
<source id="geom-Col-3-positions">
<float_array id="geom-Col-3-positions-array" count="75">8.35795 -2.2495 -8.17495 4.09825 -5.746 -7.23655 -4.95295 -7.0037 -7.49845 6.45215 2.326799 -9.10065 9.90485 4.7717 -6.78045 7.10745 5.086901 -9.11475 -9.90485 7.0037 -7.36385 6.63465 5.140201 0.6139507 -2.89975 -0.6325989 7.67695 -0.8963501 5.9887 8.19375 -4.96575 6.366401 9.11475 -6.10595 0.6380997 7.738151 5.48895 -4.4762 -3.25565 0.8747498 0.1114006 4.77165 -0.4724503 -5.987 -2.65705 -9.56595 6.9656 0.1216502 9.61605 4.8043 -8.23785 -9.27015 4.4128 1.123751 9.414351 0.5825996 -5.62045 -8.71385 -0.907999 -7.91225 -5.14795 -5.5371 -1.62825 -8.19765 -1.505301 0.3550501 -7.09505 -3.891399 -6.00405 9.70875 4.7938 -4.67875 6.15475 4.2113 1.09925</float_array>
<technique_common>
<accessor source="#geom-Col-3-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-3-normals">
<float_array id="geom-Col-3-normals-array" count="414">0.07467017 -0.3423374 -0.9366053 0.07467016 -0.3423373 -0.9366053 0.07467017 -0.3423373 -0.9366053 0.01830466 -0.1909036 -0.981438 0.01830466 -0.1909036 -0.9814381 0.01830466 -0.1909036 -0.9814381 0.1119635 0.9937123 5.25782e-6 0.1119635 0.9937123 5.25782e-6 0.1119635 0.9937124 5.25782e-6 0.1119638 0.9937123 -5.36462e-6 0.1119638 0.9937123 -5.36462e-6 0.1119638 0.9937122 -5.36462e-6 0.2064192 -0.1380622 0.9686743 0.2064192 -0.1380622 0.9686744 0.2064193 -0.1380622 0.9686744 -0.06868377 -0.2201656 0.9730414 -0.06868377 -0.2201656 0.9730414 -0.06868377 -0.2201656 0.9730414 0.5850249 -0.5120583 0.6289214 0.585025 -0.5120583 0.6289214 0.5850249 -0.5120583 0.6289214 0.2599868 -0.8310642 0.4916698 0.2599868 -0.8310642 0.4916698 0.2599868 -0.8310642 0.4916698 0.1119661 0.9937119 6.94812e-6 0.1119661 0.993712 6.94812e-6 0.1119661 0.993712 6.94812e-6 0.1119666 0.9937119 -1.13312e-5 0.1119666 0.9937119 -1.13312e-5 0.1119666 0.993712 -1.13312e-5 0.3226296 -0.06596337 -0.944224 0.3226296 -0.06596337 -0.944224 0.3226296 -0.06596337 -0.944224 0.287932 -0.07323834 -0.9548462 0.287932 -0.07323834 -0.9548462 0.287932 -0.07323834 -0.9548461 -0.6535109 0.2097654 0.7272702 -0.6535108 0.2097654 0.7272702 -0.6535108 0.2097654 0.7272702 0.03229977 0.9667329 -0.2537407 0.03229977 0.9667329 -0.2537406 0.03229977 0.9667329 -0.2537406 0.6236503 -0.6388941 0.450416 0.6236503 -0.6388941 0.4504161 0.6236503 -0.6388941 0.4504161 0.7724447 -0.631382 -0.06845424 0.7724446 -0.631382 -0.06845423 0.7724447 -0.631382 -0.06845423 0.2599409 -0.9425488 0.2098392 0.2599409 -0.9425488 0.2098392 0.2599409 -0.9425488 0.2098392 0.1348164 -0.9874223 0.08259355 0.1348164 -0.9874223 0.08259355 0.1348164 -0.9874223 0.08259355 -0.9881871 -0.1506919 0.0278965 -0.9881871 -0.1506919 0.0278965 -0.9881871 -0.1506919 0.0278965 -0.0961585 0.05441531 -0.9938775 -0.0961585 0.05441532 -0.9938776 -0.0961585 0.05441532 -0.9938775 -0.08111514 0.01416708 -0.9966041 -0.08111513 0.01416708 -0.996604 -0.08111514 0.01416708 -0.9966041 -0.05606776 -0.1020148 -0.9932016 -0.05606776 -0.1020148 -0.9932016 -0.05606776 -0.1020148 -0.9932015 -0.3106204 -0.8078734 0.5008546 -0.3106204 -0.8078735 0.5008547 -0.3106204 -0.8078735 0.5008547 -0.6406766 -0.6695146 0.3758774 -0.6406766 -0.6695145 0.3758774 -0.6406766 -0.6695145 0.3758774 -0.7679307 -0.6320328 0.1040041 -0.7679307 -0.6320328 0.1040041 -0.7679307 -0.6320328 0.1040041 -0.7884786 -0.6023705 0.124303 -0.7884786 -0.6023705 0.124303 -0.7884786 -0.6023705 0.124303 -0.04029525 -0.9697055 0.240931 -0.04029524 -0.9697053 0.2409309 -0.04029524 -0.9697054 0.2409309 0.01662017 -0.8861713 0.4630597 0.01662017 -0.8861713 0.4630596 0.01662017 -0.8861713 0.4630597 0.1119278 0.9937164 4.85638e-5 0.1119278 0.9937164 4.85638e-5 0.1119278 0.9937164 4.85638e-5 0.9663944 -0.167219 -0.1952424 0.9663945 -0.167219 -0.1952424 0.9663944 -0.167219 -0.1952424 0.9630716 -0.1736064 -0.205801 0.9630715 -0.1736064 -0.205801 0.9630715 -0.1736064 -0.205801 0.9915269 -0.09021642 0.09346362 0.9915268 -0.09021641 0.09346361 0.9915268 -0.09021641 0.09346361 0.1119718 0.9937114 -1.79805e-6 0.1119718 0.9937114 -1.79805e-6 0.1119718 0.9937114 -1.79805e-6 0.8464559 -0.1744867 0.5030574 0.8464559 -0.1744867 0.5030574 0.8464559 -0.1744867 0.5030574 0.8467417 -0.1717874 0.5035053 0.8467417 -0.1717874 0.5035053 0.8467417 -0.1717874 0.5035053 0.6649591 -0.2159237 0.714987 0.6649591 -0.2159237 0.714987 0.6649591 -0.2159237 0.714987 0.6211929 -0.2460267 0.7440364 0.6211929 -0.2460267 0.7440364 0.6211929 -0.2460267 0.7440364 -0.994217 -0.09772845 0.0445149 -0.994217 -0.09772844 0.0445149 -0.994217 -0.09772844 0.0445149 -0.9076546 -0.3837176 0.1700704 -0.9076546 -0.3837176 0.1700704 -0.9076546 -0.3837176 0.1700704 -0.9805299 -0.1635851 -0.1086321 -0.98053 -0.1635851 -0.1086321 -0.98053 -0.1635851 -0.1086321 -0.9232419 -0.2091754 0.3222889 -0.9232419 -0.2091754 0.3222888 -0.9232419 -0.2091754 0.3222888 -0.8851049 0.06544795 0.4607666 -0.8851049 0.06544795 0.4607666 -0.8851049 0.06544795 0.4607666 0.7048116 -0.3603329 0.6110654 0.7048116 -0.3603329 0.6110654 0.7048116 -0.3603328 0.6110654 0.7639616 -0.3350002 0.5514867 0.7639616 -0.3350002 0.5514867 0.7639616 -0.3350002 0.5514867 0.7094775 0.001641489 0.7047262 0.7094775 0.001641489 0.7047262 0.7094775 0.001641489 0.7047262 -0.8425834 -0.5272942 -0.1096088 -0.8425833 -0.5272942 -0.1096088 -0.8425834 -0.5272943 -0.1096088</float_array>
