mirror of
https://forge.apps.education.fr/blender-edutech/ropy.git
synced 2024-01-27 08:23:20 +01:00
653 lines
696 KiB
Plaintext
653 lines
696 KiB
Plaintext
|
<?xml version="1.0" encoding="utf-8"?>
|
||
|
|
<COLLADA xmlns="http://www.collada.org/2005/11/COLLADASchema" version="1.4.1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
|
||
|
|
<asset>
|
||
|
|
<contributor>
|
||
|
|
<author>Blender User</author>
|
||
|
|
<authoring_tool>Blender 2.80.75 commit date:2019-07-29, commit time:14:47, hash:f6cb5f54494e</authoring_tool>
|
||
|
|
</contributor>
|
||
|
|
<created>2021-12-31T12:31:21</created>
|
||
|
|
<modified>2021-12-31T12:31:21</modified>
|
||
|
|
<unit name="meter" meter="1"/>
|
||
|
|
<up_axis>Z_UP</up_axis>
|
||
|
|
</asset>
|
||
|
|
<library_effects>
|
||
|
|
<effect id="Orange-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">1 0.166063 0.01765817 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="Grey-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.4012643 0.4784925 0.5173345 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="GreyDark-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.1009217 0.1182329 0.1279056 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="Blue-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.1268674 0.4590685 1 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="White-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.7991028 0.7991028 0.7991028 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="visor_dark_transparent-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0 0 0 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<reflectivity>
|
||
|
|
<float sid="specular">0.4</float>
|
||
|
|
</reflectivity>
|
||
|
|
<transparent opaque="A_ONE">
|
||
|
|
<color sid="alpha">0 0 0 0.6048781</color>
|
||
|
|
</transparent>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="Black-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.019794 0.03207587 0.03740824 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
<effect id="BrownDark-effect">
|
||
|
|
<profile_COMMON>
|
||
|
|
<technique sid="common">
|
||
|
|
<lambert>
|
||
|
|
<emission>
|
||
|
|
<color sid="emission">0 0 0 1</color>
|
||
|
|
</emission>
|
||
|
|
<diffuse>
|
||
|
|
<color sid="diffuse">0.3269456 0.1015262 0.0592709 1</color>
|
||
|
|
</diffuse>
|
||
|
|
<index_of_refraction>
|
||
|
|
<float sid="ior">1.45</float>
|
||
|
|
</index_of_refraction>
|
||
|
|
</lambert>
|
||
|
|
</technique>
|
||
|
|
</profile_COMMON>
|
||
|
|
</effect>
|
||
|
|
</library_effects>
|
||
|
|
<library_images/>
|
||
|
|
<library_materials>
|
||
|
|
<material id="Orange-material" name="Orange">
|
||
|
|
<instance_effect url="#Orange-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="Grey-material" name="Grey">
|
||
|
|
<instance_effect url="#Grey-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="GreyDark-material" name="GreyDark">
|
||
|
|
<instance_effect url="#GreyDark-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="Blue-material" name="Blue">
|
||
|
|
<instance_effect url="#Blue-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="White-material" name="White">
|
||
|
|
<instance_effect url="#White-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="visor_dark_transparent-material" name="visor_dark_transparent">
|
||
|
|
<instance_effect url="#visor_dark_transparent-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="Black-material" name="Black">
|
||
|
|
<instance_effect url="#Black-effect"/>
|
||
|
|
</material>
|
||
|
|
<material id="BrownDark-material" name="BrownDark">
|
||
|
|
<instance_effect url="#BrownDark-effect"/>
|
||
|
|
</material>
|
||
|
|
</library_materials>
|
||
|
|
<library_geometries>
|
||
|
|
<geometry id="Roundcube_102-mesh" name="Roundcube.102">
|
||
|
|
<mesh>
|
||
|
|
<source id="Roundcube_102-mesh-positions">
|
||
|
|
<float_array id="Roundcube_102-mesh-positions-array" count="636">0.2394713 0.2646367 0.7135415 0.2512254 0.2646366 0.6820106 0.2110944 0.2646366 0.7266018 0.2394713 0.2646367 0.2301801 0.2512254 0.2646366 0.2617109 0.2110944 0.2646366 0.2171196 0.2110944 0.4243198 0.2171196 0.2110944 0.4644507 0.2617109 0.2512254 0.4243198 0.2617109 0.2110944 0.4526966 0.2301801 0.2342641 0.4474895 0.2359661 0.2394713 0.4526966 0.2617109 0.2394713 0.4243198 0.2301801 0.2110944 0.4243198 0.7266018 0.2512254 0.4243198 0.6820106 0.2110944 0.4644507 0.6820106 0.2394713 0.4243198 0.7135415 0.2342641 0.4474895 0.7077554 0.2394713 0.4526966 0.6820107 0.2110944 0.4526966 0.7135415 -0.2394708 0.2646367 0.7135415 -0.2512249 0.2646366 0.6820106 -0.06034159 0.5307201 0.7303968 -0.03948795 0.5427597 0.6852299 -0.1369675 0.398 0.7303968 -0.1369675 0.3739204 0.68523 -0.08009362 0.4187005 0.7303968 -0.06461554 0.4002543 0.68523 -0.211094 0.2646366 0.7266018 -0.2394708 0.2646367 0.2301801 -0.2512249 0.2646366 0.2617109 -0.211094 0.2646366 0.2171196 -0.04983174 0.4711156 0.7303968 -0.02611786 0.4669343 0.68523 -0.211094 0.4243198 0.2171196 -0.211094 0.4644507 0.2617109 -0.2512249 0.4243198 0.2617109 -0.211094 0.4526966 0.2301801 -0.2342636 0.4474895 0.2359661 -0.2394708 0.4526966 0.2617109 -0.2394708 0.4243198 0.2301801 -0.211094 0.4243198 0.7266018 -0.2512249 0.4243198 0.6820106 -0.211094 0.4644507 0.6820106 -0.2394708 0.4243198 0.7135415 -0.2342636 0.4474895 0.7077554 -0.2394708 0.4526966 0.6820107 -0.211094 0.4526966 0.7135415 -0.1369674 0.48648 0.7499571 -0.09551858 0.4602155 0.2119875 -0.0960682 0.4913578 0.2954536 -0.08983349 0.492457 0.2119875 -0.1102724 0.5159601 0.2954536 -0.106203 0.5208098 0.2119875 -0.1369674 0.5256763 0.2954536 -0.1369674 0.5320071 0.2119875 -0.1369674 0.4841461 0.199156 -0.1010013 0.4633811 0.2954536 -0.120598 0.4391714 0.2119875 -0.1227633 0.4451205 0.2954536 -0.1533369 0.4391714 0.2119875 -0.1511716 0.4451205 0.2954536 -0.1784163 0.4602155 0.2119875 -0.1729336 0.4633811 0.2954536 -0.1841013 0.492457 0.2119875 -0.1778666 0.4913578 0.2954536 -0.167732 0.5208098 0.2119875 -0.1636625 0.5159601 0.2954536 0.1784189 0.4602155 0.2119875 0.1778693 0.4913578 0.2954536 0.184104 0.492457 0.2119875 0.1636651 0.5159601 0.2954536 0.1677345 0.5208098 0.2119875 0.1369701 0.5256763 0.2954536 0.1369701 0.5320071 0.2119875 0.1369701 0.4841461 0.199156 0.1729362 0.4633811 0.2954536 0.1533395 0.4391714 0.2119875 0.1511742 0.4451205 0.2954536 0.1206006 0.4391714 0.2119875 0.1227658 0.4451205 0.2954536 0.09552121 0.4602155 0.2119875 0.1010038 0.4633811 0.2954536 0.08983618 0.492457 0.2119875 0.09607088 0.4913578 0.2954536 0.1062056 0.5208098 0.2119875 0.110275 0.5159601 0.2954536 -0.09846979 0.5922514 0.6852299 -0.1067056 0.5696238 0.7303968 -0.1754651 0.5922514 0.6852299 -0.1672294 0.5696238 0.7303968 -0.234447 0.5427597 0.6852299 -0.2135933 0.53072 0.7303968 -0.2478169 0.4669343 0.68523 -0.2241031 0.4711156 0.7303968 -0.2093194 0.4002543 0.68523 -0.1938412 0.4187005 0.7303968 0.13697 0.48648 0.7499571 0.2478196 0.4669343 0.68523 0.2241057 0.4711156 0.7303968 0.2093219 0.4002543 0.68523 0.1938439 0.4187005 0.7303968 0.13697 0.3739204 0.68523 0.13697 0.398 0.7303968 0.2344495 0.5427597 0.6852299 0.2135958 0.5307201 0.7303968 0.1754676 0.5922514 0.6852299 0.1672319 0.5696238 0.7303968 0.09847235 0.5922514 0.6852299 0.1067081 0.5696238 0.7303968 0.03949052 0.5427597 0.6852299 0.06034415 0.53072 0.7303968 0.02612054 0.4669343 0.68523 0.04983437 0.4711156 0.7303968 0.06461811 0.4002543 0.68523 0.08009618 0.4187005 0.7303968 0.08009618 0.4187005 0.2529971 0.06461811 0.4002543 0.298164 0.04983437 0.4711156 0.2529971 0.02612054 0.4669343 0.298164 0.06034415 0.53072 0.2529972 0.03949052 0.5427597 0.298164 0.1067081 0.5696238 0.2529971 0.09847235 0.5922514 0.298164 0.1672319 0.5696238 0.2529972 0.1754676 0.5922514 0.298164 0.2135958 0.5307201 0.2529972 0.2344495 0.5427597 0.298164 0.13697 0.398 0.2529971 0.13697 0.3739204 0.298164 0.1938439 0.4187005 0.2529971 0.2093219 0.4002543 0.298164 0.2241057 0.4711156 0.2529971 0.2478196 0.4669343 0.2981
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_102-mesh-positions-array" count="212" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Roundcube_102-mesh-normals">
|
||
|
|
<float_array id="Roundcube_102-mesh-normals-array" count="957">0.9700077 0.1805602 0.1627365 0.6911562 -0.3268148 0.6445893 0.9322525 -0.3195341 0.1697149 0 0 1 -0.1869393 0.1079294 0.9764246 -0.2125799 -0.03748369 0.9764245 0.9700078 0.1805598 -0.1627368 0.6911574 -0.3268149 -0.644588 0.7221368 0.1549558 -0.6741715 0.1959049 0.1959046 -0.9608552 0.5918309 0.5918312 -0.5472404 0.18056 0.9700077 -0.1627364 0.1549564 0.7221373 -0.6741709 0.7006902 0.7006897 -0.1344141 0.1959041 0.1959033 0.9608557 0.5918306 0.5918313 0.5472406 0.1549578 0.7221358 0.6741722 0.7221354 0.154957 0.6741728 0.1805599 0.9700078 0.162736 0.7006896 0.7006903 0.1344145 -0.1549564 0.7221365 -0.6741717 -0.1549578 0.7221349 0.6741731 -0.203776 -0.3271905 -0.9227252 0.2037755 -0.3271895 -0.9227256 -0.18056 0.9700078 -0.1627365 0.9322525 -0.3195341 -0.1697154 -0.2037736 -0.3271903 0.9227259 -0.1959039 0.1959031 0.9608557 -0.9700077 0.18056 0.1627367 -0.6911557 -0.3268176 0.6445882 -0.7221352 0.1549574 0.6741729 -0.7642057 0.4412141 0.4704464 -0.958201 -0.168956 0.2308785 -0.8690218 -0.1532327 0.4704475 -0.6911571 -0.3268176 -0.6445868 -0.9700077 0.18056 -0.1627369 -0.7221367 0.1549566 -0.6741714 -0.1959049 0.1959045 -0.9608552 -0.5918307 0.591831 -0.5472407 -0.7006902 0.7006897 -0.134414 -0.5918302 0.5918313 0.547241 -0.7006898 0.7006901 0.1344145 -0.18056 0.9700077 0.1627364 0.7642059 0.4412152 0.4704453 0.3327797 0.9143044 0.2308789 0.3018065 0.8292115 0.4704479 0.1869387 0.1079297 0.9764247 0.07382786 0.2028415 0.9764245 -0.3018069 0.8292111 0.4704482 -0.3327798 0.9143044 0.2308793 -0.07382804 0.2028412 0.9764245 -0.932251 -0.3195384 -0.1697152 -0.8426286 0.48649 0.2308777 0 0.2589547 -0.9658895 0.1664528 0.1983707 -0.9658895 0 3.19621e-7 -1 0.341041 -0.9370009 0.07563292 -0.341041 -0.9370011 0.07563245 0.3410404 -0.9370012 0.07563221 0.2242611 -0.1294773 -0.9658895 0.08856737 -0.2433371 -0.9658898 0.9819871 0.1731505 0.07563221 0.8635454 -0.4985672 0.07563292 0.863545 -0.4985678 0.07563239 0.2550207 0.04496675 -0.9658895 0.6409467 0.7638503 0.07563167 0.9819871 0.1731506 0.07563233 -0.1664529 0.1983707 -0.9658895 1.2313e-7 0.9971359 0.07563138 0.640946 0.7638508 0.07563221 -0.2242605 -0.1294774 -0.9658897 -0.2550204 0.04496681 -0.9658896 0.8426283 0.4864906 -0.2308778 0.984808 -0.1736475 0 0.9582009 -0.1689558 -0.2308789 -0.08856725 -0.2433371 -0.9658897 -0.3410414 -0.9370009 0.07563287 -0.8635452 -0.4985674 0.07563221 -0.8635458 -0.4985663 0.07563269 -0.9819872 0.1731501 0.07563221 -0.9819871 0.1731506 0.07563263 -0.6409472 0.76385 0.07563167 -0.6409466 0.7638502 0.07563245 0 0.2589547 -0.9658895 0.1664528 0.1983706 -0.9658895 0 3.29849e-7 -1 0.3410412 -0.9370009 0.07563304 -0.3410406 -0.9370012 0.07563203 0.3410404 -0.9370012 0.07563245 0.2242609 -0.1294772 -0.9658896 0.08856725 -0.243337 -0.9658897 0.9819872 0.1731501 0.07563257 0.8635452 -0.4985672 0.07563304 0.8635448 -0.4985681 0.07563269 0.2550207 0.04496669 -0.9658895 0.6409468 0.7638503 0.07563179 0.9819871 0.1731503 0.07563233 -0.1664529 0.1983707 -0.9658896 0 0.9971359 0.07563138 0.6409459 0.7638509 0.07563197 -0.2242605 -0.1294772 -0.9658897 -0.2550203 0.04496699 -0.9658895 -0.08856725 -0.2433373 -0.9658897 -0.3410414 -0.9370008 0.0756331 -0.8635451 -0.4985677 0.07563227 -0.8635459 -0.498566 0.07563298 -0.9819872 0.1731501 0.07563233 -0.9819871 0.1731508 0.07563227 -0.6409471 0.7638499 0.07563161 -0.6409465 0.7638505 0.07563221 0.2125796 -0.03748363 0.9764246 0.8690221 -0.1532329 0.470447 0.8426285 0.4864904 0.2308777 0.1387513 -0.1653576 0.9764245 0.5672149 -0.6759779 0.4704479 0.9582008 -0.1689558 0.230879 0 -0.215859 0.9764246 -8.98904e-7 -0.8824284 0.4704469 0.6254215 -0.7453476 0.2308789 -0.1387513 -0.1653576 0.9764246 -0.6254214 -0.7453474 0.2308796 -0.5672135 -0.6759787 0.4704483 -3.32485e-7 -0.9729825 0.2308788 0 0 1 -0.1869393 0.1079295 0.9764246 -0.21258 -0.03748363 0.9764245 -0.7642055 0.4412143 0.4704464 -0.9582008 -0.1689561 0.230879 -0.8690212 -0.1532329 0.4704485 -0.0738281 0.2028413 0.9764245 -0.3327799 0.9143044 0.2308793 -0.8426285 0.4864901 0.2308778 0.073827
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_102-mesh-normals-array" count="319" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Roundcube_102-mesh-map-0">
|
||
|
|
<float_array id="Roundcube_102-mesh-map-0-array" count="2340">0.6031194 0.547186 0.625 0.547186 0.6031194 0.547186 0 0 0 0 0 0 0.3968806 0.547186 0.375 0.547186 0.375 0.547186 0.3268828 0.547186 0.3713037 0.5066477 0.375 0.547186 0.3968806 0.4518829 0.3713037 0.5066477 0.375 0.4518829 0.3968806 0.547186 0.3713037 0.5066477 0.3968806 0.5 0.6731172 0.547186 0.6219174 0.4998688 0.6731171 0.5 0.6031194 0.547186 0.6219174 0.4998688 0.625 0.547186 0.6031193 0.4518829 0.6219174 0.4998688 0.6031193 0.5 0.375 0.4518829 0.3968806 0.4518829 0.375 0.4518829 0.6731171 0.5 0.6731172 0.547186 0.6731171 0.5 0.6031193 0.4518829 0.625 0.4518829 0.625 0.4518829 0.3268828 0.547186 0.3268828 0.547186 0.3268828 0.547186 0.6031194 0.547186 0.3968806 0.5 0.6031193 0.5 0.3968806 0.5 0.6031193 0.4518829 0.6031193 0.5 0.3968806 0.4518829 0.6031193 0.4518829 0.3968806 0.4518829 0.6031194 0.547186 0.3968806 0.547186 0.3968806 0.547186 0.6731172 0.547186 0.6731172 0.547186 0.6731172 0.547186 0.6731172 0.547186 0.625 0.547186 0.625 0.547186 0.3268828 0.547186 0.375 0.547186 0.3268828 0.547186 0.6031194 0.547186 0.625 0.547186 0.625 0.547186 0 0 0 0 0 0 0.375 0.547186 0.3968806 0.547186 0.375 0.547186 0.3268828 0.547186 0.3713037 0.5066477 0.3268829 0.5 0.3968806 0.4518829 0.3713037 0.5066477 0.3968806 0.5 0.3968806 0.547186 0.3713037 0.5066477 0.375 0.547186 0.6731172 0.547186 0.6219174 0.4998688 0.625 0.547186 0.6031194 0.547186 0.6219174 0.4998688 0.6031193 0.5 0.6031193 0.4518829 0.6219174 0.4998688 0.625 0.4518829 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.6031194 0.547186 0.3968806 0.5 0.3968806 0.547186 0.6031193 0.4518829 0.3968806 0.5 0.6031193 0.5 0 0 0 0 0 0 0.3968806 0.547186 0.6031194 0.547186 0.3968806 0.547186 0 0 0 0 0 0 0.625 0.547186 0.6731172 0.547186 0.625 0.547186 0.3268828 0.547186 0.375 0.547186 0.375 0.547186 1 0.5 0.8888889 0.5 1 0.5 0.5555556 1 0.4444445 0.5 0.5555556 0.5 0.6666667 0.5 0.5555556 0.5 0.6666667 0.5 0.7777778 0.5 0.6666667 1 0.6666667 0.5 0.8888889 0.5 0.7777778 0.5 0.8888889 0.5 0.8888889 0.5 0.7777778 1 0.7777778 0.5 0.1111111 0.5 0 0.5 0.1111111 0.5 1 0.5 0.8888889 1 0.8888889 0.5 0.6666667 0.5 0.5555556 1 0.5555556 0.5 0.3333334 0.5 0.2222222 0.5 0.3333334 0.5 0 0 0 0 0 0 0.4444445 0.5 0.3333334 0.5 0.4444445 0.5 0.4444445 1 0.3333334 0.5 0.4444445 0.5 0.2222222 0.5 0.1111111 0.5 0.2222222 0.5 0.3333334 1 0.2222222 0.5 0.3333334 0.5 0.7777778 0.5 0.6666667 0.5 0.7777778 0.5 0.2222222 1 0.1111111 0.5 0.2222222 0.5 0.1111111 1 0 0.5 0.1111111 0.5 0.5555556 0.5 0.4444445 0.5 0.5555556 0.5 1 0.5 0.8888889 0.5 1 0.5 0.5555556 1 0.4444445 0.5 0.5555556 0.5 0.6666667 0.5 0.5555556 0.5 0.6666667 0.5 0.7777778 0.5 0.6666667 1 0.6666667 0.5 0.8888889 0.5 0.7777778 0.5 0.8888889 0.5 0.8888889 0.5 0.7777778 1 0.7777778 0.5 0.1111111 0.5 0 0.5 0.1111111 0.5 1 0.5 0.8888889 1 0.8888889 0.5 0.6666667 0.5 0.5555556 1 0.5555556 0.5 0.3333334 0.5 0.2222222 0.5 0.3333334 0.5 0.4444445 0.5 0.3333334 0.5 0.4444445 0.5 0.4444445 1 0.3333334 0.5 0.4444445 0.5 0.2222222 0.5 0.1111111 0.5 0.2222222 0.5 0.3333334 1 0.2222222 0.5 0.3333334 0.5 0.7777778 0.5 0.6666667 0.5 0.7777778 0.5 0.2222222 1 0.1111111 0.5 0.2222222 0.5 0.1111111 1 0 0.5 0.1111111 0.5 0.5555556 0.5 0.4444445 0.5 0.5555556 0.5 0.3268829 0.5 0.3268828 0.547186 0.3268828 0.547186 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_102-mesh-map-0-array" count="1170" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Roundcube_102-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Roundcube_102-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="Orange-material" count="84">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_102-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_102-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_102-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>14 0 0 0 1 1 1 2 2 8 6 6 3 7 7 12 8 8 6 9 9 10 10 10 12 8 11 7 11 12 10 10 13 9 12 14 8 6 15 10 10 16 11 13 17 13 14 18 17 15 19 19 16 20 14 0 21 17 15 22 16 17 23 15 18 24 17 15 25 18 19 26 37 20 27 7 11 28 9 12 29 47 21 30 13 14 31 19 16 32 15 18 33 47 21 34 19 16 35 31 22 36 6 9 37 5 23 38 14 0 39 11 13 40 18 19 41 11 13 42 15 18 43 18 19 44 35 24 45 15 18 46 7 11 47 14 0 48 4 25 49 8 6 50 28 26 51 13 14 52 41 27 53 13 14 54 0 1 55 16 17 56 6 9 57 3 7 58 5 23 59 42 28 60 20 29 61 44 30 62 29 34 66 36 35 67 40 36 68 34 37 69 38 38 70 37 20 71 35 24 72 38 38 73 39 39 74 36 35 75 38 38 76 40 36 77 41 27 78 45 40 79 44 30 80 42 28 81 45 40 82 46 41 83 43 42 84 45 40 85 47 21 86 42 28 99 39 39 100 36 35 101 43 42 102 39 39 103 46 41 104 30 51 108 42 28 109 36 35 110 20 29 114 41 27 115 44 30 116 34 37 117 29 34 118 40 36 119 37 20 231 6 9 232 34 37 233 1 2 471 0 1 472 154 214 473 156 215 474 155 215 475 154 215 476 5 23 477 157 216 478 31 22 479 3 7 480 4 25 481 155 217 482 28 26 483 20 29 484 156 218 485 20 29 486 21 219 487 156 218 488 5 23 489 3 7 490 155 217 491 30 51 492 29 34 493 157 216 494 21 219 495 157 216 496 156 218 497 2 220 498 156 218 499 154 214 500 1 2 501 155 217 502 4 25 503 29 34 504 31 22 505 157 216 506 0 1 507 2 220 508 154 214 509 14 0 678 16 17 679 0 1 680 8 6 681 4 25 682 3 7 683 6 9 684 9 12 685 10 10 686 7 11 687 11 13 688 10 10 689 8 6 690 12 8 691 10 10 692 13 14 693 16 17 694 17 15 695 14 0 696 18 19 697 17 15 698 15 18 699 19 16 700 17 15 701 37 20 702 35 24 703 7 11 704 47 21 705 41 27 706 13 14 707 15 18 708 43 42 709 47 21 710 31 22 711 34 37 712 6 9 713 14 0 714 8 6 715 11 13 716 11 13 717 7 11 718 15 18 719 35 24 720 43 42 721 15 18 722 14 0 723 1 2 724 4 25 725 28 26 726 2 220 727 13 14 728 13 14 729 2 220 730 0 1 731 6 9 732 12 8 733 3 7 734 42 28 735 21 219 736 20 29 737 29 34 741 30 51 742 36 35 743 34 37 744 40 36 745 38 38 746 35 24 747 37 20 748 38 38 749 36 35 750 39 39 751 38 38 752 41 27 753 47 21 754 45 40 755 42 28 756 44 30 757 45 40 758 43 42 759 46 41 760 45 40 761 42 28 768 46 41 769 39 39 770 43 42 771 35 24 772 39 39 773 30 51 774 21 219 775 42 28 776 20 29 780 28 26 781 41 27 782 34 37 783 31 22 784 29 34 785 37 20 843 9 12 844 6 9 845 156 215 987 157 215 988 155 215 989 5 23 990 155 217 991 157 216 992 21 219 993 30 51 994 157 216 995 2 220 996 28 26 997 156 218 998 1 2 999 154 214 1000 155 217 1001</p>
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Grey-material" count="54">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_102-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_102-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_102-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>55 53 120 53 54 121 56 55 122 59 56 123 60 57 124 58 58 125 49 59 126 58 60 127 56 55 128 51 61 129 57 62 130 49 63 131 53 54 132 51 64 133 56 55 134 53 65 135 50 66 136 51 61 137 66 67 138 55 53 139 56 55 140 55 68 141 52 69 142 53 65 143 49 63 144 59 56 145 58 58 146 62 70 147 64 71 148 56 55 149 60 75 153 62 70 154 56 55 155 61 76 156 62 77 157 60 57 158 64 71 159 66 67 160 56 55 161 63 78 162 64 79 163 62 77 164 51 64 165 49 59 166 56 55 167 65 80 168 66 81 169 64 79 170 67 82 171 55 68 172 66 81 173 58 60 174 60 75 175 56 55 176 74 83 177 72 84 178 75 85 179 78 86 180 79 87 181 77 88 182 68 89 183 77 90 184 75 85 185 70 91 186 76 92 187 68 93 188 72 84 189 70 94 190 75 85 191 72 95 192 69 96 193 70 91 194 85 97 195 74 83 196 75 85 197 74 98 198 71 99 199 72 95 200 68 93 201 78 86 202 77 88 203 81 100 204 83 101 205 75 85 206 79 102 207 81 100 208 75 85 209 80 103 210 81 104 211 79 87 212 83 101 213 85 97 214 75 85 215 82 105 216 83 106 217 81 104 218 70 94 219 68 89 220 75 85 221 84 107 222 85 108 223 83 106 224 86 109 225 74 98 226 85 108 227 77 90 228 79 102 229 75 85 230 59 56 786 61 76 787 60 57 788 51 61 789 50 66 790 57 62 791 53 65 792 52 69 793 50 66 794 55 68 795 54 312 796 52 69 797 49 63 798 57 62 799 59 56 800 61 76 804 63 78 805 62 77 806 63 78 807 65 80 808 64 79 809 65 80 810 67 82 811 66 81 812 67 82 813 54 312 814 55 68 815 78 86 816 80 103 817 79 87 818 70 91 819 69 96 820 76 92 821 72 95 822 71 99 823 69 96 824 74 98 825 73 314 826 71 99 827 68 93 828 76 92 829 78 86 830 80 103 831 82 105 832 81 104 833 82 105 834 84 107 835 83 106 836 84 107 837 86 109 838 85 108 839 86 109 840 73 314 841 74 98 842</p>
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="252">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_102-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_102-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_102-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>48 3 3 92 4 4 94 5 5 92 31 63 93 32 64 94 33 65 22 43 87 87 44 88 88 45 89 48 3 90 22 46 91 88 47 92 90 48 93 87 44 94 89 49 95 48 3 96 88 47 97 90 50 98 48 3 105 90 50 106 92 4 107 92 31 111 89 49 112 91 52 113 152 72 150 164 73 151 146 74 152 48 3 234 32 110 235 22 46 236 32 111 237 23 112 238 22 43 239 48 3 240 26 113 241 32 110 242 26 114 243 33 115 244 32 111 245 48 3 246 24 116 247 26 113 248 24 117 249 27 118 250 26 114 251 48 3 252 94 5 253 96 119 254 94 33 255 95 120 256 96 121 257 48 3 258 96 119 259 24 116 260 96 121 261 25 122 262 24 117 263 97 123 264 111 124 265 113 125 266 111 126 267 112 127 268 113 128 269 97 123 270 109 129 271 111 124 272 111 126 273 108 130 274 110 131 275 97 123 276 107 132 277 109 129 278 109 133 279 106 134 280 108 130 281 97 123 282 105 135 283 107 132 284 105 136 285 106 134 286 107 137 287 97 123 288 99 138 289 105 135 290 99 139 291 104 140 292 105 136 293 97 123 294 101 141 295 99 138 296 101 142 297 98 143 298 99 139 299 97 123 300 103 144 301 101 141 302 103 145 303 100 146 304 101 142 305 97 123 306 113 125 307 115 147 308 115 148 309 112 127 310 114 149 311 97 123 312 115 147 313 103 144 314 103 145 315 114 149 316 102 150 317 150 151 318 135 152 319 151 153 320 117 154 321 118 155 322 116 156 323 134 157 324 116 158 325 118 159 326 210 160 327 119 161 328 117 154 329 119 161 330 120 162 331 118 155 332 134 157 333 118 159 334 120 163 335 148 164 336 151 153 337 149 165 338 136 166 339 137 167 340 135 152 341 145 168 342 149 169 343 151 170 344 134 157 345 130 171 346 128 172 347 120 162 348 123 173 349 122 174 350 145 168 351 151 170 352 135 175 353 146 74 354 149 165 355 147 176 356 174 177 357 144 178 358 142 179 359 145 168 360 153 180 361 147 181 362 145 168 363 147 181 364 149 169 365 125 182 366 126 183 367 124 184 368 134 157 369 124 185 370 126 186 371 198 187 372 127 188 373 125 182 374 152 72 375 147 176 376 153 189 377 145 168 378 135 175 379 137 190 380 131 191 381 128 192 382 130 193 383 164 73 384 148 164 385 146 74 386 170 194 387 152 72 388 144 178 389 134 157 390 128 172 391 116 158 392 128 192 393 117 154 394 116 156 395 134 157 396 122 195 397 124 185 398 123 173 399 124 184 400 122 174 401 127 188 402 132 196 403 126 183 404 134 157 405 132 197 406 130 171 407 134 157 408 120 163 409 122 195 410 183 198 411 138 199 412 136 166 413 134 157 414 126 186 415 132 197 416 133 200 417 130 193 418 132 196 419 177 201 420 142 179 421 140 202 422 137 167 423 140 202 424 139 203 425 148 164 426 159 204 427 150 151 428 144 178 429 153 189 430 143 205 431 119 161 432 203 206 433 121 207 434 145 168 435 143 208 436 153 180 437 138 199 438 177 201 439 140 202 440 141 209 441 144 178 442 143 205 443 159 204 444 136 166 445 150 151 446 139 203 447 142 179 448 141 209 449 200 210 450 125 182 451 123 173 452 203 206 453 123 173 454 121 207 455 145 168 456 139 211 457 141 212 458 127 188 459 191 213 460 133 200 461 145 168 462 137 190 463 139 211 464 191 213 465 131 191 466 133 200 467 145 168 468 141 212 469 143 208 470 95 120 510 180 221 511 182 222 512 25 122 513 182 222 514 158 223 515 180 221 516 91 52 517 176 224 518 188 225 519 129 226 520 131 191 521 89 49 522 171 227 523 173 210 524 23 112 525 165 228 526 167 229 527 91 52 528 173 210 529 176 224 530 87 44 531 167 229 532 171 227 533 185 230 534 117 154 535 129 226 536 100 146 537 186 204 538 189 231 539 102 150 540 209 232 541 186 204 542 98 143 543 189 231 544 192 233 545 108 130 546 197 234 547 201 235 548 106 134 549 194 236 550 197 234 551 110 131 552 201 235 553 204 237 554 104 140 555 192 233 556 194 236 557 114 149 558 206 238 559 209 232 560 206 238 561 110 131 562 204 237 563 33 115 564 162 239 565 165 228 566 158 240 567 163 241 568 162 242 569 163 243 570 159 244 571 161 245 572 176 246 573 181 247 574 180 248 575 178 249 576 179 250 577 181 251 578 158 240 579 184 252 580 160 253 581 184 254 582 159 244 583 160 255 584 176 246 585 175 256 586 178 257 587 175 258 588 177 259 589 178 249 590 180 248 591 184 252 592 182 260 593 184 254 594 179 250 595 183 261 596 167 262 597 172 263 598 17
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
<geometry id="Cube_131-mesh" name="Cube.131">
|
||
|
|
<mesh>
|
||
|
|
<source id="Cube_131-mesh-positions">
|
||
|
|
<float_array id="Cube_131-mesh-positions-array" count="1869">0 0.1749998 0.6772117 0 0.3031088 0.4798883 0 0.3380739 0.1569005 0 0.3031088 0.07248723 0.02344548 0.08749985 0.7255613 0.04529327 0.1690369 0.6772117 0.06405442 0.2492775 0.5675216 0.07845032 0.2927806 0.4798884 0.08749997 0.3265543 0.362842 0.09058666 0.3380739 0.2520913 0.08749997 0.3265543 0.1569005 0.07845032 0.2927806 0.07248723 0 0 0 0.04529327 0.07845026 0.7255613 0.08749991 0.1515543 0.6772117 0.1237436 0.2245535 0.5675216 0.1515544 0.2624999 0.4798884 0.1690369 0.2927806 0.362842 0.1749999 0.3031088 0.2520913 0.1690369 0.2927806 0.1569005 0.1515544 0.2624999 0.07248723 0.06405436 0.06405436 0.7255613 0.1237436 0.1237435 0.6772117 0.1749999 0.1749998 0.5899011 0.2143302 0.2143303 0.4798884 0.2390543 0.2390543 0.362842 0.2474873 0.2474872 0.2520913 0.2390543 0.2390543 0.1569005 0.2143303 0.2143303 0.07248723 0.0784502 0.04529327 0.7255613 0.1515543 0.08749991 0.6772117 0.2143302 0.1237436 0.5899011 0.2624999 0.1515544 0.4798884 0.2927805 0.1690369 0.362842 0.3031088 0.1749999 0.2520913 0.2927806 0.1690369 0.1569005 0.2624999 0.1515544 0.07248723 0.08749985 0.02344548 0.7255613 0.1690369 0.04529327 0.6772117 0.2390542 0.06405436 0.5899011 0.2927806 0.07845032 0.4798884 0.3265542 0.08749997 0.362842 0.3380739 0.0905866 0.2520913 0.2927806 0.07845032 0.07248723 0.3031088 0 0.07248723 0.08749985 -0.02344548 0.7255613 0.1690369 -0.04529327 0.6772117 0.2390542 -0.06405436 0.5899011 0.2927805 -0.07845026 0.4798884 0.3265542 -0.08749985 0.3628422 0.3380738 -0.0905866 0.2520913 0.2927805 -0.07845026 0.07248723 0.0784502 -0.04529321 0.7255613 0.1515543 -0.08749991 0.6772117 0.2143301 -0.1237435 0.5899011 0.2624998 -0.1515544 0.4798884 0.2927805 -0.1690369 0.3628422 0.3031087 -0.1749998 0.2520913 0.2927805 -0.1690369 0.1569005 0.2624998 -0.1515544 0.07248723 0.06405436 -0.06405431 0.7255613 0.1237435 -0.1237435 0.6772117 0.1749998 -0.1749998 0.5899011 0.2143302 -0.2143302 0.4798884 0.2390543 -0.2390543 0.3628422 0.2474871 -0.2474872 0.2520913 0.2390543 -0.2390543 0.1569005 0.2143302 -0.2143302 0.07248723 0.04529327 -0.07845014 0.7255613 0.08749991 -0.1515543 0.6772117 0.1237435 -0.2143301 0.5899011 0.1515543 -0.2624998 0.4798884 0.1690369 -0.2927805 0.362842 0.1749998 -0.3031087 0.2516288 0.1690369 -0.2927805 0.157363 0.1515543 -0.2624998 0.07248723 0.02344548 -0.08749979 0.7255613 0.04529327 -0.1690368 0.6772117 0.06405436 -0.2390542 0.5899011 0.07845026 -0.2927805 0.4798884 0.08749991 -0.3168262 0.362842 0.0905866 -0.3168262 0.2520913 0.08749991 -0.3168262 0.1569005 0.07845026 -0.2927805 0.07248723 0 -0.09058648 0.7255613 0 -0.1749998 0.6772117 0 -0.2474871 0.5899011 0 -0.3031087 0.4798884 0 -0.3168262 0.362842 0 -0.3168262 0.2520913 0 -0.3168262 0.1569005 0 -0.3031087 0.07248723 -0.02344548 -0.08749979 0.7255613 -0.04529327 -0.1690368 0.6772117 -0.06405442 -0.2390542 0.5899011 -0.07845026 -0.2927805 0.4798884 -0.08749991 -0.3168262 0.362842 -0.0905866 -0.3168262 0.2520913 -0.08749991 -0.3168262 0.1569005 -0.07845026 -0.2927805 0.07248723 -0.04529321 -0.07845014 0.7255613 -0.08749991 -0.1515542 0.6772117 -0.1237436 -0.2143301 0.5899011 -0.1515543 -0.2624998 0.4798884 -0.1690369 -0.2927805 0.362842 -0.1749998 -0.3031087 0.2516288 -0.1690369 -0.2927805 0.157363 -0.1515543 -0.2624998 0.07248723 -0.06405431 -0.06405431 0.7255613 -0.1237435 -0.1237435 0.6772117 -0.1749998 -0.1749998 0.589901 -0.2143302 -0.2143301 0.4798884 -0.2390543 -0.2390543 0.362842 -0.2474872 -0.2474872 0.2520913 -0.2390543 -0.2390543 0.1569005 -0.2143302 -0.2143301 0.07248723 -0.07845014 -0.04529321 0.7255613 -0.1515543 -0.08749985 0.6772117 -0.2143301 -0.1237435 0.589901 -0.2624999 -0.1515543 0.4798884 -0.2927805 -0.1690369 0.362842 -0.3031087 -0.1749998 0.2520913 -0.2746025 -0.1690369 0.1569005 -0.2624999 -0.1515543 0.07248723 -0.1690368 -0.04529321 0.6772117 -0.2390543 -0.06405431 0.589901 -0.2927805 -0.0784502 0.4798883 -0.3265542 -0.08749991 0.362842 -0.3380739 -0.0905866 0.2520913 -0.2927805 -0.0784502 0.07248723 -0.3198959 0 0.1569007 -0.3031087 0 0.07248723 -0.1690368 0.0452
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_131-mesh-positions-array" count="623" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_131-mesh-normals">
|
||
|
|