<technique_common>
<accessor source="#geom-Col-3-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-3-vertices">
<input semantic="POSITION" source="#geom-Col-3-positions"/>
</vertices>
<triangles material="greyrock_1" count="46">
<input semantic="VERTEX" source="#geom-Col-3-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-Col-3-normals" offset="1"/>
<p>0 0 1 1 2 2 0 3 2 4 3 5 4 6 5 7 6 8 4 9 6 10 7 11 8 12 9 13 10 14 8 15 10 16 11 17 12 18 13 19 8 20 12 21 8 22 14 23 15 24 9 25 7 26 15 27 7 28 6 29 5 30 16 31 0 32 5 33 0 34 3 35 9 36 15 37 17 38 9 39 17 40 10 41 1 42 0 43 18 44 1 45 18 46 12 47 1 48 12 49 14 50 1 51 14 52 2 53 19 54 17 55 6 56 19 57 6 58 5 59 19 60 5 61 3 62 19 63 3 64 2 65 20 66 8 67 11 68 20 69 11 70 21 71 20 72 21 73 22 74 20 75 22 76 2 77 20 78 2 79 14 80 20 81 14 82 8 83 16 84 5 85 4 86 16 87 4 88 18 89 16 90 18 91 0 92 23 93 18 94 4 95 23 96 4 97 7 98 23 99 7 100 24 101 23 102 24 103 18 104 13 105 24 106 9 107 13 108 9 109 8 110 17 111 15 112 6 113 17 114 19 115 22 116 17 117 22 118 21 119 17 120 21 121 11 122 17 123 11 124 10 125 24 126 13 127 12 128 24 129 12 130 18 131 24 132 7 133 9 134 22 135 19 136 2 137</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-Col-4" name="Col-4">
<mesh>
<source id="geom-Col-4-positions">
<float_array id="geom-Col-4-positions-array" count="75">10.4754 -7.225801 -1.85005 -5.1578 -4.7783 8.47295 -12.4376 -4.1953 -6.50115 8.435101 -7.1314 -8.49785 12.4376 -1.3957 -7.54525 9.963 2.540699 -8.64535 9.654201 4.320601 -6.28585 12.1577 -1.1905 -2.79365 3.9094 -0.1075001 7.08995 1.5575 -1.461901 9.180349 -1.0345 -0.9594994 9.340349 0.9285003 7.4366 1.61615 -7.9549 1.513201 2.46365 -11.3954 1.5648 -2.60745 -0.1282997 -5.439301 9.64415 -0.03239965 -4.2929 9.69385 10.9782 -7.4366 -6.87245 10.7868 -0.3642006 -9.00235 2.0862 6.053299 -5.24565 -11.9941 1.7994 -6.67005 8.4418 4.187099 -8.04605 6.1136 2.5839 -9.69385 7.941 4.32 -0.9683499 -11.8899 -4.148601 -2.15455 -8.849999 -4.7278 -7.83075</float_array>
<technique_common>
<accessor source="#geom-Col-4-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-4-normals">
<float_array id="geom-Col-4-normals-array" count="414">-0.1366261 -0.9902307 0.02786852 -0.1366261 -0.9902307 0.02786852 -0.1366261 -0.9902306 0.02786852 -0.1366266 -0.9902304 0.02787101 -0.1366266 -0.9902305 0.02787101 -0.1366266 -0.9902305 0.02787101 0.8505642 0.467298 -0.2411911 0.8505642 0.467298 -0.2411912 0.8505642 0.467298 -0.2411912 0.9015148 0.4313728 0.03447593 0.9015148 0.4313728 0.03447593 0.9015148 0.4313728 0.03447593 0.711504 -0.1924633 0.6758105 