<float_array id="Cube_131-mesh-normals-array" count="2397">-2.75243e-7 0.6704231 0.7419791 0.2058124 0.7727155 0.6004599 4.31785e-7 0.7984493 0.6020622 -4.42257e-7 0.9922432 -0.1243121 0.2503927 0.9344788 -0.2530872 -3.4867e-7 0.9674436 -0.2530868 0.04437071 0.1071199 0.9932556 0.03089398 0.1121432 0.9932118 0.02692753 0.1136168 0.9931598 -2.96498e-7 0.8686892 -0.4953574 0.2248334 0.8390897 -0.4953571 -1.90994e-7 0.9581609 0.2862302 0.24799 0.9255123 0.2862305 0.24799 0.9255124 0.2862304 0.07168167 0.2675068 0.960886 0.1744477 0.6481564 0.7412567 0.2053346 0.7663204 -0.6087617 -5.40157e-7 0.7933526 -0.6087625 0.4343448 0.7523071 -0.4953572 0.4095481 0.8900906 0.2000225 0.3254119 0.5806631 0.7462825 0.3966766 0.687064 -0.6087617 -5.28102e-7 0.255474 0.966816 -0.05677366 0.2451481 0.9678218 0 0.255474 0.966816 0.3052908 0.7972102 0.5208202 0.2568108 0.9584334 -0.1243128 0.4837218 0.8378307 -0.2530874 -3.96606e-7 0.1178591 0.9930304 0.426407 0.904416 -0.01445066 0.684086 0.6840857 -0.2530874 0.6540317 0.6590119 0.3714109 0.4040783 0.8377179 0.3673546 0.6142565 0.6142559 -0.4953573 0.693389 0.6933891 0.1960189 0.1958294 0.1958287 0.9608861 0.4610261 0.4610263 0.7582281 0.5609856 0.5609854 -0.6087616 0.7070809 0.7070805 -0.008600354 0.5707983 0.6134691 0.5457516 0.239847 0.1384716 0.9608845 0.5646398 0.3259946 0.7582279 0.7565411 0.4313733 -0.4914901 0.6870642 0.3966767 -0.6087614 0.8492247 0.4902999 0.1960189 0.8678861 0.4966042 -0.01256549 0.726551 0.4194739 0.5442106 0.8460844 0.4689844 -0.2533672 0.8053681 0.4649794 0.3676638 0.9429262 0.2353333 -0.2356022 0.961856 0.1919208 0.194935 0.2727327 0.07082581 0.9594794 0.6444626 0.1270585 0.7540054 0.7663203 0.2053349 -0.6087617 0.9803089 0.1960521 -0.02362251 0.8246806 0.1638024 0.5413603 0.8730588 0 -0.4876149 0.8472778 0.2270274 -0.4801863 0.9127714 0.1817825 0.3657918 0.9429263 -0.2353336 -0.235602 0.7565411 -0.4313735 -0.4914901 0.8472777 -0.2270277 -0.4801864 0.7933531 -3.49513e-7 -0.6087617 0.7663202 -0.205335 -0.6087618 -0.7932513 -0.4469838 -0.4134706 -0.9408129 -0.2544885 0.2238455 -0.8858522 -0.2397893 -0.397199 0.8246806 -0.1638029 0.54136 0.8053677 -0.4649796 0.3676639 0.9127712 -0.1817828 0.3657919 -0.3922259 0.07021158 -0.9171855 -0.3931958 0 -0.9194549 -0.3931959 1.28155e-7 -0.9194548 0.8492247 -0.4902999 0.1960189 0.961856 -0.1919208 0.194935 0.2727333 -0.07082581 0.9594792 0.5646395 -0.3259949 0.7582281 0.6444625 -0.1270587 0.7540054 0.6870641 -0.3966765 -0.6087616 0.9803088 -0.1960527 -0.02362233 0.867886 -0.4966046 -0.01256543 0.7265509 -0.4194743 0.5442106 0.4610264 -0.4610264 0.7582278 0.5932263 -0.5932261 0.5442107 0.6837834 -0.6843938 -0.253072 0.8460844 -0.4689844 -0.2533671 0.6575799 -0.6575804 0.3676638 0.614256 -0.6142563 -0.4953572 0.693389 -0.693389 0.1960189 0.1958287 -0.1958284 0.9608862 0.5609853 -0.5609856 -0.6087616 0.7070302 -0.7071307 -0.008630275 0.4577364 -0.8142098 0.3571271 0.4341326 -0.8825186 0.1808034 0.1384719 -0.23984 0.9608863 0.3259948 -0.5646398 0.7582278 0.4260549 -0.7643442 -0.4839991 0.3966766 -0.6870642 -0.6087614 0.3434906 -0.939155 -0.001468837 0.4194744 -0.7265508 0.5442107 0.3565794 -0.9012192 -0.2462828 0.2309939 -0.9196746 0.3175539 0.1644333 -0.9362798 -0.3103897 0.2145698 -0.8742579 -0.4354686 0.1518461 -0.9813801 0.1176269 0.07167845 -0.2675066 0.9608863 0.1687473 -0.6297737 0.7582279 0.2053349 -0.7663203 -0.6087617 0.1084501 -0.9935923 0.0318275 0.2171358 -0.8103622 0.5442106 0 -0.4647962 -0.8854176 0.02739357 -0.4601031 -0.8874429 0.03688883 -0.458392 -0.8879842 0 -1 0 0 -0.6519896 0.758228 -1.52456e-7 -0.8389487 0.5442107 -0.1250523 -0.4411349 0.8886856 -0.06479054 -0.4534826 0.888907 -0.05260509 -0.4557656 0.8885441 0 -0.9587333 0.2843073 0 -0.9751495 -0.2215484 0 -0.9210764 -0.3893821 0 -0.9963568 0.08528339 -2.05637e-6 -0.2769433 0.9608862 0 -0.7933531 -0.6087617 -0.2309938 -0.9196748 0.3175539 -0.1518461 -0.9813799 0.1176269 -0.07167917 -0.2675067 0.9608862 -0.1687467 -0.6297737 0.758228 -0.2145698 -0.874258 -0.4354684 -0.2053349 -0.7663204 -0.6087616 -0.1084502 -0.9935923 0.03182744 -0.217136 -0.8
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_131-mesh-normals-array" count="799" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_131-mesh-map-0">
|
||
|
|
<float_array id="Cube_131-mesh-map-0-array" count="6930">0.75 0.8333333 0.7083334 0.7500001 0.75 0.7500001 0.75 0.5 0.7083334 0.4166668 0.75 0.4166668 0.6666667 0.6666666 0.7083334 0.6666666 0.7083334 0.6666666 0.75 0.3333334 0.7083334 0.4166668 0.7083334 0.3333334 0.75 0.5833334 0.7083334 0.6666666 0.7083334 0.5833334 0.75 0.8333333 0.7083334 0.9166668 0.7083334 0.8333333 0.75 0.3333334 0.7083334 0.2500001 0.75 0.25 0.7083334 0.4166668 0.6666667 0.3333334 0.7083334 0.3333334 0.7083334 0.6666666 0.6666667 0.5833334 0.7083334 0.5833334 0.7083334 0.9166668 0.6666668 0.8333334 0.7083334 0.8333333 0.7083334 0.3333334 0.6666667 0.2500001 0.7083334 0.2500001 0.75 0.5 0.7916666 0.5 0.75 0.5 0.7083334 0.8333333 0.6666667 0.7500001 0.7083334 0.7500001 0.7083334 0.5 0.6666667 0.4166668 0.7083334 0.4166668 0.75 0.6666666 0.7083334 0.6666666 0.7083334 0.6666666 0.6666667 0.5 0.6250001 0.4166667 0.6666667 0.4166668 0.6666667 0.7500001 0.6250001 0.6666668 0.6666667 0.6666666 0.6666667 0.3333334 0.6250001 0.4166667 0.6250001 0.3333334 0.6666667 0.6666666 0.6250001 0.5833334 0.6666667 0.5833334 0.6666668 0.8333334 0.6250002 0.9166668 0.6250001 0.8333334 0.6666667 0.2500001 0.6250001 0.3333334 0.6250001 0.2500001 0.6666667 0.5 0.6250001 0.5833334 0.625 0.5 0.6666668 0.8333334 0.6250001 0.7500001 0.6666667 0.7500001 0.6250001 0.8333334 0.5833336 0.9166668 0.5833334 0.8333334 0.6250001 0.2500001 0.5833334 0.3333333 0.5833334 0.25 0.625 0.5 0.5833334 0.5833334 0.5833334 0.5 0.6250001 0.8333334 0.5833334 0.7500001 0.6250001 0.7500001 0.625 0.5 0.5833334 0.4166667 0.6250001 0.4166667 0.6250001 0.7500001 0.5833334 0.6666668 0.6250001 0.6666668 0.6250001 0.3333334 0.5833334 0.4166667 0.5833334 0.3333333 0.6250001 0.6666668 0.5833334 0.5833334 0.6250001 0.5833334 0.5833334 0.5 0.5416668 0.4538072 0.5833334 0.4166667 0.5833334 0.6666668 0.5416668 0.5833334 0.5833334 0.5833334 0.5833334 0.8333334 0.5416669 0.9166668 0.5416668 0.8333334 0.5833334 0.3333333 0.5416668 0.25 0.5833334 0.25 0.5833334 0.5 0.5416668 0.5833334 0.5416667 0.5 0.5833334 0.8333334 0.5416668 0.7500001 0.5833334 0.7500001 0.5416668 0.3779519 0.5000001 0.3333333 0.5416668 0.3333333 0.5833334 0.7500001 0.5416668 0.6666668 0.5833334 0.6666668 0.4583334 0.377952 0.4166667 0.3333333 0.4583334 0.3333333 0.5416668 0.3333333 0.5000001 0.2499999 0.5416668 0.25 0.5000001 0.2499999 0.4583334 0.3333333 0.4583334 0.2499999 0.08333325 0.3333333 0.04166656 0.377952 0.04166656 0.3333333 0.4583334 0.7500002 0.4166667 0.6666668 0.4583334 0.6666668 0.04166662 0.5 0.04166662 0.5416667 0.04166662 0.5416667 0.4583334 0.6666668 0.4166668 0.5833334 0.4583334 0.5833334 0.4583336 0.9166669 0.4166668 0.8333335 0.4583334 0.8333335 0.4583334 0.3333333 0.4166668 0.2499999 0.4583334 0.2499999 0.4583334 0.5 0.4166668 0.5833334 0.4166667 0.5 0.4583334 0.8333335 0.4166667 0.7500002 0.4583334 0.7500002 0.5000001 0.3333333 0.4583334 0.377952 0.4583334 0.3333333 0.4166667 0.7500002 0.3750001 0.8333335 0.375 0.7500002 0.4166667 0.5 0.3750001 0.4166666 0.4166667 0.4166666 0.4166667 0.7500002 0.375 0.6666668 0.4166667 0.6666668 0.4166667 0.3333333 0.3750001 0.4166666 0.375 0.3333333 0.4166667 0.6666668 0.3750001 0.5833334 0.4166668 0.5833334 0.4166668 0.8333335 0.3750002 0.9166669 0.3750001 0.8333335 0.4166667 0.3333333 0.3750001 0.2499998 0.4166668 0.2499999 0.4166667 0.5 0.3750001 0.5833334 0.375 0.5 0.3750001 0.5833334 0.3333334 0.6666668 0.3333334 0.5833334 0.3750001 0.8333335 0.3333334 0.9166669 0.3333334 0.8333335 0.3750001 0.2499998 0.3333334 0.3333333 0.3333334 0.2499998 0.375 0.5 0.3333334 0.5833334 0.3333334 0.5 0.375 0.7500002 0.3333334 0.8333335 0.3333334 0.7500002 0.375 0.5 0.3333334 0.4166666 0.3750001 0.4166666 0.375 0.7500002 0.3333334 0.6666668 0.375 0.6666668 0.3750001 0.4166666 0.3333334 0.3333333 0.375 0.3333333 0.3333334 0.7500002 0.2916667 0.6666668 0.3333334 0.6666668 0.3333334 0.3333333 0.2916667 0.4166666 0.2916667 0.3333333 0.3333334 0.6666668 0.2916667 0.5833334 0.3333334 0.5833334 0.3333334 0.8333335 0.2916668 0.9166669 0.2916667 0.8333336 0.3333334 0.3333333 0.2916667 0.2499998
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_131-mesh-map-0-array" count="3465" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Cube_131-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Cube_131-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="Orange-material" count="677">
|
||
|
|
<input semantic="VERTEX" source="#Cube_131-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_131-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_131-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>0 0 0 6 1 1 171 2 2 173 3 3 10 4 4 2 5 5 16 6 6 7 7 7 210 8 8 3 9 9 10 4 10 11 10 11 172 11 12 7 12 13 8 13 14 0 0 15 4 14 16 5 15 17 10 4 21 20 18 22 11 10 23 7 12 24 17 19 25 8 13 26 4 14 27 14 20 28 5 15 29 173 22 33 206 23 34 208 24 35 5 15 36 15 25 37 6 1 38 9 26 39 19 27 40 10 4 41 1 28 42 210 8 43 7 7 44 18 29 45 27 30 46 19 27 47 15 25 48 24 31 49 16 32 50 20 18 51 27 30 52 28 33 53 16 32 54 25 34 55 17 19 56 14 20 57 21 35 58 22 36 59 18 29 63 25 34 64 26 38 65 14 20 66 23 39 67 15 25 68 22 36 69 29 40 70 30 41 71 26 38 75 33 44 76 34 45 77 22 36 78 31 46 79 23 39 80 26 38 81 35 47 82 27 30 83 23 39 84 32 48 85 24 31 86 28 33 87 35 47 88 36 42 89 24 31 90 33 44 91 25 34 92 34 45 93 176 49 94 35 47 95 32 48 96 41 50 97 33 44 98 30 41 99 37 51 100 38 52 101 34 45 105 41 50 106 42 54 107 30 41 108 39 55 109 31 46 110 176 49 111 44 56 112 43 57 113 31 46 114 40 58 115 32 48 116 177 59 117 59 60 118 51 61 119 123 64 126 178 65 127 129 66 128 47 67 129 55 68 130 48 69 131 136 70 132 202 71 133 185 72 134 48 69 135 56 73 136 49 74 137 45 75 138 53 76 139 46 77 140 50 79 144 56 73 145 57 80 146 46 77 147 54 81 148 47 67 149 44 56 150 177 59 151 51 61 152 54 81 153 61 82 154 62 83 155 57 80 156 66 84 157 58 85 158 54 81 159 63 86 160 55 68 161 59 60 162 66 84 163 67 87 164 55 68 165 64 88 166 56 73 167 53 76 168 60 89 169 61 82 170 57 80 174 64 88 175 65 91 176 64 88 177 71 92 178 72 93 179 61 82 180 68 94 181 69 95 182 65 91 186 72 93 187 73 98 188 62 83 189 69 95 190 70 99 191 65 91 192 74 100 193 66 84 194 62 83 195 71 92 196 63 86 197 66 84 198 75 96 199 67 87 200 70 99 201 79 101 202 71 92 203 75 96 204 82 102 205 83 103 206 71 92 207 80 104 208 72 93 209 69 95 210 76 105 211 77 106 212 72 93 216 81 108 217 73 98 218 70 99 219 77 106 220 78 109 221 89 110 222 215 111 223 81 112 224 80 104 225 89 113 226 81 108 227 78 109 228 85 114 229 86 115 230 106 116 231 98 117 232 220 118 233 78 109 234 87 119 235 79 101 236 83 103 237 90 120 238 91 121 239 79 101 240 88 122 241 80 104 242 77 106 243 84 123 244 85 114 245 88 122 249 95 125 250 96 126 251 85 114 252 92 127 253 93 128 254 89 113 258 96 126 259 97 131 260 85 114 261 94 132 262 86 115 263 89 110 264 219 133 265 217 134 266 86 115 267 95 125 268 87 119 269 90 120 270 99 129 271 91 121 272 90 135 273 216 136 274 218 137 275 94 132 276 103 138 277 95 125 278 98 139 279 107 140 280 99 129 281 96 126 282 103 138 283 104 141 284 93 128 285 100 142 286 101 143 287 97 131 291 104 141 292 105 145 293 94 132 294 101 143 295 102 146 296 104 141 297 113 147 298 105 145 299 102 146 300 109 148 301 110 149 302 106 150 303 113 147 304 114 151 305 103 138 306 110 149 307 111 152 308 107 140 309 114 151 310 115 153 311 103 138 312 112 154 313 104 141 314 101 143 315 108 155 316 109 148 317 115 153 321 122 157 322 123 64 323 111 152 324 120 158 325 112 154 326 108 155 327 117 159 328 109 148 329 112 154 333 121 161 334 113 147 335 109 148 336 118 162 337 110 149 338 143 163 339 151 164 340 196 165 341 111 152 342 118 162 343 119 166 344 119 166 345 125 167 346 126 168 347 113 169 348 121 170 349 193 171 350 120 158 351 126 168 352 127 172 353 117 159 354 174 173 355 124 174 356 120 158 360 128 176 361 121 161 362 118 162 363 124 174 364 125 167 365 129 66 369 130 178 370 131 179 371 179 180 372 145 181 373 137 182 374 36 42 375 176 49 376 43 57 377 130 178 381 137 182 382 131 179 383 133 184 384 141 185 385 134 186 386 134 186 387 142 187 388 135 188 389 132 189 390 138 190 391 139 191 392 136 193 396 142 187 397 143 194 398 132 189 399 140 195 400 133 184 401 138 190 402 147 196 403 139 191 404 142 187 408 151 199 409 143 194 410 139 191 411 148 200 412 140 195 413 121 170 414 195 201 415 193 171 416 140 195 417 149 202 418 141 185 419 144 203 420 153 197 421 145 181 422 141 185 423 150 204 424 142 187 425 153 197 426 160 205 427 161 206 428 149 202 429 158 207 430 150 204 431 146 208 432 155 209 433 147 196 434 150 204 438 159 211 439 151 199 440 148 200 441 155 209 442 156 212 443 152 213 444 159 211 445 160 205 446 149 202 447 156 212 448 157 214 449 156 212 450 16
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="168">
|
||
|
|
<input semantic="VERTEX" source="#Cube_131-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_131-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_131-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>3 9 18 600 16 19 622 17 20 11 10 30 599 21 31 600 16 32 599 21 60 28 33 61 601 37 62 601 37 72 36 42 73 602 43 74 36 42 102 603 53 103 602 43 104 43 57 120 604 62 121 603 53 122 604 62 123 51 61 124 605 63 125 51 61 141 606 78 142 605 63 143 59 60 171 607 90 172 606 78 173 607 90 183 75 96 184 608 97 185 75 96 213 609 107 214 608 97 215 609 107 246 91 121 247 610 124 248 610 124 255 99 129 256 611 130 257 611 130 288 107 140 289 612 144 290 107 140 318 613 156 319 612 144 320 115 153 330 614 160 331 613 156 332 614 160 357 129 66 358 615 175 359 129 66 366 616 177 367 615 175 368 131 179 378 617 183 379 616 177 380 617 183 393 145 181 394 618 192 395 618 192 405 153 197 406 619 198 407 619 198 435 161 206 436 620 210 437 620 210 468 169 221 469 621 224 470 621 224 477 3 9 478 622 17 479 237 293 687 230 294 688 227 295 689 238 296 690 222 297 691 233 298 692 226 299 693 239 300 694 236 301 695 228 302 696 225 303 697 223 304 698 221 305 699 222 297 700 223 304 701 224 306 702 225 303 703 226 299 704 227 295 705 228 302 706 229 307 707 230 294 708 231 308 709 232 309 710 223 304 711 224 306 712 221 305 713 230 294 714 228 302 715 227 295 716 223 304 717 229 307 718 228 302 719 231 308 720 225 303 721 232 309 722 239 300 723 230 294 724 240 310 725 227 295 726 238 296 727 237 293 728 233 298 729 221 305 730 234 311 731 224 306 732 236 301 733 235 312 734 224 306 735 234 311 736 221 305 737 257 313 738 250 314 739 247 315 740 258 316 741 242 317 742 253 318 743 246 319 744 259 320 745 256 321 746 248 322 747 245 323 748 243 324 749 241 325 750 242 317 751 243 324 752 244 326 753 245 323 754 246 319 755 247 315 756 248 322 757 249 327 758 250 314 759 251 328 760 252 329 761 243 324 762 244 326 763 241 325 764 250 314 765 248 322 766 247 315 767 248 322 768 242 317 769 249 327 770 251 328 771 245 323 772 252 329 773 259 320 774 250 314 775 260 330 776 247 315 777 258 316 778 257 313 779 253 318 780 241 325 781 254 331 782 244 326 783 256 321 784 255 332 785 244 326 786 254 331 787 241 325 788 381 494 1131 379 495 1132 382 496 1133 376 524 1176 378 525 1177 377 526 1178 381 494 1179 374 527 1180 401 528 1181 377 526 1182 402 529 1183 403 530 1184 401 528 1185 375 531 1186 376 524 1187 405 532 1188 407 533 1189 404 534 1190 408 535 1191 379 495 1192 380 536 1193 403 530 1194 407 533 1195 406 537 1196 408 535 1197 404 534 1198 409 538 1199 427 568 1260 451 569 1261 447 570 1262 454 574 1266 428 575 1267 450 576 1268 428 580 1272 447 581 1273 450 582 1274 452 589 1281 449 590 1282 448 591 1283 430 597 1290 454 598 1291 451 599 1292 449 590 1320 447 581 1321 448 591 1322 449 590 1323 454 574 1324 450 576 1325 448 591 1326 451 569 1327 452 589 1328 452 589 1329 454 598 1330 453 607 1331 12 758 1743 600 759 1744 599 760 1745 12 758 1746 599 760 1747 601 761 1748 12 758 1749 601 761 1750 602 762 1751 12 758 1752 602 762 1753 603 763 1754 12 758 1755 603 763 1756 604 764 1757 12 758 1758 604 764 1759 605 765 1760 12 758 1761 605 765 1762 606 766 1763 12 758 1764 606 766 1765 607 767 1766 12 758 1767 607 767 1768 608 768 1769 12 758 1770 608 768 1771 609 769 1772 12 758 1773 609 769 1774 610 763 1775 12 758 1776 610 763 1777 611 769 1778 12 758 1779 611 769 1780 612 770 1781 12 758 1782 612 770 1783 613 771 1784 12 758 1785 613 771 1786 614 772 1787 12 758 1788 614 772 1789 615 773 1790 12 758 1791 615 773 1792 616 774 1793 12 758 1794 616 774 1795 617 767 1796 12 758 1797 617 767 1798 618 775 1799 12 758 1800 618 775 1801 619 776 1802 12 758 1803 619 776 1804 620 777 1805 12 758 1806 620 777 1807 621 778 1808 12 758 1809 621 778 1810 622 779 1811 12 758 1812 622 779 1813 600 759 1814 3 9 1830 11 10 1831 600 16 1832 11 10 1842 20 18 1843 599 21 1844 599 21 1872 20 18 1873 28 33 1874 601 37 1884 28 33 1885 36 42 1886 36 42 1914 43 57 1915 603 53 1916 43 57 1932 44 56 1933 604 62 1934 604 62 1935 44 56 1936 51 61 1937 51 61 1953 59 60 1954 606 78 1955 59 60 1983 67 87 1984 607 90 1985 607 90 1995 67 87 1996 75 96 1997 75 96 2025 83 103 2026 609 107 2027 609 107 2055 83 103 2056 91 121 2057 610 124 2064 91 121 2065 99 129 206