0.711504 -0.1924633 0.6758106 0.711504 -0.1924633 0.6758106 0.7570921 -0.1103598 0.6439194 0.7570921 -0.1103598 0.6439194 0.7570921 -0.1103598 0.6439194 0.1710112 0.6451207 0.7446976 0.1710112 0.6451207 0.7446976 0.1710112 0.6451206 0.7446976 -0.3875543 0.6715731 0.6314992 -0.3875543 0.6715731 0.6314992 -0.3875543 0.6715731 0.6314992 -0.6553811 -0.6150551 0.4383866 -0.655381 -0.6150551 0.4383866 -0.655381 -0.6150551 0.4383866 -0.597414 0.5032275 0.6243865 -0.597414 0.5032275 0.6243865 -0.597414 0.5032275 0.6243865 -0.2241642 0.02072964 0.9743308 -0.2241642 0.02072965 0.9743308 -0.2241642 0.02072965 0.9743309 -0.3623431 -0.01009333 0.9319902 -0.362343 -0.01009333 0.9319901 -0.362343 -0.01009333 0.9319901 0.9619581 -0.2514329 0.1068562 0.9619581 -0.2514329 0.1068562 0.9619581 -0.2514329 0.1068562 -0.1366575 -0.990226 0.02788058 -0.1366575 -0.9902259 0.02788058 -0.1366575 -0.9902259 0.02788058 0.5622575 -0.2244779 -0.7959122 0.5622575 -0.2244779 -0.7959121 0.5622575 -0.2244779 -0.7959121 0.9715281 -0.2272413 0.06704273 0.971528 -0.2272413 0.06704273 0.971528 -0.2272413 0.06704273 -0.2596131 0.9372464 -0.2327448 -0.2596131 0.9372464 -0.2327448 -0.2596131 0.9372464 -0.2327448 0.1991408 0.9666108 -0.161265 0.1991408 0.9666109 -0.161265 0.1991408 0.9666108 -0.161265 -0.06313159 0.7584242 -0.6486965 -0.06313159 0.7584242 -0.6486965 -0.06313159 0.7584242 -0.6486965 -0.1455707 0.7118879 -0.6870406 -0.1455706 0.7118879 -0.6870406 -0.1455706 0.7118878 -0.6870406 0.8064965 0.5310519 0.2598983 0.8064966 0.531052 0.2598983 0.8064966 0.531052 0.2598983 0.4456568 0.883598 0.1436822 0.4456568 0.883598 0.1436823 0.4456568 0.883598 0.1436822 0.4961621 0.5824217 0.6439007 0.4961621 0.5824217 0.6439007 0.4961621 0.5824217 0.6439007 -0.1411918 0.8957592 0.4215214 -0.1411919 0.8957592 0.4215214 -0.1411919 0.8957593 0.4215214 0.7324425 0.3714846 0.5705499 0.7324424 0.3714846 0.5705499 0.7324425 0.3714846 0.57055 -0.989335 0.07668222 0.123839 -0.989335 0.07668222 0.123839 -0.989335 0.07668222 0.123839 -0.1365887 -0.9902363 0.02785011 -0.1365887 -0.9902363 0.02785011 -0.1365887 -0.9902362 0.02785011 -0.1366292 -0.9902303 0.02786377 -0.1366292 -0.9902303 0.02786377 -0.1366292 -0.9902303 0.02786377 0.7003178 -0.2175465 0.6798739 0.7003178 -0.2175465 0.6798739 0.7003178 -0.2175465 0.6798739 -0.4599268 0.8800014 0.1185956 -0.4599269 0.8800014 0.1185956 -0.4599268 0.8800014 0.1185956 -0.9838173 0.09708738 0.1505902 -0.9838174 0.09708738 0.1505902 -0.9838173 0.09708738 0.1505902 -0.8360856 0.1148869 0.5364344 -0.8360857 0.1148869 0.5364344 -0.8360856 0.1148869 0.5364344 -0.4975309 0.7956076 0.3456465 -0.4975309 0.7956076 0.3456465 -0.4975309 0.7956076 0.3456465 -0.1366188 -0.9902293 0.02795104 -0.1366188 -0.9902293 0.02795104 -0.1366188 -0.9902292 0.02795104 -0.3476032 -7.01454e-4 -0.9376414 -0.3476032 -7.01454e-4 -0.9376414 -0.3476032 -7.01455e-4 -0.9376415 -0.1679302 0.09361696 -0.9813437 -0.1679302 0.09361695 -0.9813436 -0.1679302 0.09361695 -0.9813436 -0.05700207 -0.13539 -0.9891512 -0.05700208 -0.13539 -0.9891514 -0.05700207 -0.13539 -0.9891513 0.2599997 0.1900807 -0.9467151 0.2599997 0.1900807 -0.9467152 0.2599997 0.1900807 -0.9467151 0.7280225 0.2831874 -0.6243302 0.7280225 0.2831874 -0.6243302 0.7280225 0.2831874 -0.6243302 0.5029015 -0.2367389 -0.8312911 0.5029015 -0.2367389 -0.8312911 0.5029015 -0.2367389 -0.8312911 0.08207437 -0.1024278 -0.9913487 0.08207436 -0.1024278 -0.9913487 0.08207437 -0.1024278 -0.9913487 0.08629654 0.1306823 0.9876614 0.08629654 0.1306823 0.9876614 0.08629654 0.1306823 0.9876614 0.4243313 -0.07461949 0.9024273 0.4243313 -0.07461949 0.9024273 0.4243312 -0.07461949 0.9024272 0.1916157 0.9598684 -0.2047827 0.1916157 0.9598684 -0.2047827 0.1916157 0.9598684 -0.2047827 0.5708819 0.6896414 -0.4455206 0.5708819 0.6896414 -0.4455206 0.5708819 0.6896414 -0.4455206 0.2308005 0.5139798 -0.8261695 0.2308005 0.5139798 -0.8261694 0.2308005 0.5139798 -0.8261694</float_array>
<technique_common>
<accessor source="#geom-Col-4-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-4-vertices">
<input semantic="POSITION" source="#geom-Col-4-positions"/>
</vertices>
<triangles material="greyrock_1" count="46">
<input semantic="VERTEX" source="#geom-Col-4-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-Col-4-normals" offset="1"/>
<p>0 0 1 1 2 2 0 3 2 4 3 5 4 6 5 7 6 8 4 9 6 10 7 11 8 12 9 13 0 14 8 15 0 16 7 17 10 18 9 19 11 20 10 21 11 22 12 23 10 24 12 25 13 26 10 27 13 28 1 29 10 30 1 31 14 32 10 33 14 34 15 35 16 36 7 37 0 38 16 39 0 40 3 41 16 42 17 43 4 44 16 45 4 46 7 47 18 48 19 49 11 50 18 51 11 52 6 53 18 54 20 55 21 56 18 57 21 58 19 59 22 60 7 61 6 62 22 63 6 64 11 65 22 66 11 67 9 68 22 69 9 70 8 71 22 72 8 73 7 74 23 75 19 76 2 77 23 78 2 79 1 80 14 81 1 82 0 83 14 84 0 85 9 86 13 87 11 88 19 89 13 90 19 91 23 92 13 93 23 94 1 95 13 96 12 97 11 98 24 99 3 100 2 101 24 102 2 103 19 104 24 105 19 106 21 107 24 108 21 109 3 110 17 111 21 112 5 113 17 114 5 115 4 116 17 117 16 118 3 119 17 120 3 121 21 122 9 123 10 124 15 125 9 126 15 127 14 128 20 129 18 130 6 131 20 132 6 133 5 134 20 135 5 136 21 137</p>
</triangles>
</mesh>
</geometry>
<geometry id="geom-Col-5" name="Col-5">
<mesh>
<source id="geom-Col-5-positions">