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Grey-material" count="308">
|
||
|
|
<input semantic="VERTEX" source="#Cube_131-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_131-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_131-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>419 562 1254 435 563 1255 431 564 1256 423 565 1257 443 566 1258 439 567 1259 424 571 1263 439 572 1264 442 573 1265 436 577 1269 433 578 1270 432 579 1271 444 583 1275 441 584 1276 440 585 1277 422 586 1278 438 587 1279 435 588 1280 426 586 1284 446 592 1285 443 593 1286 438 594 1287 420 595 1288 434 596 1289 446 600 1293 424 601 1294 442 602 1295 432 579 1296 434 603 1297 431 604 1298 438 594 1299 433 578 1300 437 605 1301 435 563 1302 432 579 1303 431 564 1304 438 587 1305 436 577 1306 435 588 1307 441 584 1308 439 572 1309 440 585 1310 441 584 1311 446 600 1312 442 602 1313 440 585 1314 443 566 1315 444 583 1316 444 583 1317 446 592 1318 445 606 1319 420 608 1332 431 604 1333 434 603 1334 455 609 1335 470 610 1336 462 611 1337 456 612 1338 463 613 1339 455 609 1340 465 614 1341 456 612 1342 457 615 1343 466 616 1344 457 615 1345 458 617 1346 467 618 1347 458 617 1348 459 619 1349 468 620 1350 459 619 1351 460 621 1352 461 622 1353 468 620 1354 460 621 1355 462 611 1356 469 623 1357 461 622 1358 463 613 1359 478 624 1360 470 610 1361 464 625 1362 471 626 1363 463 613 1364 473 627 1365 464 625 1366 465 614 1367 474 628 1368 465 614 1369 466 616 1370 475 629 1371 466 616 1372 467 618 1373 476 630 1374 467 618 1375 468 620 1376 469 623 1377 476 630 1378 468 620 1379 470 610 1380 477 631 1381 469 623 1382 479 632 1383 478 624 1384 471 626 1385 480 633 1386 471 626 1387 472 634 1388 473 627 1389 480 633 1390 472 634 1391 474 628 1392 481 635 1393 473 627 1394 475 629 1395 482 636 1396 474 628 1397 476 630 1398 483 637 1399 475 629 1400 485 638 1401 476 630 1402 477 631 1403 486 639 1404 477 631 1405 478 624 1406 487 640 1407 486 639 1408 479 632 1409 488 641 1410 479 632 1411 480 633 1412 481 635 1413 488 641 1414 480 633 1415 482 636 1416 489 642 1417 481 635 1418 483 637 1419 490 643 1420 482 636 1421 484 644 1422 491 645 1423 483 637 1424 493 646 1425 484 644 1426 485 638 1427 494 647 1428 485 638 1429 486 639 1430 495 648 1431 494 647 1432 487 640 1433 488 641 1434 495 648 1435 487 640 1436 489 642 1437 496 649 1438 488 641 1439 490 643 1440 497 650 1441 489 642 1442 491 645 1443 498 651 1444 490 643 1445 500 652 1446 491 645 1447 492 653 1448 501 654 1449 492 653 1450 493 646 1451 502 655 1452 493 646 1453 494 647 1454 503 656 1455 502 655 1456 495 648 1457 496 649 1458 503 656 1459 495 648 1460 497 650 1461 504 657 1462 496 649 1463 498 651 1464 505 658 1465 497 650 1466 499 659 1467 506 660 1468 498 651 1469 508 661 1470 499 659 1471 500 652 1472 509 662 1473 500 652 1474 501 654 1475 510 663 1476 501 654 1477 502 655 1478 503 656 1479 518 664 1480 510 663 1481 504 657 1482 511 665 1483 503 656 1484 505 658 1485 512 666 1486 504 657 1487 514 667 1488 505 658 1489 506 660 1490 515 668 1491 506 660 1492 507 669 1493 516 670 1494 507 669 1495 508 661 1496 517 671 1497 508 661 1498 509 662 1499 510 663 1500 517 671 1501 509 662 1502 512 666 1503 519 672 1504 511 665 1505 513 673 1506 520 674 1507 512 666 1508 514 667 1509 521 675 1510 513 673 1511 523 676 1512 514 667 1513 515 668 1514 524 677 1515 515 668 1516 516 670 1517 525 678 1518 516 670 1519 517 671 1520 526 679 1521 517 671 1522 518 664 1523 527 680 1524 526 679 1525 519 672 1526 528 681 1527 519 672 1528 520 674 1529 529 682 1530 520 674 1531 521 675 1532 530 683 1533 521 675 1534 522 684 1535 523 676 1536 530 683 1537 522 684 1538 524 677 1539 531 685 1540 523 676 1541 525 678 1542 532 686 1543 524 677 1544 526 679 1545 533 687 1546 525 678 1547 527 680 1548 542 688 1549 534 689 1550 528 681 1551 535 690 1552 527 680 1553 537 691 1554 528 681 1555 529 682 1556 538 692 1557 529 682 1558 530 683 1559 539 693 1560 530 683 1561 531 685 1562 540 694 1563 531 685 1564 532 686 1565 533 687 1566 540 694 1567 532 686 1568 534 689 1569 541 695 1570 533 687 1571 535 690 1572 550 696 1573 542 688 1574 536 697 1575 543 698 1576 535 690 1577 545 699 1578 536 697 1579 537 691 1580 546 700 1581 537 691 1582 538 692 1583 547 701 1584 538 702 1585 539 693 1586 548 703 1587 539 693 1588 540 694 1589 541 695 1590 548 703 1591 540 694 1592 542 688 1593 549 704 1594
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Blue-material" count="2">
|
||
|
|
<input semantic="VERTEX" source="#Cube_131-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_131-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_131-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>371 480 1107 373 480 1108 370 480 1109 371 480 2856 372 480 2857 373 480 2858</p>
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
<geometry id="Cube_127-mesh" name="Cube.127">
|
||
|
|
<mesh>
|
||
|
|
<source id="Cube_127-mesh-positions">
|
||
|
|
<float_array id="Cube_127-mesh-positions-array" count="915">0.1144512 0 0.1029981 -0.04242885 0 0.0506609 -0.04181462 0.006554245 0.05039608 0.02185845 0.06463587 0.0435521 0.00703758 0.05103802 0.06661975 -0.02168929 0.04557651 0.04831546 -0.001327931 0.05996519 0.04521381 -0.2695025 -0.04814231 -0.279747 -0.246221 -0.08102512 -0.2836786 -0.2696978 0.05020296 -0.3966715 -0.2144206 0.09322375 -0.3966715 -0.2503641 0.08062326 -0.3966715 -0.2332478 0.08994901 -0.3966715 -0.2095733 0.04636406 -0.4946332 -0.2057481 0.09146296 -0.4509732 -0.2608023 0.048424 -0.4515337 -0.2046417 0.07753401 -0.4817295 -0.2275297 0.04661965 -0.4914385 -0.2224574 0.07553732 -0.4796421 -0.2330065 0.07231909 -0.4762988 -0.2239957 0.08828562 -0.4511017 -0.2408661 0.07899057 -0.4512534 -0.2043912 0.08749729 -0.4675953 -0.223172 0.08362346 -0.4681469 -0.2370004 0.0761221 -0.4674068 -0.2552547 0.04773443 -0.4681131 -0.2435709 0.04710084 -0.4821258 -0.2693441 0 -0.4515337 -0.2177516 0 -0.4946332 -0.2631989 0 -0.4680272 -0.2512362 0 -0.4820098 -0.2352772 0 -0.4913526 0.02185845 -0.06463599 0.0435521 -0.0418148 -0.006553232 0.05039608 0.00703752 -0.05103808 0.06661975 -0.001327991 -0.05996513 0.04521381 -0.02168941 -0.04557621 0.04831546 -0.2238666 -0.09312921 -0.2876979 -0.2017756 -0.09707343 -0.2914509 -0.2144205 -0.09322381 -0.3966715 -0.2696978 -0.05020296 -0.3966715 -0.2332478 -0.08994907 -0.3966715 -0.2503641 -0.08062332 -0.3966715 -0.2095732 -0.04636406 -0.4946332 -0.2608023 -0.04842406 -0.4515337 -0.205748 -0.09146302 -0.4509732 -0.2275297 -0.04661965 -0.4914385 -0.2435708 -0.04710084 -0.4821258 -0.2330064 -0.07231909 -0.4762988 -0.240866 -0.07899063 -0.4512534 -0.2552547 -0.04773449 -0.4681131 -0.2370004 -0.0761221 -0.4674068 -0.2043911 -0.08749729 -0.4675953 -0.2046416 -0.07753401 -0.4817295 -0.2239956 -0.08828562 -0.4511017 -0.2231719 -0.08362346 -0.4681469 -0.2224573 -0.07553732 -0.4796421 0.09464478 0.03905159 0.09256887 0.1222509 0.02342379 0.09531295 0.1100464 0.03751176 0.09163296 0.03757929 0.04626023 0.0329076 0.031286 0.06177848 0.03799426 -0.2017756 0.09707373 -0.291451 -0.2238666 0.09312921 -0.287698 -0.1517866 0.09322375 -0.3966715 -0.1438705 0.08530259 -0.3966715 -0.1478286 0.09216248 -0.3966715 -0.1374726 0 -0.4873659 -0.1468967 0 -0.4946332 -0.1428218 0 -0.4936596 0.1222509 -0.02342379 0.09531295 0.09464484 -0.03905159 0.09256887 0.1100465 -0.03751176 0.09163296 0.03757929 -0.04626029 0.0329076 0.03128606 -0.0617786 0.03799426 -0.246221 0.08102524 -0.2836787 -0.2695025 0.04814231 -0.2797471 -0.1438704 -0.08530265 -0.3966715 -0.1517866 -0.09322381 -0.3966715 -0.1478285 -0.0921626 -0.3966715 -0.1372991 0.08342635 -0.4509732 -0.1451246 0.09146296 -0.4509732 -0.1412119 0.09038627 -0.4509732 -0.136584 0.05558514 -0.4872142 -0.1454583 0.04636406 -0.4946332 -0.141454 0.04759943 -0.4936393 -0.1434757 0.08758491 -0.4676714 -0.135715 0.0793997 -0.4676811 -0.1395953 0.08649235 -0.4676762 -0.1429648 0.07765257 -0.4818326 -0.1352475 0.06925219 -0.4818455 -0.1391062 0.07653266 -0.481839 -0.136584 -0.05558514 -0.4872142 -0.1454583 -0.04636406 -0.4946332 -0.141454 -0.04759943 -0.4936393 -0.1451246 -0.09146302 -0.4509732 -0.1372991 -0.08342641 -0.4509732 -0.1412118 -0.09038633 -0.4509732 -0.1429648 -0.07765257 -0.4818326 -0.1352475 -0.06925219 -0.4818455 -0.1391062 -0.07653266 -0.481839 -0.1434756 -0.08758491 -0.4676714 -0.1357149 -0.0793997 -0.4676811 -0.1395953 -0.08649235 -0.4676762 -0.1222927 -0.09722387 -0.2702941 -0.1143766 -0.0853998 -0.2718483 -0.1143766 0.08539974 -0.2718483 -0.1222928 0.09722381 -0.2702941 -0.2373021 -0.08416223 -0.2486284 -0.131168 -0.09994763 -0.2688276 -0.2140985 -0.09605139 -0.2533645 -0.1899504 -0.09989124 -0.2581301 -0.131168 0.09994769 -0.2688276 -0.1899504 0.09989124 -0.2581301 -0.2140984 0.09605145 -0.2533645 -0.237302 0.08416241 -0.2486284 -0.2620806 0.04750597 -0.2437745 -0.2620806 -0.04750537 -0.2437745 -0.2709732 0 -0.2420876 -0.2714764 0 -0.3023224 -0.2628952 0.04838615 -0.3031645 -0.2436144 0.07924538 -0.3140455 -0.2502991 0.08869576 -0.3200263 -0.2265338 0.08850109 -0.3157216 -0.2312552 0.0991
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_127-mesh-positions-array" count="305" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_127-mesh-normals">
|
||
|
|
<float_array id="Cube_127-mesh-normals-array" count="1524">-0.08193844 -0.2035574 -0.9756283 0.1147237 0 -0.9933975 0.09683197 -0.170071 -0.9806628 -0.6686516 0.7364975 -0.1023551 -0.3113786 0.9455304 0.09495091 -0.3397767 0.9326015 -0.1216816 -0.6684536 -2.50095e-7 -0.7437539 -0.6569136 0.130162 -0.7426455 -0.6574525 0.1374536 -0.7408527 -0.9947466 -3.16931e-7 -0.1023682 -0.9202124 -0.3829105 0.08117085 -0.9976515 -2.88897e-7 0.06849503 -0.2503199 -0.9239525 0.2892263 -0.05824828 -0.9843986 0.1660324 -0.03331339 -0.9882442 0.1492096 0.1041265 -0.9520649 0.2876288 -0.3106704 -0.5627049 0.7660595 0.08810061 -0.9638388 0.251502 -0.4970543 0.1762059 0.8496402 -0.41359 0.5866796 0.6962401 -0.5365735 0.2826617 0.7951046 -0.9309681 0.3591052 -0.06589263 -0.7704167 0.637277 -0.01833522 -0.6882694 0.7176581 -0.1060761 -0.2503165 0.9239541 0.289224 -0.05824714 0.9843987 0.166032 -0.2801974 0.9083204 0.3105535 0.1959568 -0.9803031 0.02463555 0.5803064 -0.7935366 -0.1831513 0.6059033 -0.7700517 -0.1997537 -0.1422521 -0.1221866 -0.9822601 -0.2366818 -0.28099 -0.930068 -0.1217675 -0.07967287 -0.9893558 0.9437669 0.275935 -0.1821097 0.9658309 -0.2564585 -0.03741329 0.9658303 0.2564607 -0.03741335 0.9614606 0.2670731 0.06531053 0.8036441 -0.28596 -0.5219033 0.6988968 -0.4640218 -0.5442674 0.7499365 -0.4941808 -0.4397507 -0.06212884 0.09693473 -0.9933497 -0.1434645 0.1550182 -0.9774392 -0.0820496 0.1355647 -0.9873653 0.6698709 0.06124603 0.7399473 0.5776969 0.1887246 0.7941344 0.6812835 0.03659415 0.7311044 -0.1180081 -0.2434685 0.9627031 0.1868946 -0.2553843 0.9486039 0.2588075 1.4456e-7 0.9659289 -0.2749598 0.2690795 -0.9230349 -0.3798597 0.2536625 -0.8895854 -0.2571861 0.2621413 -0.9301276 0.1184256 -0.9892308 -0.086012 -0.08195036 -0.9866155 -0.1409757 0.1329115 -0.9845641 -0.1138786 0.9595994 -0.2702444 -0.07834029 0.9595996 0.2702438 -0.07833838 0.08810162 0.9638389 0.2515013 -0.3106687 0.5627047 0.7660603 0.1041258 0.9520647 0.2876293 -0.3644782 -0.4173899 -0.832431 -0.4627686 -0.4060675 -0.7880067 -0.4709817 -0.401349 -0.7855542 -0.08193784 0.2035575 -0.9756283 -0.2698268 0.6113113 -0.7439705 -0.07546591 0.6269592 -0.7753884 -0.4993974 0.5108454 0.6997423 -0.2713666 0.8420336 0.4661972 -0.3204262 0.223429 -0.920547 -0.5336679 0.5429022 -0.6484258 -0.8251269 0.3188191 -0.4663904 -0.660768 0.7213064 -0.2076121 -0.6278764 0.6661645 -0.4024875 -0.08065778 0.9086493 -0.409696 -0.3197946 0.9320632 -0.1702636 -0.08195024 0.9866156 -0.1409751 -0.3099396 0.8561213 -0.4135139 -0.6202174 0.2598171 -0.7401524 -0.4994008 -0.5108404 0.6997435 -0.4970552 -0.1762046 0.84964 -0.2713711 -0.8420314 0.4661986 -0.2698274 -0.6113116 -0.74397 -0.3204263 -0.2234289 -0.920547 -0.5336665 -0.5429028 -0.6484264 -0.6202165 -0.259817 -0.7401531 -0.8251269 -0.318819 -0.4663906 -0.6607678 -0.7213065 -0.2076123 -0.9052153 -0.3524832 -0.2373624 -0.6278755 -0.666165 -0.4024881 -0.08065795 -0.9086491 -0.4096966 -0.3197941 -0.9320632 -0.1702643 -0.3099392 -0.8561213 -0.4135143 -0.07546657 -0.626959 -0.7753885 0.1266634 -0.911438 -0.3914552 0.8754125 -0.2090744 -0.4358223 0.875413 0.2090743 -0.4358213 0.06196087 0.1111139 0.9918743 0.04866999 0 0.9988149 0.0598194 0.1140176 0.9916763 0.0968334 0.1700711 -0.9806626 0.09244674 0.6351673 -0.7668221 0.4978962 0.7814731 -0.3760312 0.13283 0.991131 -0.003949463 0.5579773 0.8181114 -0.139123 -0.5504452 0.690998 0.4685424 -0.5660043 0.6699078 0.4804818 0.2136057 0.9753499 0.05536633 -0.01468157 0.9654417 0.2602057 0.1291408 0.9891769 -0.06965529 -0.09258162 0.9956894 -0.005601882 0.1402925 0.9874979 -0.07187497 -0.5430842 -0.1571453 -0.8248425 -0.5880923 -8.1423e-7 -0.8087939 -0.5893689 -6.08373e-7 -0.8078641 -0.09258228 -0.9956893 -0.005602121 0.1291379 -0.9891773 -0.06965506 0.1402913 -0.9874981 -0.07187491 -0.6686525 -0.7364969 -0.102353 -0.3113746 -0.9455316 0.09495276 -0.6651496 -0.7366258 0.1223052 -0.01468294 -0.9654412 0.2602071 0.2136057 -0.9753499 0.05536568 -0.2046405 0.8542251 0.4779348 -0.9052153 0.3524831 -0.2373626 -0.2571864 -0.2621353 -0.9301292 -0.1977648 -0.2338633 -0.9519439 -0.1881491 -0.2212
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_127-mesh-normals-array" count="508" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_127-mesh-map-0">
|
||
|
|