<float_array id="geom-Col-5-positions-array" count="75">-7.1078 -12.4774 -8.134049 -6.4834 0.3632003 -7.77585 -5.3489 8.716301 -8.56465 0.8628001 -13.3755 -8.83735 3.4641 -13.6686 -4.40135 -5.4595 -12.6631 6.58705 -4.7013 13.3402 -8.656449 -3.6545 13.6907 8.92855 6.5959 11.961 -2.28075 2.6926 12.6471 2.96185 4.816 1.1236 -0.4451499 3.3714 -13.6582 -7.96045 3.6602 -13.6907 -6.50305 -5.4896 0.6960003 8.91875 -4.6145 -6.540699 7.955951 0.3899999 -13.3222 0.8913507 -0.4453001 -4.8074 4.281051 -0.8131001 12.7979 -8.86465 -1.6023 13.3663 7.46165 0.1556997 6.4106 5.61935 5.8267 5.5612 -8.12465 4.5556 12.0554 -8.92855 7.0987 11.7502 -7.30315 7.1078 11.7764 -6.32835 3.7449 0.8577003 -8.848949</float_array>
<technique_common>
<accessor source="#geom-Col-5-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-5-normals">
<float_array id="geom-Col-5-normals-array" count="414">-0.8130547 0.05570251 -0.5795164 -0.8130548 0.05570251 -0.5795164 -0.8130548 0.05570251 -0.5795164 -0.08932153 -0.01282154 -0.9959203 -0.08932153 -0.01282153 -0.9959203 -0.08932153 -0.01282154 -0.9959203 -0.1119679 -0.9937118 1.10219e-6 -0.111968 -0.9937118 1.10219e-6 -0.1119679 -0.9937118 1.10219e-6 -0.1119682 -0.9937118 1.71812e-6 -0.1119682 -0.9937118 1.71812e-6 -0.1119682 -0.9937118 1.71812e-6 -0.07621056 -0.009121086 -0.99705 -0.07621056 -0.009121086 -0.9970501 -0.07621055 -0.009121086 -0.99705 -0.9886228 0.1395746 0.05606879 -0.9886228 0.1395746 0.05606879 -0.9886228 0.1395746 0.05606879 0.7998675 -0.02983763 0.5994343 0.7998676 -0.02983763 0.5994344 0.7998676 -0.02983763 0.5994344 0.9776233 -0.1329491 0.1630252 0.9776233 -0.1329491 0.1630252 0.9776233 -0.1329491 0.1630252 -0.1118834 -0.9937214 1.01487e-5 -0.1118834 -0.9937214 1.01487e-5 -0.1118834 -0.9937214 1.01487e-5 -0.1119878 -0.9937096 1.29033e-5 -0.1119878 -0.9937096 1.29033e-5 -0.1119878 -0.9937096 1.29033e-5 0.4495994 -0.06416393 0.8909227 0.4495994 -0.06416392 0.8909227 0.4495994 -0.06416393 0.8909228 -0.9886234 0.1395703 0.05607009 -0.9886234 0.1395703 0.05607009 -0.9886234 0.1395703 0.05607009 -0.9971913 0.04686053 0.05842689 -0.9971913 0.04686053 0.0584269 -0.9971913 0.04686053 0.0584269 -0.9935879 -0.0216088 0.110978 -0.9935879 -0.0216088 0.110978 -0.993588 -0.0216088 0.110978 0.6609939 -0.2494651 0.7077106 0.6609939 -0.2494651 0.7077105 0.6609939 -0.2494651 0.7077106 -0.111958 -0.9937128 1.00401e-5 -0.111958 -0.993713 1.00401e-5 -0.111958 -0.9937129 1.00401e-5 0.8392465 -0.2107597 0.5012441 0.8392465 -0.2107597 0.5012441 0.8392465 -0.2107597 0.5012441 0.7597001 -0.1748145 0.6263351 0.7597001 -0.1748145 0.6263351 0.7597001 -0.1748145 0.6263351 -0.3256442 -0.1632807 0.9312869 -0.3256442 -0.1632807 0.9312869 -0.3256442 -0.1632807 0.9312869 0.1366219 0.9902311 -0.02787195 0.1366219 0.9902312 -0.02787196 0.1366218 0.990231 -0.02787195 0.1366157 0.990232 -0.02787012 0.1366157 0.9902321 -0.02787012 0.1366157 0.990232 -0.02787012 0.7233812 -4.45118e-5 0.6904489 0.7233812 -4.45118e-5 0.6904489 0.7233812 -4.45118e-5 0.6904489 0.7729186 -0.04470615 0.6329283 0.7729186 -0.04470615 0.6329284 0.7729185 -0.04470615 0.6329283 -0.9886239 0.1395675 0.05606882 -0.9886239 0.1395675 0.05606882 -0.9886239 0.1395675 0.05606883 0.5386364 0.00113099 -0.8425376 0.5386364 0.00113099 -0.8425376 0.5386364 0.00113099 -0.8425376 0.8701909 -0.1152605 -0.4790437 0.8701909 -0.1152606 -0.4790437 0.8701909 -0.1152606 -0.4790437 0.1365872 0.9902351 -0.02790103 0.1365872 0.990235 -0.02790103 0.1365872 0.990235 -0.02790103 0.5732515 -0.0664622 0.8166795 0.5732515 -0.0664622 0.8166795 0.5732515 -0.0664622 0.8166795 0.6784167 -0.08453242 0.729798 0.6784167 -0.08453242 0.729798 0.6784166 -0.08453242 0.729798 0.4255836 -0.1296431 0.8955843 0.4255836 -0.1296431 0.8955843 0.4255836 -0.1296431 0.8955843 0.7344239 -0.1190583 0.6681667 0.7344239 -0.1190583 0.6681667 0.7344239 -0.1190583 0.6681666 0.6938985 -0.206541 0.6898157 0.6938985 -0.206541 0.6898157 0.6938985 -0.206541 0.6898157 0.9710353 -0.1373895 -0.1954855 0.9710352 -0.1373895 -0.1954855 0.9710353 -0.1373895 -0.1954855 0.9909503 -0.1341108 -0.005646279 0.9909502 -0.1341108 -0.005646279 0.9909503 -0.1341108 -0.00564628 0.04831919 -0.01059818 -0.9987758 0.04831919 -0.01059818 -0.9987757 0.04831919 -0.01059818 -0.9987757 0.3987685 -0.0353845 -0.9163687 0.3987685 -0.0353845 -0.9163687 0.3987685 -0.0353845 -0.9163688 0.4577059 -0.0660475 -0.886647 0.4577059 -0.0660475 -0.8866471 0.4577059 -0.0660475 -0.886647 0.3226112 -0.06609549 -0.944221 0.3226112 -0.06609549 -0.944221 0.3226112 -0.06609549 -0.944221 0.9828041 -0.1308715 0.130264 0.9828041 -0.1308715 0.130264 0.9828042 -0.1308715 0.130264 0.9865381 -0.1341933 0.09346057 0.986538 -0.1341933 0.09346057 0.9865379 -0.1341933 0.09346057 0.1366308 0.9902295 -0.02788218 0.1366308 0.9902295 -0.02788218 0.1366308 0.9902296 -0.02788218 0.1366331 0.9902291 -0.02788952 0.1366331 0.990229 -0.02788952 0.1366331 0.9902291 -0.02788952 -0.01215329 -0.001821143 -0.9999245 -0.01215329 -0.001821143 -0.9999245 -0.01215329 -0.001821143 -0.9999245 -0.05409616 -0.004505314 -0.9985256 -0.05409616 -0.004505314 -0.9985256 -0.05409616 -0.004505314 -0.9985256 0.1366183 0.9902317 -0.02786969 0.1366183 0.9902316 -0.02786969 0.1366183 0.9902316 -0.02786969 0.1366198 0.9902328 -0.02781961 0.1366198 0.9902328 -0.02781961 0.1366197 0.9902328 -0.02781961</float_array>