<float_array id="Cube_127-mesh-map-0-array" count="3636">0.4785465 0.4166666 0.5000001 0.4166667 0.4785465 0.4166666 0.5416668 0.5344909 0.5416668 0.5652987 0.5416668 0.5339367 0.5000001 0.7242503 0.5159118 0.7261939 0.5159552 0.7242527 0.5 0.5340657 0.478066 0.5619465 0.5 0.5623321 0.4583335 0.7245351 0.4583334 0.6762431 0.4583334 0.7240824 0.4583336 0.9069347 0.4583335 0.8624591 0.4583334 0.8333335 0.5032101 0.8333334 0.5414381 0.7628077 0.5130082 0.7601399 0.5224384 0.5 0.5416668 0.5296638 0.5416667 0.4997548 0.5416668 0.7245351 0.5416668 0.6762429 0.5416668 0.6764513 0.4583334 0.724057 0.4584633 0.6765447 0.4584164 0.7239766 0.4629895 0.7265409 0.4584164 0.7239766 0.4629611 0.7238709 0.5380942 0.5286517 0.4618738 0.5 0.5381263 0.5 0.4618738 0.5 0.5380057 0.4538071 0.5381264 0.5 0.4634621 0.7592143 0.4583334 0.8337585 0.4585075 0.7591452 0.5416654 0.5936562 0.5416668 0.6395727 0.5416596 0.6395787 0.5368734 0.739466 0.5416023 0.7425948 0.5368434 0.7422907 0.4583336 0.9069346 0.4712424 0.9166669 0.5000002 0.9166668 0.5416668 0.5933021 0.5416668 0.6416112 0.5416666 0.6396484 0.4583334 0.5 0.4583334 0.4538071 0.4583334 0.4538071 0.5380056 0.4538071 0.4622321 0.4395025 0.537768 0.4395025 0.5416668 0.8333334 0.5416668 0.862459 0.5416669 0.9069346 0.4583334 0.7240824 0.4583327 0.7264359 0.4583335 0.7245351 0.5214536 0.4166666 0.5416668 0.4166667 0.5416668 0.4166667 0.532059 0.8400134 0.5416668 0.862459 0.5415524 0.8474125 0.5415524 0.8474125 0.5416668 0.862459 0.5459317 0.8561401 0.5215719 0.4166667 0.5393637 0.4209769 0.5416668 0.4166667 0.5221031 0.4388376 0.5416668 0.4515702 0.5416668 0.4375987 0.5416668 0.4395727 0.5416667 0.4536103 0.5416668 0.4538071 0.5416667 0.4536103 0.5416668 0.4375987 0.5416668 0.4515702 0.5416668 0.4166667 0.5416668 0.4389972 0.5416668 0.4395727 0.5416668 0.4389972 0.5393637 0.4209769 0.5416668 0.4375987 0.5226044 0.4166667 0.5416668 0.4375987 0.5393637 0.4209769 0.4583334 0.8357339 0.4583335 0.8624591 0.4583334 0.8415288 0.4583334 0.8333335 0.4583335 0.8624591 0.4583334 0.8339573 0.4583334 0.8339573 0.4583335 0.8624591 0.4583334 0.8357339 0.4785465 0.4166666 0.4583334 0.4166666 0.4784282 0.4166666 0.4784282 0.4166666 0.4606364 0.4209769 0.4773958 0.4166666 0.477897 0.4388377 0.4583334 0.4515702 0.4779372 0.4533303 0.4773958 0.4166666 0.4583334 0.4375987 0.477897 0.4388377 0.4583334 0.4395726 0.4583334 0.4538071 0.4583334 0.4538071 0.4583334 0.4536104 0.4583334 0.4395726 0.4583334 0.4538071 0.4583334 0.4389972 0.4583334 0.4166666 0.4583334 0.4395726 0.4583334 0.4536104 0.4583334 0.4375987 0.4583334 0.4389972 0.4583334 0.4389972 0.4606364 0.4209769 0.4583334 0.4166666 0.4583334 0.4166666 0.4583334 0.4395105 0.4583334 0.4395726 0.5377681 0.4395025 0.462848 0.4166666 0.5371522 0.4166667 0.5150592 0.7408736 0.5000001 0.7431722 0.5148624 0.7430695 0.4785465 0.4166666 0.4583334 0.4166666 0.4785465 0.4166666 0.5214537 0.4166667 0.5416668 0.4166667 0.5416668 0.4166667 0.5416676 0.5336549 0.5416668 0.5621406 0.5416671 0.561986 0.5416224 0.7271679 0.5416668 0.6764513 0.5415174 0.6788397 0.5416668 0.7590078 0.5416668 0.758996 0.5416668 0.8333334 0.5416668 0.6395727 0.5416668 0.6637404 0.5416667 0.663242 0.4784928 0.592823 0.5000001 0.6394114 0.5000001 0.593031 0.4583334 0.6637404 0.4583334 0.6395727 0.4583334 0.6632421 0.4583334 0.534491 0.4583334 0.5652988 0.4583334 0.5670235 0.4583334 0.8333335 0.4583334 0.758996 0.4583334 0.7590079 0.5416667 0.8339573 0.5416668 0.758996 0.5416668 0.7598657 0.5220629 0.4533304 0.5416667 0.4997548 0.5416668 0.4515702 0.4583334 0.6396483 0.4583334 0.5933125 0.4583334 0.6394654 0.4583334 0.5652987 0.4583334 0.5338291 0.4583334 0.5645554 0.4583334 0.8333335 0.4583333 0.7598657 0.4583334 0.8339573 0.5416667 0.4999882 0.5416668 0.4515702 0.5416667 0.4997548 0.5416667 0.5 0.5416667 0.4536103 0.5416667 0.4999882 0.5000001 0.4166667 0.5215719 0.4166667 0.5214536 0.4166666 0.5000001 0.4166667 0.5226044 0.4166667 0.5215719 0.4166667 0.5000001 0.4166667 0.5221031 0.4388376 0.5226044 0.4166667 0.5000001 0.4388446 0.5220629 0.4533304 0.5221031 0.4388376 0.4583334 0.7240824 0
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_127-mesh-map-0-array" count="1818" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Cube_127-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Cube_127-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="Orange-material" count="269">
|
||
|
|
<input semantic="VERTEX" source="#Cube_127-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_127-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_127-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>268 12 12 229 13 13 267 14 14 71 15 15 34 16 16 32 17 17 2 18 18 179 19 19 172 20 20 263 24 24 221 25 25 227 26 26 266 27 27 257 28 28 273 29 29 205 37 39 74 38 40 212 39 41 158 40 42 112 41 43 107 42 44 71 46 48 70 47 49 0 48 50 151 49 51 115 50 52 114 51 53 3 57 60 4 58 61 57 59 62 5 66 69 4 58 70 6 67 71 6 67 72 4 58 73 3 57 74 36 78 96 34 16 97 33 79 98 32 17 99 34 16 100 35 80 101 35 80 102 34 16 103 36 78 104 262 104 150 227 26 151 224 105 152 196 106 153 176 107 154 3 57 155 112 108 156 220 109 157 242 110 158 153 111 159 118 112 160 147 113 161 230 114 162 109 115 163 253 116 164 32 17 168 184 120 169 209 121 170 6 67 171 176 107 172 182 122 173 110 124 177 152 125 178 111 126 179 36 78 183 191 129 184 35 80 185 267 14 204 254 136 205 266 27 206 269 137 207 236 138 208 268 12 209 3 57 210 203 139 211 196 106 212 159 140 213 106 141 214 105 142 215 194 143 216 33 79 217 188 144 218 107 145 219 242 110 220 247 146 221 116 153 228 150 154 229 148 155 230 2 18 255 4 58 256 5 66 257 5 66 258 182 122 259 179 19 260 35 80 276 184 120 277 32 17 278 57 168 282 58 169 283 59 170 284 57 59 285 61 171 286 3 57 287 60 172 288 205 37 289 200 173 290 265 174 291 248 175 292 241 176 293 73 177 294 72 178 295 74 38 296 238 179 297 110 180 298 235 181 299 244 185 303 105 186 304 106 187 305 109 188 306 161 189 307 104 190 308 161 189 312 105 142 313 104 190 314 71 15 318 74 195 319 72 196 320 116 198 324 215 199 325 218 200 326 251 201 327 104 202 328 105 186 329 117 206 333 155 207 334 108 208 335 32 17 336 212 209 337 74 195 338 61 227 402 200 173 403 203 228 404 58 169 405 0 48 406 70 47 407 235 181 408 111 229 409 230 114 410 117 230 411 215 199 412 118 231 413 218 200 414 115 232 415 116 198 416 244 185 417 107 145 418 247 146 419 114 233 420 223 234 421 226 235 422 108 236 423 232 237 424 117 230 425 169 238 426 33 79 427 1 239 428 106 141 432 158 40 433 107 42 434 156 247 450 113 248 451 112 41 452 111 126 453 160 249 454 109 188 455 149 250 456 114 51 457 113 248 458 108 208 459 154 251 460 110 124 461 253 116 462 104 202 463 256 252 464 59 295 570 60 172 571 61 227 572 113 298 585 226 235 586 220 109 587 148 155 588 118 112 589 116 153 590 173 299 591 180 300 592 178 301 593 172 302 594 180 303 595 174 304 596 178 301 597 183 305 598 181 306 599 179 307 600 183 308 601 180 303 602 183 305 603 175 309 604 181 306 605 182 310 606 177 311 607 183 308 608 185 312 609 192 313 610 190 314 611 186 315 612 191 316 613 192 317 614 192 313 615 193 318 616 190 314 617 192 317 618 194 319 619 195 320 620 195 321 621 187 322 622 193 318 623 195 320 624 188 323 625 189 324 626 170 325 627 174 326 628 173 299 629 169 327 630 174 304 631 171 328 632 189 329 633 170 325 634 187 322 635 189 324 636 169 327 637 171 328 638 198 330 639 202 331 640 197 332 641 196 333 642 204 334 643 198 335 644 204 336 645 199 337 646 202 331 647 204 334 648 200 338 649 201 339 650 206 340 651 213 341 652 211 342 653 205 343 654 213 344 655 207 345 656 211 342 657 210 346 658 208 347 659 213 344 660 209 348 661 210 349 662 199 337 663 207 350 664 206 340 665 200 338 666 207 345 667 201 339 668 175 309 669 198 330 670 197 332 671 176 351 672 198 335 673 177 311 674 210 346 675 185 312 676 208 347 677 210 349 678 184 352 679 186 315 680 225 353 681 217 354 682 224 355 683 225 356 684 218 357 685 219 358 686 228 359 687 224 355 688 227 360 689 228 361 690 223 362 691 225 356 692 222 363 693 227 360 694 221 364 695 220 365 696 228 361 697 222 366 698 236 367 699 231 368 700 229 369 701 237 370 702 230 371 703 231 372 704 239 373 705 237 374 706 236 367 707 238 375 708 237 370 709 240 376 710 233 377 711 240 378 712 239 373 713 232 379 714 240 376 715 234 380 716 219 381 717 214 382 718 217 354 719 219 358 720 215 383 721 216 384 722 214 382 723 234 385 724 233 377 725 215 383 726 234 380 727 216 384 728 249 386 729 241 387 730 248 388 731 249 389 732 242 390 733 243 391 734 245 392 735 249 386 736 248 388 737 244 393 738 249 389 739 246 394 740 258 395 741 250 396 742 257 397 743 258 398 744 251 399 745 252 400 746 254 401 747 258 395 748 257 397 7
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Grey-material" count="90">
|
||
|
|
<input semantic="VERTEX" source="#Cube_127-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_127-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_127-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>259 6 6 290 7 7 261 8 8 298 30 30 273 31 31 272 32 32 285 43 45 202 44 46 199 45 47 267 60 63 295 61 64 268 62 65 274 96 138 170 97 139 173 98 140 301 147 222 264 148 223 263 149 224 288 165 279 211 166 280 208 167 281 276 192 315 178 193 316 181 194 317 273 31 780 302 409 781 266 410 782 297 414 789 272 32 790 271 415 791 278 416 792 208 167 793 185 417 794 279 418 795 185 417 796 190 419 797 303 428 810 260 429 811 269 430 812 300 431 813 259 6 814 260 429 815 202 44 816 283 432 817 197 433 818 289 434 822 274 435 823 290 436 824 285 437 825 298 438 826 297 439 827 303 440 828 281 441 829 300 442 830 289 434 831 281 441 832 282 443 833 274 435 834 291 444 835 290 436 836 284 445 837 297 439 838 296 446 839 293 447 840 277 448 841 283 449 842 298 438 843 287 450 844 299 451 845 283 449 846 296 446 847 293 447 848 280 452 849 295 453 850 279 454 851 278 455 852 302 456 853 288 457 854 275 458 855 301 459 856 291 444 857 288 457 858 299 451 859 287 450 860 276 460 861 292 461 862 301 459 863 279 454 864 294 462 865 278 455 866 293 463 867 270 464 868 265 465 869 193 466 870 279 418 871 190 419 872 292 467 873 265 465 874 264 148 875 270 464 876 297 414 877 271 415 878 175 468 879 276 192 880 181 194 881 170 97 882 281 469 883 187 470 884 206 471 885 285 43 886 199 45 887 268 62 888 303 428 889 269 430 890 266 410 891 294 472 892 267 60 893 275 473 894 173 98 895 178 193 896 211 166 897 286 474 898 206 471 899 291 475 900 263 149 901 262 476 902 197 433 903 277 477 904 175 468 905 187 470 906 280 478 907 193 466 908 261 8 909 291 475 910 262 476 911 259 6 933 289 481 934 290 7 935 298 30 954 299 482 955 273 31 956 285 43 969 284 483 970 202 44 971 267 60 984 294 472 985 295 61 986 274 96 1044 282 485 1045 170 97 1046 301 147 1122 292 467 1123 264 148 1124 288 165 1179 287 488 1180 211 166 1181 276 192 1215 275 473 1216 178 193 1217 273 31 1671 299 482 1672 302 409 1673 297 414 1680 298 30 1681 272 32 1682 278 416 1683 288 165 1684 208 167 1685 279 418 1686 278 416 1687 185 417 1688 303 428 1701 300 431 1702 260 429 1703 300 431 1704 289 481 1705 259 6 1706 202 44 1707 284 483 1708 283 432 1709 289 434 1713 282 443 1714 274 435 1715 285 437 1716 286 506 1717 298 438 1718 303 440 1719 280 452 1720 281 441 1721 289 434 1722 300 442 1723 281 441 1724 274 435 1725 275 458 1726 291 444 1727 284 445 1728 285 437 1729 297 439 1730 293 447 1731 292 461 1732 277 448 1733 298 438 1734 286 506 1735 287 450 1736 283 449 1737 284 445 1738 296 446 1739 280 452 1740 303 440 1741 295 453 1742 278 455 1743 294 462 1744 302 456 1745 275 458 1746 276 460 1747 301 459 1748 288 457 1749 302 456 1750 299 451 1751 276 460 1752 277 448 1753 292 461 1754 279 454 1755 295 453 1756 294 462 1757 293 463 1758 296 507 1759 270 464 1760 193 466 1761 280 478 1762 279 418 1763 292 467 1764 293 463 1765 265 465 1766 270 464 1767 296 507 1768 297 414 1769 175 468 1770 277 477 1771 276 192 1772 170 97 1773 282 485 1774 281 469 1775 206 471 1776 286 474 1777 285 43 1778 268 62 1779 295 61 1780 303 428 1781 266 410 1782 302 409 1783 294 472 1784 275 473 1785 274 96 1786 173 98 1787 211 166 1788 287 488 1789 286 474 1790 291 475 1791 301 147 1792 263 149 1793 197 433 1794 283 432 1795 277 477 1796 187 470 1797 281 469 1798 280 478 1799 261 8 1800 290 7 1801 291 475 1802</p>
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="247">
|
||
|
|
<input semantic="VERTEX" source="#Cube_127-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_127-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_127-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>43 0 0 68 1 1 93 2 2 121 3 3 63 4 4 123 5 5 119 9 9 7 10 10 162 11 11 9 21 21 122 22 22 11 23 23 138 33 33 77 34 34 65 35 35 77 34 36 80 36 37 65 35 38 78 52 54 45 53 55 95 54 56 80 36 57 102 55 58 87 56 59 13 63 66 18 64 67 16 65 68 17 68 75 19 69 76 18 64 77 25 70 78 21 71 79 24 72 80 22 73 81 20 74 82 14 75 83 20 74 84 24 72 85 21 71 86 16 65 87 23 76 88 22 73 89 23 76 90 19 69 91 24 72 92 26 77 93 24 72 94 19 69 95 43 0 105 56 81 106 46 82 107 46 82 108 48 83 109 47 84 110 50 85 111 49 86 112 44 87 113 47 84 114 51 88 115 50 85 116 52 89 117 95 54 118 45 53 119 54 90 120 52 89 121 45 53 122 55 91 123 53 92 124 52 89 125 54 90 126 51 88 127 55 91 128 55 91 129 48 83 130 56 81 131 53 92 132 101 93 133 52 89 134 87 56 135 99 94 136 90 95 137 93 2 141 53 92 142 43 0 143 84 99 144 16 65 145 89 100 146 136 101 147 163 102 148 164 103 149 132 117 165 37 118 166 8 119 167 15 123 174 11 23 175 21 71 176 37 118 180 127 127 181 38 128 182 12 130 186 21 71 187 11 23 188 10 131 189 20 74 190 12 130 191 28 132 192 17 68 193 13 63 194 31 133 195 26 77 196 17 68 197 30 134 198 25 70 199 26 77 200 29 135 201 15 123 202 25 70 203 131 150 225 40 151 226 42 152 227 44 87 231 42 152 232 40 151 233 39 156 234 54 90 235 45 53 236 41 157 237 49 86 238 54 90 239 46 82 240 28 132 241 43 0 242 47 84 243 31 133 244 46 82 245 50 85 246 30 134 247 47 84 248 44 87 249 29 135 250 50 85 251 99 94 252 92 158 253 67 159 254 64 160 261 126 161 262 135 162 263 14 75 264 64 160 265 81 163 266 22 73 267 81 163 268 86 164 269 16 65 270 86 164 271 89 100 272 68 1 273 13 63 274 84 99 275 141 182 300 142 183 301 143 184 302 164 103 309 139 191 310 136 101 311 88 197 321 80 36 322 87 56 323 62 203 330 151 204 331 149 205 332 38 128 339 154 210 340 37 118 341 168 211 342 142 212 343 167 213 344 82 214 345 86 164 346 81 163 347 91 215 348 87 56 349 90 95 350 88 197 351 89 100 352 86 164 353 91 215 354 83 216 355 85 217 356 89 100 357 85 217 358 84 99 359 100 218 360 92 158 361 99 94 362 94 219 363 98 220 364 93 2 365 100 218 366 102 55 367 103 221 368 98 220 369 103 221 370 101 93 371 103 221 372 96 222 373 97 223 374 101 93 375 97 223 376 95 54 377 65 35 378 82 214 379 66 224 380 85 217 381 67 159 382 69 225 383 81 163 384 66 224 385 82 214 386 84 99 387 69 225 388 68 1 389 77 34 390 97 223 391 96 222 392 95 54 393 79 226 394 78 52 395 94 219 396 67 159 397 92 158 398 69 225 399 93 2 400 68 1 401 139 191 429 166 240 430 140 241 431 134 242 435 62 203 436 163 102 437 76 243 438 119 9 439 162 11 440 125 244 441 63 4 442 62 203 443 145 245 444 38 128 445 127 127 446 133 246 447 8 119 448 7 10 449 144 253 465 79 226 466 143 254 467 163 102 468 149 205 469 156 255 470 141 256 471 79 226 472 77 34 473 130 257 474 39 156 475 128 258 476 131 150 477 41 157 478 130 257 479 128 258 480 78 52 481 144 253 482 135 162 483 66 224 484 64 160 485 124 259 486 10 131 487 12 130 488 122 22 489 12 130 490 11 23 491 142 183 492 144 260 493 143 184 494 136 261 495 138 262 496 137 263 497 135 264 498 136 261 499 137 263 500 134 265 501 126 266 502 125 267 503 129 268 504 131 269 505 130 270 506 128 271 507 129 268 508 130 270 509 133 272 510 131 269 511 132 273 512 123 274 513 126 266 514 124 275 515 122 276 516 123 274 517 124 275 518 121 277 519 122 276 520 120 278 521 145 279 522 128 271 523 144 260 524 141 182 525 139 280 526 140 281 527 27 282 528 9 21 529 15 123 530 9 21 531 119 9 532 120 283 533 40 151 534 27 282 535 44 87 536 40 151 537 119 9 538 146 284 539 152 285 540 168 211 541 160 286 542 63 4 543 150 287 544 151 204 545 167 213 546 140 241 547 166 240 548 158 288 549 165 289 550 164 103 551 156 255 552 164 103 553 163 102 554 37 118 555 155 290 556 8 119 557 150 287 558 76 243 559 148 291 560 162 11 561 153 292 562 147 293 563 155 290 564 7 10 565 8 119 566 166 240 567 161 294 568 167 213 569 138 33 573 66 224 574 137 296 575 167 213 576 160 286 577 168 211 578 148 291 579 162 11 580 147 293 581 75 297 582 120 283 583 76 243 584 157 407 774 166 240 775 165 289 776 43 0 927 28 132 928 68 1 929 121 3 930 75 297 931 63 4 932 119 9 936 133 246 937 7 10 938 9 2
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
<geometry id="Cube_126-mesh" name="Cube.126">
|
||
|
|
<mesh>
|
||
|
|
<source id="Cube_126-mesh-positions">
|
||
|
|
<float_array id="Cube_126-mesh-positions-array" count="915">-0.1144507 0 0.1029981 0.04242932 0 0.0506609 0.04181504 0.006554245 0.05039608 -0.02185797 0.06463587 0.0435521 -0.007037103 0.05103802 0.06661975 0.02168977 0.04557651 0.04831546 0.001328349 0.05996519 0.04521381 0.2695029 -0.04814231 -0.279747 0.2462215 -0.08102512 -0.2836786 0.2696983 0.05020296 -0.3966715 0.214421 0.09322375 -0.3966715 0.2503646 0.08062326 -0.3966715 0.2332483 0.08994901 -0.3966715 0.2095738 0.04636406 -0.4946332 0.2057485 0.09146296 -0.4509732 0.2608028 0.048424 -0.4515337 0.2046421 0.07753401 -0.4817295 0.2275302 0.04661965 -0.4914385 0.2224578 0.07553732 -0.4796421 0.2330069 0.07231909 -0.4762988 0.2239962 0.08828562 -0.4511017 0.2408665 0.07899057 -0.4512534 0.2043917 0.08749729 -0.4675953 0.2231724 0.08362346 -0.4681469 0.2370008 0.0761221 -0.4674068 0.2552552 0.04773443 -0.4681131 0.2435714 0.04710084 -0.4821258 0.2693445 0 -0.4515337 0.217752 0 -0.4946332 0.2631993 0 -0.4680272 0.2512366 0 -0.4820098 0.2352777 0 -0.4913526 -0.02185797 -0.06463599 0.0435521 0.04181522 -0.006553232 0.05039608 -0.007037103 -0.05103808 0.06661975 0.001328408 -0.05996513 0.04521381 0.02168983 -0.04557621 0.04831546 0.223867 -0.09312921 -0.2876979 0.201776 -0.09707343 -0.2914509 0.2144209 -0.09322381 -0.3966715 0.2696983 -0.05020296 -0.3966715 0.2332483 -0.08994907 -0.3966715 0.2503646 -0.08062332 -0.3966715 0.2095737 -0.04636406 -0.4946332 0.2608027 -0.04842406 -0.4515337 0.2057485 -0.09146302 -0.4509732 0.2275301 -0.04661965 -0.4914385 0.2435713 -0.04710084 -0.4821258 0.2330069 -0.07231909 -0.4762988 0.2408665 -0.07899063 -0.4512534 0.2552551 -0.04773449 -0.4681131 0.2370008 -0.0761221 -0.4674068 0.2043916 -0.08749729 -0.4675953 0.2046421 -0.07753401 -0.4817295 0.2239961 -0.08828562 -0.4511017 0.2231723 -0.08362346 -0.4681469 0.2224577 -0.07553732 -0.4796421 -0.09464436 0.03905159 0.09256887 -0.1222504 0.02342379 0.09531295 -0.1100459 0.03751176 0.09163296 -0.03757882 0.04626023 0.0329076 -0.03128558 0.06177848 0.03799426 0.2017761 0.09707373 -0.291451 0.223867 0.09312921 -0.287698 0.1517871 0.09322375 -0.3966715 0.143871 0.08530259 -0.3966715 0.147829 0.09216248 -0.3966715 0.1374731 0 -0.4873659 0.1468971 0 -0.4946332 0.1428223 0 -0.4936596 -0.1222504 -0.02342379 0.09531295 -0.09464436 -0.03905159 0.09256887 -0.110046 -0.03751176 0.09163296 -0.03757882 -0.04626029 0.0329076 -0.03128558 -0.0617786 0.03799426 0.2462215 0.08102524 -0.2836787 0.2695029 0.04814231 -0.2797471 0.1438709 -0.08530265 -0.3966715 0.1517871 -0.09322381 -0.3966715 0.1478289 -0.0921626 -0.3966715 0.1372995 0.08342635 -0.4509732 0.145125 0.09146296 -0.4509732 0.1412123 0.09038627 -0.4509732 0.1365845 0.05558514 -0.4872142 0.1454588 0.04636406 -0.4946332 0.1414545 0.04759943 -0.4936393 0.1434761 0.08758491 -0.4676714 0.1357154 0.0793997 -0.4676811 0.1395958 0.08649235 -0.4676762 0.1429653 0.07765257 -0.4818326 0.135248 0.06925219 -0.4818455 0.1391066 0.07653266 -0.481839 0.1365845 -0.05558514 -0.4872142 0.1454588 -0.04636406 -0.4946332 0.1414545 -0.04759943 -0.4936393 0.145125 -0.09146302 -0.4509732 0.1372995 -0.08342641 -0.4509732 0.1412122 -0.09038633 -0.4509732 0.1429653 -0.07765257 -0.4818326 0.135248 -0.06925219 -0.4818455 0.1391066 -0.07653266 -0.481839 0.1434761 -0.08758491 -0.4676714 0.1357154 -0.0793997 -0.4676811 0.1395958 -0.08649235 -0.4676762 0.1222932 -0.09722387 -0.2702941 0.114377 -0.0853998 -0.2718483 0.114377 0.08539974 -0.2718483 0.1222932 0.09722381 -0.2702941 0.2373026 -0.08416223 -0.2486284 0.1311684 -0.09994763 -0.2688276 0.2140989 -0.09605139 -0.2533645 0.1899508 -0.09989124 -0.2581301 0.1311684 0.09994769 -0.2688276 0.1899508 0.09989124 -0.2581301 0.2140988 0.09605145 -0.2533645 0.2373024 0.08416241 -0.2486284 0.262081 0.04750597 -0.2437745 0.262081 -0.04750537 -0.2437745 0.2709736 0 -0.2420876 0.2714768 0 -0.3023224 0.2628957 0.04838615 -0.3031645 0.2436149 0.07924538 -0.3140455 0.2502995 0.08869576 -0.3200263 0.2265342 0.08850109 -0.3157216 0.2312557 0.09910237 -0.3218955 0.2077417 0.09170126 -0.3175659 0.2103053 0.1027594 -0.323952 0.2077416 -0.09
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_126-mesh-positions-array" count="305" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_126-mesh-normals">
|
||
|
|
<float_array id="Cube_126-mesh-normals-array" count="1524">-0.1147237 0 -0.9933975 0.08193802 -0.2035574 -0.9756283 -0.09683096 -0.170071 -0.980663 0.3113784 0.9455305 0.09495073 0.6686512 0.7364978 -0.1023555 0.3397766 0.9326016 -0.1216813 0.6684536 -3.82754e-7 -0.7437539 0.6569136 0.130162 -0.7426455 0.6671714 -5.11251e-7 -0.7449043 0.9947466 -3.07327e-7 -0.1023685 0.9202126 -0.3829101 0.08117073 0.9424442 -0.3223866 -0.08869004 0.05824822 -0.9843986 0.1660324 0.2503199 -0.9239525 0.2892264 0.03331345 -0.9882443 0.1492096 -0.1041266 -0.9520649 0.2876288 -0.08810055 -0.9638386 0.2515021 0.3106705 -0.5627048 0.7660595 0.41359 0.5866797 0.6962401 0.4970545 0.1762058 0.8496402 0.5365735 0.2826619 0.7951045 0.9309682 0.3591049 -0.06589281 0.7704164 0.6372774 -0.01833522 0.9424442 0.3223863 -0.08869063 0.2503166 0.923954 0.2892242 0.05824708 0.9843987 0.1660318 0.03331214 0.9882444 0.1492093 -0.5803064 -0.7935364 -0.1831513 -0.1959566 -0.9803031 0.02463549 -0.6059032 -0.7700518 -0.1997537 0.2366818 -0.28099 -0.930068 0.1422517 -0.1221865 -0.9822601 0.1217669 -0.07967281 -0.9893559 -0.965831 -0.2564585 -0.03741335 -0.943767 0.2759351 -0.1821097 -0.9658305 0.25646 -0.03741347 -0.9614607 0.267073 0.06531053 -0.8036441 -0.2859604 -0.521903 -0.6988968 -0.4640217 -0.5442675 -0.7189297 -0.2435925 -0.6510015 0.1434649 0.1550181 -0.9774391 0.06212902 0.09693473 -0.9933498 0.08205026 0.1355646 -0.9873652 -0.5776965 0.1887241 0.7941348 -0.6698707 0.06124579 0.7399475 -0.6812835 0.03659409 0.7311045 -0.1868945 -0.2553845 0.9486039 0.1180082 -0.2434685 0.9627031 -0.2588077 0 0.9659289 0.3798601 0.2536622 -0.8895853 0.2749598 0.2690798 -0.9230349 0.2571863 0.2621415 -0.9301276 -0.1184257 -0.9892307 -0.0860123 0.08195036 -0.9866155 -0.1409757 0.09224522 -0.9920694 -0.08537691 -0.959599 -0.2702454 -0.07834017 -0.9614607 -0.2670734 0.06530886 -0.08810156 0.9638389 0.2515013 -0.1041259 0.9520647 0.2876295 0.3106688 0.5627048 0.7660602 0.3644782 -0.4173899 -0.832431 0.4627689 -0.4060677 -0.7880065 0.3477867 -0.4124779 -0.8419659 0.08193784 0.2035574 -0.9756283 0.2698271 0.6113113 -0.7439704 0.3204262 0.2234288 -0.920547 0.4993974 0.5108455 0.6997423 0.2713665 0.8420336 0.466197 0.5336676 0.5429027 -0.6484255 0.6202175 0.2598168 -0.7401524 0.8251273 0.3188189 -0.4663899 0.660768 0.7213064 -0.2076119 0.9052153 0.3524834 -0.237362 0.3197947 0.9320632 -0.1702636 0.08065789 0.9086493 -0.4096958 0.08195006 0.9866155 -0.1409751 0.6278761 0.6661649 -0.4024873 0.3099399 0.8561213 -0.4135138 0.07546609 0.6269592 -0.7753884 0.4994008 -0.5108404 0.6997435 0.4970556 -0.1762046 0.8496397 0.2713712 -0.8420312 0.4661987 0.2698273 -0.6113114 -0.7439702 0.3204255 -0.2234289 -0.9205471 0.5336662 -0.5429026 -0.6484268 0.6202161 -0.2598172 -0.7401533 0.6607681 -0.7213063 -0.2076122 0.8251272 -0.3188189 -0.4663901 0.9052156 -0.3524832 -0.2373619 0.6278755 -0.666165 -0.4024881 -0.1329115 -0.984564 -0.1138784 0.08065789 -0.908649 -0.4096967 0.3197941 -0.9320632 -0.1702643 0.07546651 -0.6269589 -0.7753885 0.3099393 -0.8561212 -0.4135145 -0.1266633 -0.9114381 -0.3914552 -0.9595995 0.2702444 -0.07833832 -0.8754125 -0.2090743 -0.4358222 -0.04867005 0 0.998815 -0.06196081 0.1111141 0.9918743 -0.05981934 0.1140178 0.9916762 -0.09244585 -0.6351663 -0.7668231 -0.09683334 0.1700708 -0.9806627 -0.092449 0.6351659 -0.766823 -0.1328299 0.991131 -0.003949403 -0.4978961 0.7814731 -0.3760313 -0.5579773 0.8181114 -0.139123 0.5504454 0.6909977 0.4685426 0.2801973 0.9083205 0.3105534 -0.2136057 0.9753499 0.05536633 0.01468157 0.9654416 0.2602057 -0.1291409 0.9891768 -0.06965547 0.09258168 0.9956894 -0.005601882 0.08954983 0.9959801 -0.002153992 0.5880922 -5.36371e-7 -0.808794 0.5430833 -0.157146 -0.8248428 0.5893688 -2.74196e-7 -0.8078641 0.09258246 -0.9956893 -0.005602061 -0.129138 -0.9891773 -0.06965512 0.08955061 -0.99598 -0.002153992 0.3113746 -0.9455316 0.09495276 0.6686521 -0.7364973 -0.1023534 0.6651493 -0.7366262 0.1223048 -0.2136057 -0.9753499 0.0553658 0.01468294 -0.9654413 0.2602071 0.6882693 0.7176582 -0.1060762 0.1977648 -0.2338635 -0.9519439 0.2571861 -0.26213
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_126-mesh-normals-array" count="508" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_126-mesh-map-0">
|
||
|
|
<float_array id="Cube_126-mesh-map-0-array" count="3636">0.5000001 0.4166667 0.4785465 0.4166666 0.4785465 0.4166666 0.5416668 0.5652987 0.5416668 0.5344909 0.5416668 0.5339367 0.5000001 0.7242503 0.5159118 0.7261939 0.5000001 0.7256729 0.5 0.5340657 0.478066 0.5619465 0.4778388 0.5340325 0.4583334 0.6762431 0.4583335 0.7245351 0.4583334 0.7240824 0.4583336 0.9069347 0.4583334 0.8333335 0.4583335 0.8624591 0.5414381 0.7628077 0.5032101 0.8333334 0.5130082 0.7601399 0.5224384 0.5 0.5416668 0.5296638 0.5221998 0.5293197 0.5416668 0.7245351 0.5416668 0.6762429 0.5416668 0.7240822 0.4584633 0.6765447 0.4583334 0.724057 0.4584164 0.7239766 0.4584164 0.7239766 0.4629895 0.7265409 0.4629611 0.7238709 0.4618738 0.5 0.5380942 0.5286517 0.5381263 0.5 0.5380057 0.4538071 0.4618738 0.5 0.5381264 0.5 0.4634621 0.7592143 0.4583334 0.8337585 0.465259 0.8333335 0.5416668 0.6395727 0.5416654 0.5936562 0.5416596 0.6395787 0.5416023 0.7425948 0.5368734 0.739466 0.5368434 0.7422907 0.4712424 0.9166669 0.4583336 0.9069346 0.5000002 0.9166668 0.5416668 0.6416112 0.5416668 0.5933021 0.5416666 0.6396484 0.4583334 0.5 0.4583334 0.4538071 0.4583334 0.5 0.5380056 0.4538071 0.4622321 0.4395025 0.4619945 0.4538071 0.5416668 0.8333334 0.5416669 0.9069346 0.5416668 0.862459 0.4583334 0.7240824 0.4583327 0.7264359 0.4583334 0.7257272 0.5214536 0.4166666 0.5416668 0.4166667 0.5215719 0.4166667 0.532059 0.8400134 0.5415524 0.8474125 0.5416668 0.862459 0.5415524 0.8474125 0.5459317 0.8561401 0.5416668 0.862459 0.5215719 0.4166667 0.5393637 0.4209769 0.5226044 0.4166667 0.5221031 0.4388376 0.5416668 0.4515702 0.5220629 0.4533304 0.5416667 0.4536103 0.5416668 0.4395727 0.5416668 0.4538071 0.5416667 0.4536103 0.5416668 0.4375987 0.5416668 0.4389972 0.5416668 0.4389972 0.5416668 0.4166667 0.5416668 0.4395727 0.5416668 0.4389972 0.5393637 0.4209769 0.5416668 0.4166667 0.5226044 0.4166667 0.5416668 0.4375987 0.5221031 0.4388376 0.4583334 0.8357339 0.4583334 0.8415288 0.4583335 0.8624591 0.4583334 0.8333335 0.4583334 0.8339573 0.4583335 0.8624591 0.4583334 0.8339573 0.4583334 0.8357339 0.4583335 0.8624591 0.4583334 0.4166666 0.4785465 0.4166666 0.4784282 0.4166666 0.4606364 0.4209769 0.4784282 0.4166666 0.4773958 0.4166666 0.4583334 0.4515702 0.477897 0.4388377 0.4779372 0.4533303 0.4583334 0.4375987 0.4773958 0.4166666 0.477897 0.4388377 0.4583334 0.4538071 0.4583334 0.4395726 0.4583334 0.4538071 0.4583334 0.4395726 0.4583334 0.4536104 0.4583334 0.4538071 0.4583334 0.4166666 0.4583334 0.4389972 0.4583334 0.4395726 0.4583334 0.4536104 0.4583334 0.4375987 0.4583334 0.4515702 0.4583334 0.4389972 0.4606364 0.4209769 0.4583334 0.4375987 0.4583334 0.4395105 0.4583334 0.4166666 0.4583334 0.4395726 0.5377681 0.4395025 0.462848 0.4166666 0.4622321 0.4395025 0.5000001 0.7431722 0.5150592 0.7408736 0.5148624 0.7430695 0.4785465 0.4166666 0.4583334 0.4166666 0.4583334 0.4166666 0.5416668 0.4166667 0.5214537 0.4166667 0.5416668 0.4166667 0.5416668 0.5621406 0.5416676 0.5336549 0.5416671 0.561986 0.5416224 0.7271679 0.5416668 0.6764513 0.5416668 0.7245351 0.5416668 0.7590078 0.5416668 0.8333334 0.5416668 0.758996 0.5416668 0.6395727 0.5416668 0.6637404 0.5416668 0.6394653 0.5000001 0.6394114 0.4784928 0.592823 0.5000001 0.593031 0.4583334 0.6637404 0.4583334 0.6395727 0.4583334 0.6394654 0.4583334 0.5652988 0.4583334 0.534491 0.4583334 0.5670235 0.4583334 0.8333335 0.4583334 0.7590079 0.4583334 0.758996 0.5416667 0.8339573 0.5416668 0.758996 0.5416668 0.8333334 0.5220629 0.4533304 0.5416667 0.4997548 0.5224384 0.5 0.4583334 0.5933125 0.4583334 0.6396483 0.4583334 0.6394654 0.4583334 0.5652987 0.4583334 0.5338291 0.4583334 0.5339369 0.4583333 0.7598657 0.4583334 0.8333335 0.4583334 0.8339573 0.5416668 0.4515702 0.5416667 0.4999882 0.5416667 0.4997548 0.5416667 0.4536103 0.5416667 0.5 0.5416667 0.4999882 0.5000001 0.4166667 0.5215719 0.4166667 0.5000001 0.4166667 0.5000001 0.4166667 0.5226044 0.4166667 0.5000001 0.4166667 0.5000001 0.4166667 0.5221031 0.4388376 0.5000001 0.4388446 0.5000001 0.4388446 0.5220629 0.4533304 0.5000001 0.4533303 0.4583334 0.6768828 0.4583
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_126-mesh-map-0-array" count="1818" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Cube_126-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Cube_126-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="Orange-material" count="269">
|
||
|
|