<technique_common>
<accessor source="#geom-Col-5-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-5-vertices">
<input semantic="POSITION" source="#geom-Col-5-positions"/>
</vertices>
<triangles material="greyrock_1" count="46">
<input semantic="VERTEX" source="#geom-Col-5-vertices" offset="0"/>
<input semantic="NORMAL" source="#geom-Col-5-normals" offset="1"/>
<p>0 0 1 1 2 2 0 3 2 4 3 5 0 6 3 7 4 8 0 9 4 10 5 11 6 12 3 13 2 14 6 15 2 16 7 17 8 18 9 19 10 20 8 21 10 22 4 23 11 24 12 25 4 26 11 27 4 28 3 29 13 30 14 31 7 32 13 33 7 34 2 35 13 36 1 37 0 38 13 39 0 40 5 41 15 42 14 43 5 44 15 45 5 46 4 47 15 48 4 49 10 50 15 51 10 52 16 53 14 54 13 55 5 56 9 57 8 58 17 59 9 60 17 61 7 62 9 63 18 64 19 65 9 66 19 67 10 68 1 69 13 70 2 71 20 72 21 73 22 74 20 75 22 76 11 77 18 78 9 79 7 80 18 81 7 82 14 83 18 84 14 85 16 86 18 87 16 88 19 89 16 90 10 91 19 92 16 93 14 94 15 95 12 96 11 97 22 98 12 99 22 100 23 101 24 102 3 103 21 104 24 105 21 106 20 107 24 108 20 109 11 110 24 111 11 112 3 113 23 114 8 115 4 116 23 117 4 118 12 119 17 120 8 121 23 122 17 123 23 124 22 125 17 126 21 127 3 128 17 129 3 130 6 131 17 132 6 133 7 134 17 135 22 136 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-chasmchainone400" name="chasmchainone400">
<node>
<matrix>1 0 0 151.7163 0 1 0 78.65247 0 0 1 8.162374 0 0 0 1</matrix>
<instance_geometry url="#geom-chasmchainone400">
<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-chasmchainone200" name="chasmchainone200">
<node>
<matrix>1 0 0 151.7721 0 1 0 78.65247 0 0 1 8.162374 0 0 0 1</matrix>
<instance_geometry url="#geom-chasmchainone200">
<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" name="Col-1">
<node>
<matrix>1 0 0 -5.563 0 1 0 7.4164 0 0 1 7.696693 0 0 0 1</matrix>
<instance_geometry url="#geom-Col-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" name="Col-2">
<node>
<matrix>1 0 0 -5.7267 0 1 0 -5.74785 0 0 1 8.041245 0 0 0 1</matrix>
<instance_geometry url="#geom-Col-2">
<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 id="node-Col-3" name="Col-3">
<node>
<matrix>1 0 0 -1.82185 0 1 0 -18.7467 0 0 1 7.695587 0 0 0 1</matrix>
<instance_geometry url="#geom-Col-3">
<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 id="node-Col-4" name="Col-4">
<node>
<matrix>1 0 0 0.5432997 0 1 0 18.9025 0 0 1 6.987492 0 0 0 1</matrix>
<instance_geometry url="#geom-Col-4">
<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 id="node-Col-5" name="Col-5">
<node>
<matrix>1 0 0 4.4228 0 1 0 -0.2843003 0 0 1 7.41819 0 0 0 1</matrix>
<instance_geometry url="#geom-Col-5">
<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>