<input semantic="VERTEX" source="#Cube_126-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_126-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_126-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>229 12 12 268 13 13 267 14 14 71 15 15 32 16 16 34 17 17 179 18 18 2 19 19 172 20 20 263 24 24 221 25 25 264 26 26 257 27 27 266 28 28 273 29 29 205 37 39 74 38 40 73 39 41 112 40 42 158 41 43 107 42 44 70 46 48 71 47 49 0 48 50 115 49 51 151 50 52 114 51 53 3 57 60 57 58 61 4 59 62 5 66 69 6 67 70 4 59 71 6 67 72 3 57 73 4 59 74 36 79 96 33 80 97 34 17 98 32 16 99 35 81 100 34 17 101 35 81 102 36 79 103 34 17 104 262 107 150 227 108 151 263 24 152 196 109 153 3 57 154 176 110 155 112 111 156 220 112 157 113 113 158 118 114 159 153 115 160 147 116 161 230 117 162 109 118 163 111 119 164 32 16 168 209 123 169 184 124 170 6 67 171 176 110 172 3 57 173 152 126 177 110 127 178 111 128 179 191 131 183 36 79 184 35 81 185 254 139 204 267 14 205 266 28 206 236 140 207 269 141 208 268 13 209 3 57 210 203 142 211 61 143 212 106 144 213 159 145 214 105 146 215 194 147 216 33 80 217 36 79 218 242 148 219 107 149 220 247 150 221 150 157 228 116 158 229 148 159 230 2 19 255 5 66 256 4 59 257 5 66 258 182 163 259 6 67 260 184 124 276 35 81 277 32 16 278 57 171 282 58 172 283 0 48 284 57 58 285 61 143 286 59 173 287 205 37 288 60 174 289 200 175 290 265 176 291 248 177 292 270 178 293 73 39 294 72 179 295 70 180 296 238 181 297 110 182 298 108 183 299 105 187 303 244 188 304 106 189 305 109 190 306 161 191 307 160 192 308 105 146 312 161 191 313 104 195 314 74 199 318 71 15 319 72 200 320 116 203 324 215 204 325 118 205 326 104 206 327 251 207 328 105 187 329 117 211 333 155 212 334 153 115 335 212 213 336 32 16 337 74 199 338 200 175 402 61 230 403 203 231 404 58 172 405 70 46 406 0 48 407 235 232 408 111 119 409 110 182 410 215 204 411 117 233 412 118 205 413 115 234 414 218 235 415 116 203 416 244 188 417 107 149 418 106 189 419 223 236 420 114 237 421 226 238 422 108 183 423 232 239 424 238 181 425 169 240 426 33 80 427 188 241 428 158 41 432 106 144 433 107 42 434 113 247 450 156 248 451 112 40 452 111 128 453 160 192 454 152 126 455 114 51 456 149 249 457 113 247 458 108 250 459 154 251 460 155 212 461 253 252 462 104 206 463 109 118 464 60 174 570 59 294 571 61 230 572 226 238 585 113 113 586 220 112 587 148 159 588 118 114 589 147 116 590 173 297 591 180 298 592 174 299 593 180 300 594 172 301 595 174 302 596 178 303 597 183 304 598 180 298 599 183 305 600 179 306 601 180 300 602 175 307 603 183 304 604 181 308 605 177 309 606 182 310 607 183 305 608 185 311 609 192 312 610 186 313 611 186 314 612 191 315 613 184 316 614 193 317 615 192 312 616 190 318 617 192 319 618 194 320 619 191 315 620 187 321 621 195 322 622 193 317 623 195 323 624 188 324 625 194 320 626 170 325 627 174 299 628 171 326 629 174 302 630 169 327 631 171 328 632 170 325 633 189 329 634 187 321 635 189 330 636 169 327 637 188 324 638 202 331 639 198 332 640 197 333 641 204 334 642 196 335 643 198 336 644 199 337 645 204 338 646 202 331 647 204 334 648 200 339 649 203 340 650 206 341 651 213 342 652 207 343 653 213 344 654 205 345 655 207 346 656 211 347 657 210 348 658 213 342 659 213 344 660 209 349 661 212 350 662 199 337 663 207 343 664 201 351 665 207 346 666 200 339 667 201 352 668 175 307 669 198 332 670 177 353 671 198 336 672 176 354 673 177 309 674 185 311 675 210 348 676 208 355 677 210 356 678 184 316 679 209 349 680 217 357 681 225 358 682 224 359 683 225 360 684 218 361 685 223 362 686 224 359 687 228 363 688 227 364 689 228 365 690 223 362 691 226 366 692 227 364 693 222 367 694 221 368 695 228 365 696 220 369 697 222 370 698 236 371 699 231 372 700 237 373 701 237 374 702 230 375 703 235 376 704 239 377 705 237 373 706 240 378 707 237 374 708 238 379 709 240 380 710 233 381 711 240 378 712 234 382 713 240 380 714 232 383 715 234 384 716 214 385 717 219 386 718 217 357 719 219 387 720 215 388 721 218 361 722 214 385 723 234 382 724 216 389 725 234 384 726 215 388 727 216 390 728 241 391 729 249 392 730 248 393 731 249 394 732 242 395 733 247 396 734 245 397 735 249 392 736 246 398 737 249 394 738 244 399 739 246 400 740 250 401 741 258 402 742 257 403 743 258 404 744 251 405 745 256 406 746 254 407 747 258 402 748 255 408 749 258
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Grey-material" count="90">
|
||
|
|
<input semantic="VERTEX" source="#Cube_126-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_126-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_126-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>259 6 6 290 7 7 289 8 8 273 30 30 298 31 31 272 32 32 202 43 45 285 44 46 199 45 47 267 60 63 295 61 64 294 62 65 170 98 138 274 99 139 173 100 140 264 151 222 301 152 223 263 153 224 211 168 279 288 169 280 208 170 281 178 196 315 276 197 316 181 198 317 273 30 780 302 420 781 299 421 782 272 32 789 297 424 790 271 425 791 208 170 792 278 426 793 185 427 794 185 427 795 279 428 796 190 429 797 260 438 810 303 439 811 269 440 812 259 6 813 300 441 814 260 438 815 202 43 816 283 442 817 284 443 818 274 444 822 289 445 823 290 446 824 298 447 825 285 448 826 297 449 827 303 450 828 281 451 829 280 452 830 289 445 831 281 451 832 300 453 833 291 454 834 274 444 835 290 446 836 297 449 837 284 455 838 296 456 839 293 457 840 277 458 841 292 459 842 298 447 843 287 460 844 286 461 845 283 462 846 296 456 847 284 455 848 295 463 849 280 452 850 279 464 851 302 465 852 278 466 853 288 467 854 275 468 855 301 469 856 276 470 857 299 471 858 288 467 859 287 460 860 276 470 861 292 459 862 277 458 863 294 472 864 279 464 865 278 466 866 270 473 867 293 474 868 265 475 869 193 476 870 279 428 871 280 477 872 265 475 873 292 478 874 264 151 875 270 473 876 297 424 877 296 479 878 175 480 879 276 197 880 277 481 881 170 98 882 281 482 883 282 483 884 206 484 885 285 44 886 286 485 887 268 486 888 303 439 889 295 61 890 266 487 891 294 62 892 302 420 893 173 100 894 275 488 895 178 196 896 211 168 897 286 485 898 287 489 899 263 153 900 291 490 901 262 491 902 197 492 903 277 481 904 283 442 905 187 493 906 280 477 907 281 482 908 261 494 909 291 490 910 290 7 911 259 6 933 261 494 934 290 7 935 273 30 954 299 421 955 298 31 956 202 43 969 284 443 970 285 44 971 267 60 984 268 486 985 295 61 986 170 98 1044 282 483 1045 274 99 1046 264 151 1122 292 478 1123 301 152 1124 211 168 1179 287 489 1180 288 169 1181 178 196 1215 275 488 1216 276 197 1217 273 30 1671 266 487 1672 302 420 1673 272 32 1680 298 31 1681 297 424 1682 208 170 1683 288 169 1684 278 426 1685 185 427 1686 278 426 1687 279 428 1688 260 438 1701 300 441 1702 303 439 1703 259 6 1704 289 8 1705 300 441 1706 202 43 1707 197 492 1708 283 442 1709 274 444 1713 282 507 1714 289 445 1715 298 447 1716 286 461 1717 285 448 1718 303 450 1719 300 453 1720 281 451 1721 289 445 1722 282 507 1723 281 451 1724 291 454 1725 275 468 1726 274 444 1727 297 449 1728 285 448 1729 284 455 1730 293 457 1731 283 462 1732 277 458 1733 298 447 1734 299 471 1735 287 460 1736 283 462 1737 293 457 1738 296 456 1739 295 463 1740 303 450 1741 280 452 1742 302 465 1743 294 472 1744 278 466 1745 275 468 1746 291 454 1747 301 469 1748 299 471 1749 302 465 1750 288 467 1751 276 470 1752 301 469 1753 292 459 1754 294 472 1755 295 463 1756 279 464 1757 270 473 1758 296 479 1759 293 474 1760 193 476 1761 190 429 1762 279 428 1763 265 475 1764 293 474 1765 292 478 1766 270 473 1767 271 425 1768 297 424 1769 175 480 1770 181 198 1771 276 197 1772 170 98 1773 187 493 1774 281 482 1775 206 484 1776 199 45 1777 285 44 1778 268 486 1779 269 440 1780 303 439 1781 266 487 1782 267 60 1783 294 62 1784 173 100 1785 274 99 1786 275 488 1787 211 168 1788 206 484 1789 286 485 1790 263 153 1791 301 152 1792 291 490 1793 197 492 1794 175 480 1795 277 481 1796 187 493 1797 193 476 1798 280 477 1799 261 494 1800 262 491 1801 291 490 1802</p>
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="247">
|
||
|
|
<input semantic="VERTEX" source="#Cube_126-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_126-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_126-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>68 0 0 43 1 1 93 2 2 63 3 3 121 4 4 123 5 5 119 9 9 7 10 10 133 11 11 9 21 21 122 22 22 120 23 23 77 33 33 138 34 34 65 35 35 80 36 36 77 33 37 65 35 38 78 52 54 45 53 55 39 54 56 80 36 57 102 55 58 96 56 59 13 63 66 18 64 67 17 65 68 17 65 75 19 68 76 26 69 77 25 70 78 21 71 79 15 72 80 20 73 81 22 74 82 14 75 83 20 73 84 24 76 85 23 77 86 23 77 87 16 78 88 22 74 89 23 77 90 19 68 91 18 64 92 26 69 93 24 76 94 25 70 95 56 82 105 43 1 106 46 83 107 48 84 108 46 83 109 47 85 110 49 86 111 50 87 112 44 88 113 51 89 114 47 85 115 50 87 116 95 90 117 52 91 118 45 53 119 52 91 120 54 92 121 45 53 122 53 93 123 55 94 124 52 91 125 54 92 126 51 89 127 49 86 128 55 94 129 48 84 130 51 89 131 101 95 132 53 93 133 52 91 134 87 96 135 99 97 136 102 55 137 93 2 141 53 93 142 98 101 143 16 78 144 84 102 145 89 103 146 163 104 147 136 105 148 164 106 149 37 120 165 132 121 166 8 122 167 15 72 174 11 125 175 9 21 176 37 120 180 127 129 181 129 130 182 21 71 186 12 132 187 11 125 188 20 73 189 10 133 190 12 132 191 28 134 192 17 65 193 31 135 194 31 135 195 26 69 196 30 136 197 30 136 198 25 70 199 29 137 200 29 137 201 15 72 202 27 138 203 40 154 225 131 155 226 42 156 227 44 88 231 42 156 232 49 86 233 39 54 234 54 92 235 41 160 236 41 160 237 49 86 238 42 156 239 28 134 240 46 83 241 43 1 242 31 135 243 47 85 244 46 83 245 30 136 246 50 87 247 47 85 248 29 137 249 44 88 250 50 87 251 67 161 252 92 162 253 99 97 254 64 164 261 126 165 262 10 133 263 64 164 264 14 75 265 81 166 266 22 74 267 81 166 268 14 75 269 16 78 270 86 167 271 22 74 272 68 0 273 13 63 274 28 134 275 141 184 300 142 185 301 140 186 302 164 106 309 139 193 310 165 194 311 88 201 321 80 36 322 82 202 323 151 208 330 62 209 331 149 210 332 38 214 339 154 215 340 152 216 341 168 217 342 142 218 343 145 219 344 86 167 345 82 202 346 81 166 347 91 220 348 87 96 349 88 201 350 89 103 351 88 201 352 86 167 353 83 221 354 91 220 355 85 222 356 89 103 357 85 222 358 91 220 359 100 223 360 92 162 361 94 224 362 98 101 363 94 224 364 93 2 365 102 55 366 100 223 367 103 225 368 98 101 369 103 225 370 100 223 371 96 56 372 103 225 373 97 226 374 101 95 375 97 226 376 103 225 377 82 202 378 65 35 379 66 227 380 67 161 381 85 222 382 69 228 383 66 227 384 81 166 385 82 202 386 84 102 387 69 228 388 85 222 389 77 33 390 97 226 391 79 229 392 95 90 393 79 229 394 97 226 395 94 224 396 67 161 397 69 228 398 93 2 399 69 228 400 68 0 401 166 242 429 139 193 430 140 243 431 134 244 435 62 209 436 125 245 437 76 246 438 119 9 439 120 23 440 125 245 441 63 3 442 123 5 443 38 214 444 145 219 445 127 129 446 133 11 447 8 122 448 132 121 449 79 229 465 144 253 466 143 254 467 149 210 468 163 104 469 156 255 470 141 256 471 79 229 472 143 254 473 39 54 474 130 257 475 128 258 476 41 160 477 131 155 478 130 257 479 78 52 480 128 258 481 144 253 482 135 259 483 66 227 484 137 260 485 124 261 486 10 133 487 126 165 488 122 22 489 12 132 490 124 261 491 144 262 492 142 185 493 143 263 494 138 264 495 136 265 496 137 266 497 135 267 498 136 265 499 134 268 500 134 268 501 126 269 502 135 267 503 131 270 504 129 271 505 130 272 506 128 273 507 129 271 508 127 274 509 133 275 510 132 276 511 131 270 512 126 269 513 123 277 514 124 278 515 122 279 516 123 277 517 121 280 518 121 280 519 120 281 520 122 279 521 128 273 522 145 282 523 144 262 524 139 283 525 141 184 526 140 186 527 9 21 528 27 138 529 15 72 530 9 21 531 119 9 532 146 284 533 40 154 534 27 138 535 146 284 536 119 9 537 40 154 538 146 284 539 152 216 540 168 217 541 38 214 542 150 285 543 63 3 544 151 208 545 167 286 546 140 243 547 142 218 548 165 194 549 158 287 550 164 106 551 164 106 552 156 255 553 163 104 554 37 120 555 155 288 556 154 215 557 150 285 558 76 246 559 75 289 560 153 290 561 162 291 562 147 292 563 7 10 564 155 288 565 8 122 566 161 293 567 166 242 568 167 286 569 66 227 573 138 34 574 137 260 575 167 286 576 160 295 577 161 293 578 148 296 579 162 291 580 76 246 581 75 289 582 120 23 583 121 4 584 166 242 774 157 417 775 165 194 776 68 0 927 28 134 928 43 1 929 63 3 930 75 289 931 121 4 932 119 9 936
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
<geometry id="Roundcube_101-mesh" name="Roundcube.101">
|
||
|
|
<mesh>
|
||
|
|
<source id="Roundcube_101-mesh-positions">
|
||
|
|
<float_array id="Roundcube_101-mesh-positions-array" count="2787">0.3574655 0.3574655 0.1183927 0.2575905 0.4184997 0.06883478 0.4740913 0.4368869 0.275449 0.2187349 0.5738503 0.2582744 0.4818876 0.4424005 0.6771069 0.1909903 -0.4670892 0.04588186 0.366084 -0.361876 0.114637 0.4190996 -0.2076411 0.06453067 0.4421808 -0.001018524 0.05140089 0.4184996 0.2018194 0.06883478 0.5683479 -8.27054e-4 0.7315001 0.2317621 -0.2637261 -0.00561428 0.2838348 -0.006088376 -0.00561428 0.2317621 0.2317621 -0.00561428 0.1552479 -0.4643512 0.1128315 0.3115666 -0.3662108 0.1726669 0.4503716 -0.1890442 0.2975742 0.4742181 -0.1890442 0.4706864 0.4700793 -0.1965404 0.6581186 0.5575724 6.1935e-5 0.2247863 0.6101627 0.2109231 0.2737082 0.6101627 0.2115868 0.6771069 0.5316198 -0.1890442 0.2543493 0.552372 -0.1965404 0.683248 0.3917191 -0.3004037 0.08231866 0.2188476 -0.3932701 0.007523834 0.3887413 -0.2934941 0.2270923 0.4473483 -0.2926941 0.1729299 0.4921051 0.4733208 0.4703417 0.2187349 0.5738503 0.4707046 0.6101627 0.02692425 0.2408373 0.6101627 0.02609503 0.7134765 0.6101627 -0.1767309 0.2684124 0.6101627 -0.1767309 0.4706806 0.6101627 -0.1767309 0.6684693 0.6101627 0.1411243 0.3594705 0.6101627 0.02967202 0.3145268 0.6101627 0.02958852 0.6274988 0.6101627 0.1409937 0.5826844 0.6101627 -0.07860356 0.3596593 0.6101627 -0.1251391 0.470718 0.6101627 0.1878514 0.4707487 0.6101627 -0.07825988 0.5827056 0.5810329 0.14748 0.4710059 0.5810329 0.1318617 0.4127176 0.5810329 0.08919173 0.3700476 0.6641592 0.03090339 0.4710058 0.5810329 0.03090345 0.3544293 0.5810329 -0.02738481 0.3700476 0.5810329 0.1318616 0.5292943 0.5810329 -0.07005476 0.4127176 0.5810329 0.08919167 0.5719642 0.5810329 -0.08567309 0.4710059 0.5810329 -0.02738481 0.5719642 0.5810329 -0.07005476 0.5292941 0.5810329 0.03090339 0.5875825 0.6635338 0.1195222 0.4198418 0.6635338 0.1332315 0.4710058 0.6635338 0.08206748 0.3823871 0.6635338 0.03090339 0.3686777 0.6635338 -0.02026057 0.3823871 0.6635338 -0.05771523 0.4198418 0.6635338 -0.0714246 0.4710058 0.6635338 -0.05771523 0.5221698 0.6635338 -0.02026063 0.5596246 0.6635338 0.03090339 0.5733339 0.6635338 0.08206743 0.5596246 0.6635338 0.1195221 0.52217 0.6101627 -0.2894913 0.6128258 0.552372 -0.2894913 0.6234342 0.4772118 -0.2894913 0.3465911 0.4963605 -0.2894913 0.4708539 0.4969195 -0.2894913 0.6053959 0.6101627 -0.2894913 0.3256583 0.552372 -0.2894913 0.3155636 0.6101627 -0.2894913 0.4708498 0.552372 -0.2894913 0.4703487 0.2486696 -0.2758784 -0.02984046 0.3114415 -0.004024386 -0.02984046 0.2486696 0.2439753 -0.02984046 0.2424266 -0.2572193 -0.07828998 0.3006896 -0.004894196 -0.07828998 0.2424266 0.2252932 -0.07828998 0.1918414 -0.1646589 -0.1279934 0.2201942 -0.008824944 -0.1279934 0.1918414 0.1326122 -0.1279934 0.1552479 -0.02529036 0.1128315 0.3115666 -0.02529036 0.1726669 0.4503716 -0.02529036 0.2975742 0.4742181 -0.02529036 0.4706864 0.4700793 -0.02529036 0.6581186 0.3887413 -0.02529036 0.2270923 0.6430692 0.2937045 0.2729822 0.6430692 0.2943681 0.6771069 0.6430692 0.3588886 0.4699786 0.6797854 0.1652508 0.3587445 0.6797854 0.2119779 0.4700226 0.6797854 0.1651203 0.5819584 0.2902951 0.4433988 0.7341569 0.3045438 0.4433987 0.6959342 0.2558957 0.4433987 0.7499892 0.2902951 0.4433988 0.1482097 0.3045438 0.4433987 0.1864324 0.2558957 0.4433987 0.1323773 0.2558957 0.6369721 0.1323773 0.2558957 0.6856202 0.1864324 0.3045438 0.6369721 0.1864324 0.2558957 0.6713715 0.1482097 0.2839827 0.6650592 0.1552237 0.2902951 0.6713715 0.1864324 0.2902951 0.6369721 0.1482097 0.2558957 0.6369721 0.7499892 0.3045438 0.6369721 0.6959342 0.2558957 0.6856202 0.6959342 0.2902951 0.6369721 0.7341569 0.2839827 0.6650592 0.7271429 0.2902951 0.6713715 0.6959343 0.2558957 0.6713715 0.7341569 0.349782 0.4311537 0.9580657 0.2213258 0.5738503 0.6820681 0.4499363 0.422811 0.8371896 0.1986088 0.4540879 1.015149 0.5493616 0.2032287 0.9019151 0.4793973 0.2054225 1.00672 0.2279056 0.2246164 1.15313 0.3466455 0.2173321 1.10465 0.4725974 -0.002909839 1.03315 0.5336626 -0.002851665 0.9228919 0.35416 -0.001325726 1.137277 0.2389304 -2.8407e-4 1.191453 0.4405512 -0.
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_101-mesh-positions-array" count="929" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Roundcube_101-mesh-normals">
|
||
|
|
<float_array id="Roundcube_101-mesh-normals-array" count="4074">0.5985205 -0.06227308 -0.7986835 0.5676308 0.242438 -0.7867777 0.6746252 0.1973557 -0.7112888 0.1957644 0.980425 -0.02105575 0 0.9873659 0.1584576 0.1944153 0.9661811 0.1694014 0 0.3613573 0.9324275 0.2100929 0.7617905 0.6128101 0 0.7986633 0.6017782 0.3300787 -0.3442435 -0.8789452 0.6283007 -0.5485879 -0.5516246 0.293574 -0.5190867 -0.8027226 0 0.02296221 0.9997364 0.2539228 0.351844 0.9009601 0.2820405 -0.1319515 0.9502853 0.2836272 0.02031105 0.9587196 0.4617375 0.7068437 0.5358828 0.48622 0.3195327 0.8133198 0.7175822 0.2598178 0.6461971 0.6487804 -0.2059841 -0.7325672 0.8122999 -0.3636288 -0.4560079 0.6448436 -0.40007 -0.6512455 0.3562619 0.006486535 -0.9343636 0.3104881 -0.1302258 -0.9416148 0.5320043 0.491734 -0.6893251 0.3083243 0.280317 -0.9090427 0.376942 0.5592021 -0.7383819 0.629723 0.001763284 -0.7768178 0 -0.01379466 -0.9999049 0 -1 0 0 -1 0 0 -1 0 0.896463 0.2072507 0.391665 0.9711819 -0.1186661 0.206698 0.9441015 0.2044098 0.258629 0 0.3478895 -0.9375355 0 0.6074743 -0.7943394 0.7577975 0.1477855 0.635533 0.6176593 -0.4269506 0.6604621 0.4364131 -0.6403512 0.6320555 0.7044316 -0.2800194 0.6522005 0.5486498 0.004067301 0.8360425 0.6668217 -0.133557 0.7331517 0.9700412 -0.1480181 0.1926416 0.9350748 0.09156459 0.3424193 0 -1 0 0 -0.9941087 0.1083874 0.2729288 -0.944504 0.1828169 0 -0.9944095 0.1055939 0.3119925 -0.9259578 0.2127507 0.4353933 -0.8344603 0.3378 0.4243862 -0.7550368 0.499816 0.3781585 -0.7162811 0.586462 0.4683262 -0.7458054 0.4737563 0.2507907 0.9206526 -0.2991703 0.5442013 0.7328844 -0.4083203 0 -1 1.20029e-7 0 -1 0 0 -1 2.056e-7 -0.9132695 -0.1145654 -0.390914 -0.9787678 -0.1885329 -0.08043074 -0.9952351 -0.06900054 -0.06889235 0 -0.2477838 -0.9688154 0 -0.455575 -0.8901975 0.34253 -0.3926897 -0.8535034 0.4235232 -0.0963183 0.9007502 0.3505563 -0.3180963 0.8808662 0.3637322 0.05748486 0.9297282 0.2865569 0.1843385 0.940162 0.2603092 0.0659573 -0.96327 0.2193597 -0.3124963 -0.9242443 0.4265844 -0.8290163 0.3616043 -0.2528963 -0.5267241 0.811545 -0.05738055 -0.543314 0.8375664 0.1348693 -0.4351379 0.8902052 0.654963 0.6809366 0.3276416 0.6145107 0.7639388 0.1969118 -0.01647675 -0.002219259 -0.9998619 0.32741 -0.9448803 -0.002030134 0.300991 -0.8796624 -0.3682373 0.3009911 -0.8796624 -0.3682372 1 0 0 1 0 0 1 2.06107e-7 0 -0.9920053 -0.10967 0.06243395 -0.9697628 -0.2006078 0.1389845 -0.9737733 -0.2145305 0.07577788 1 -1.96515e-7 0 1 0 0 1 -2.19823e-7 0 1 0 0 1 0 0 1 4.02457e-7 0 1 0 0 1 -1.36556e-7 0 1 0 0 1 0 0 -0.07609456 -0.4990816 -0.8632076 0.170187 0.9854119 0 0.1701868 0.8533918 -0.4927057 0.1701871 0.9854118 0 0.7797977 -0.4395721 0.4457488 0.769618 -0.5685796 0.2905259 0.7698221 -0.2871346 0.5700243 0.1701867 0.8533919 -0.4927056 0.1701868 0.4927062 -0.8533915 0.7824782 -0.6226776 6.72901e-4 0.1701864 0.4927062 -0.8533916 0.1701862 0 -0.985412 0.7702089 -0.2868259 -0.5696572 0.7809697 0.004140198 -0.6245552 0.8077199 -0.003216147 -0.5895577 0.7806048 0.004026412 0.6250119 0.8076294 -0.003014624 0.5896827 0.170186 -0.4927063 -0.8533916 0.1701865 -0.4927062 -0.8533916 0.7713827 0.2906498 -0.5661197 0.7755308 0.4436016 -0.4491878 0.7755885 0.4443473 0.4483504 0.7702115 0.291252 0.5674034 0.7621167 0.576964 0.2937532 0.1701864 -0.8533918 -0.4927058 0.1701868 -0.8533918 -0.4927058 0.7602829 0.5791646 -0.2941743 0.7752163 0.6316956 6.5778e-4 0.8045703 0.593857 -7.14176e-4 0.1701872 -0.9854118 0 0.1701872 -0.9854118 0 0.1701874 -0.8533918 0.4927054 0.1701871 -0.8533918 0.4927057 0.1701868 -0.4927064 0.8533915 0.1701877 -0.4927062 0.8533913 0.1701877 -4.96276e-7 0.9854117 0.1701881 -3.43218e-7 0.9854117 0.1701878 0.492705 0.853392 0.7797087 -0.4394168 -0.4460574 0.7685658 -0.5699847 -0.2905581 0.170188 0.4927052 0.8533919 0.1701875 0.8533913 0.4927063 0.1701871 0.8533916 0.492706 1 0 0 0.9999814 0.005291938 -0.003055632 0.9999814 0.006111264 0 0.9999814 0.003055989 -0.005292534 0.9999814 0 -0.006111323 0.9999814 -0.003055989 -0.005292534 0.9999814 -0.005291938 -0.003055632 0.9999814 -0.006111264 0 0.9999814 -0.00529336
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_101-mesh-normals-array" count="1358" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Roundcube_101-mesh-map-0">
|
||
|
|
<float_array id="Roundcube_101-mesh-map-0-array" count="10326">0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 0.9166667 0.5 1 0.5 0 0 0.9166667 0.5 0.8333334 0.5 0.9166667 1 0.8333334 0.5 0.9166667 0.5 0 0 0.9166667 0.5 0 0 0.8333334 1 0.7500001 0.5 0.8333334 0.5 0.1666667 0.5 0 0 0.2500001 0.5 0 0 0.8333334 0.5 0.7500001 0.5 0.7500001 0.5 0.6666668 1 0.6666668 0.5 0.3333334 0.5 0 0 0 0 0 0 0.6666668 0.5 0.5833334 0.5 0.6666668 0.5 0.5833334 1 0.5833334 0.5 0.4166668 0.5 0 0 0.5000001 0.5 0 0 0.6666668 0.5 0 0 0.5833334 0.5 0.5000001 1 0.5000001 0.5 0 0 0.5833334 0.5 0.5000001 0.5 0.5000001 0.5 0.4166668 1 0.4166668 0.5 0 0 0.4166668 0.5 0.3333334 0.5 0.4166668 0.5 0.3333334 1 0.3333334 0.5 0.3333334 0.5 0.2500001 1 0.2500001 0.5 0.2500001 1 0.1666667 0.5 0.2500001 0.5 0 0 0.1666667 0.5 0.08333337 0.5 0.1666667 1 0.08333337 0.5 0.1666667 0.5 0.08333337 1 0 0.5 0.08333337 0.5 0.3482264 0.420133 0.37 0.4578461 0.25 0.49 0.4201331 0.3482264 0.4578462 0.37 0.37 0.4578461 0.4464527 0.25 0.49 0.25 0.4578462 0.37 0.4201331 0.1517736 0.4578462 0.1299999 0.49 0.25 0.3482264 0.079867 0.37 0.04215389 0.4578462 0.1299999 0.25 0.05354732 0.25 0.00999999 0.37 0.04215389 0.1517737 0.07986694 0.1300001 0.04215383 0.25 0.00999999 0.079867 0.1517736 0.04215395 0.1299999 0.1300001 0.04215383 0.05354732 0.25 0.00999999 0.2499999 0.04215395 0.1299999 0.07986688 0.3482263 0.04215383 0.3699999 0.00999999 0.2499999 0.1517735 0.420133 0.1299998 0.457846 0.04215383 0.3699999 0.2500001 0.4464527 0.25 0.49 0.1299998 0.457846 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.08333337 0.5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.6031194 0.547186 0.625 0.547186 0.6031194 0.547186 0.6031194 0.25 0.3968806 0.4518829 0.3968806 0.25 0.3968806 0.547186 0.375 0.547186 0.375 0.547186 0.3268828 0.547186 0.3713037 0.5066477 0.375 0.547186 0.3968806 0.4518829 0.3713037 0.5066477 0.375 0.4518829 0.3968806 0.547186 0.3713037 0.5066477 0.3968806 0.5 0.6731172 0.547186 0.6219174 0.4998688 0.6731171 0.5 0.6031194 0.547186 0.6219174 0.4998688 0.625 0.547186 0.6031193 0.4518829 0.6219174 0.4998688 0.6031193 0.5 0.3268828 0.547186 0.125 0.5 0.3268829 0.5 0.375 0.25 0.3968806 0.4518829 0.375 0.4518829 0.6731172 0.547186 0.875 0.5 0.875 0.547186 0.625 0.25 0.6031193 0.4518829 0.6031194 0.25 0.6031194 0.547186 0.3968806 0.5 0.6031193 0.5 0.3968806 0.5 0.6031193 0.4518829 0.6031193 0.5 0.875 0.547186 0.6731172 0.547186 0.6731172 0.547186 0.6031194 0.547186 0.3968806 0.547186 0.3968806 0.547186 0.3268828 0.547186 0.125 0.547186 0.125 0.547186 0.6731172 0.547186 0.625 0.547186 0.625 0.547186 0.3268828 0.547186 0.375 0.547186 0.3268828 0.547186 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Roundcube_101-mesh-map-0-array" count="5163" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Roundcube_101-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Roundcube_101-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="White-material" count="320">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_101-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_101-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_101-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>19 0 0 9 1 1 20 2 2 178 6 6 121 7 7 177 8 8 25 9 9 6 10 10 5 11 11 179 12 12 124 13 13 178 6 14 179 12 15 132 14 16 129 15 17 118 16 18 125 17 19 123 18 20 7 19 21 27 20 22 24 21 23 12 22 24 7 19 25 11 23 26 0 24 27 13 25 28 1 26 29 24 21 30 11 23 31 7 19 32 12 22 33 9 1 34 8 27 35 25 9 36 175 28 37 11 23 38 132 29 39 187 30 40 136 31 41 122 32 42 10 33 43 21 34 44 1 26 45 176 35 46 172 36 47 125 17 48 126 37 49 123 18 50 128 41 54 130 42 55 126 37 56 131 43 57 10 33 58 127 44 59 133 45 60 134 30 61 130 30 62 174 46 63 14 47 64 181 48 65 5 49 66 15 50 67 14 47 68 27 51 69 16 52 70 26 53 71 6 10 72 24 21 73 27 20 74 3 54 75 2 55 76 0 24 77 23 56 78 135 57 79 18 58 80 183 62 84 5 11 85 174 63 86 1 26 87 3 54 88 0 24 89 22 64 90 8 27 91 19 0 92 6 71 105 26 53 106 15 50 107 120 75 114 21 34 115 4 76 116 3 54 315 172 36 316 253 189 317 2 55 345 9 1 346 0 24 347 112 217 369 98 218 370 99 219 371 274 220 372 105 221 373 270 222 374 106 223 375 101 224 376 110 225 377 104 226 378 108 227 379 110 225 380 105 221 381 108 227 382 107 228 383 106 223 384 108 227 385 109 229 386 111 230 387 115 231 388 117 232 389 112 217 390 115 231 391 114 233 392 113 234 393 115 231 394 116 235 395 104 226 396 272 236 397 107 228 398 272 236 399 105 221 400 107 228 401 111 230 402 275 237 403 273 238 404 275 237 405 113 234 406 274 220 407 112 217 408 109 229 409 116 235 410 109 229 411 113 234 412 116 235 413 273 238 414 100 239 415 111 230 416 112 217 417 102 240 418 106 223 419 104 226 420 281 241 421 271 242 422 111 230 423 98 218 424 114 233 425 104 226 426 101 224 427 103 243 428 123 18 429 127 44 430 122 32 431 121 7 432 125 17 433 118 16 434 132 14 435 128 41 436 129 15 437 123 18 438 120 75 439 118 16 440 119 5 441 121 7 442 118 16 443 131 244 444 141 245 445 147 246 446 129 15 447 125 17 448 124 13 449 134 247 453 145 248 454 144 249 455 133 45 456 136 31 457 134 30 458 118 16 465 120 75 466 119 5 467 121 7 468 173 4 469 177 8 470 120 75 471 4 76 472 119 5 473 130 252 474 142 253 475 146 254 476 142 255 477 145 256 478 143 257 479 126 37 480 141 258 481 127 44 482 130 252 483 134 259 484 144 260 485 135 261 486 131 244 487 145 262 488 146 263 489 143 264 490 147 265 491 130 252 492 140 266 493 126 267 494 140 268 495 147 265 496 141 258 497 143 269 498 131 244 499 147 246 500 167 270 501 157 271 502 156 272 503 299 275 507 178 6 508 177 8 509 154 276 510 184 277 511 153 278 512 302 279 513 179 12 514 178 6 515 179 12 516 310 280 517 180 281 518 296 282 519 301 283 520 303 284 521 155 285 522 186 286 523 170 287 524 155 285 525 160 288 526 159 289 527 161 290 528 148 291 529 149 292 530 182 293 531 159 289 532 184 277 533 160 288 534 157 271 535 161 290 536 184 277 537 175 28 538 183 62 539 310 294 540 187 30 541 180 30 542 300 295 543 158 296 544 305 297 545 176 35 546 149 292 547 172 36 548 303 284 549 304 298 550 306 299 551 306 299 555 308 303 556 311 304 557 158 296 558 309 305 559 305 297 560 311 306 561 308 30 562 312 307 563 162 308 564 174 46 565 181 48 566 163 309 567 153 310 568 162 308 569 164 311 570 186 312 571 185 313 572 154 276 573 186 286 574 182 293 575 151 314 576 148 291 577 150 315 578 313 316 579 171 317 580 166 318 581 153 278 585 183 62 586 174 63 587 149 292 588 148 291 589 151 314 590 170 287 591 156 272 592 155 285 593 185 313 606 154 330 607 163 309 608 298 333 615 169 334 616 300 295 617 151 314 816 172 36 817 149 292 818 150 315 846 157 271 847 168 328 848 290 461 870 268 462 871 292 463 872 283 464 873 274 220 874 270 222 875 277 465 876 284 466 877 288 467 878 282 468 879 286 469 880 285 470 881 283 464 882 286 469 883 287 471 884 284 466 885 286 469 886 288 467 887 289 472 888 293 473 889 292 463 890 290 461 891 293 473 892 294 474 893 291 475 894 293 473 895 295 476 896 282 468 897 272 236 898 271 242 899 283 464 900 272 236 901 285 470 902 275 237 903 289 472 904 273 238 905 275 237 906 291 475 907 295 476 908 290 461 909 287 471 910 284 466 911 291 475 912 287 471 913 294 474 914 276 477 915 273 238 916 289 472 917 278 478 918 290 461 919 284 466 920 281 241 921 282 468 922 271 242 923 26
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Grey-material" count="156">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_101-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_101-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_101-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>11 161 279 241 162 280 77 163 281 11 164 282 78 165 283 12 166 284 13 167 285 78 165 286 79 168 287 13 169 288 242 170 289 176 171 290 242 172 291 82 173 292 247 174 293 78 175 294 82 176 295 79 177 296 241 178 297 80 179 298 77 180 299 78 175 300 80 181 301 81 182 302 81 182 303 83 183 304 84 184 305 82 176 306 252 185 307 247 186 308 81 182 309 85 187 310 82 176 311 80 181 312 251 188 313 83 183 314 159 419 780 241 162 781 175 420 782 239 421 783 159 422 784 160 423 785 161 424 786 239 421 787 160 423 788 242 170 789 161 425 790 176 171 791 242 172 792 245 426 793 240 427 794 245 428 795 239 429 796 240 430 797 243 431 798 241 178 799 238 432 800 239 429 801 243 433 802 238 434 803 244 435 804 248 436 805 243 433 806 252 185 807 245 428 808 247 186 809 250 437 810 244 435 811 245 428 812 243 433 813 251 188 814 246 438 815 404 627 1239 402 628 1240 405 629 1241 488 742 1461 487 743 1462 492 744 1463 501 759 1485 398 760 1486 511 30 1487 504 190 1488 516 761 1489 514 190 1490 496 762 1491 405 763 1492 494 764 1493 503 765 1494 515 766 1495 505 767 1496 494 764 1497 402 768 1498 509 769 1499 498 770 1500 510 771 1501 399 772 1502 499 773 1503 400 774 1504 398 760 1505 504 190 1506 512 775 1507 502 776 1508 405 779 1512 400 780 1513 404 781 1514 399 782 1515 400 783 1516 401 784 1517 510 785 1518 398 786 1519 399 787 1520 510 788 1521 513 789 1522 511 790 1523 512 791 1524 515 792 1525 513 793 1526 516 794 1527 515 795 1528 514 796 1529 402 628 1530 517 797 1531 516 798 1532 502 776 1533 510 771 1534 500 799 1535 497 800 1536 404 801 1537 400 774 1538 505 767 1539 517 802 1540 507 803 1541 496 762 1542 399 772 1543 401 804 1544 506 805 1545 402 768 1546 516 761 1547 501 759 1548 513 806 1549 503 765 1550 507 803 1551 403 807 1552 508 808 1553 495 809 1554 403 807 1555 404 801 1556 556 857 1632 558 858 1633 542 859 1634 545 860 1635 546 861 1636 544 862 1637 560 866 1641 544 867 1642 542 859 1643 547 868 1644 548 869 1645 546 861 1646 546 872 1650 548 873 1651 542 859 1652 549 874 1653 550 875 1654 548 869 1655 550 879 1659 552 880 1660 542 859 1661 551 881 1662 552 882 1663 550 875 1664 544 867 1668 546 872 1669 542 859 1670 552 882 1671 555 884 1672 554 885 1673 554 888 1677 556 857 1678 542 859 1679 554 885 1680 557 889 1681 556 890 1682 558 858 1686 560 866 1687 542 859 1688 556 890 1689 559 892 1690 558 893 1691 548 873 1695 550 879 1696 542 859 1697 559 892 1698 560 896 1699 558 893 1700 560 896 1707 545 860 1708 544 862 1709 552 880 1710 554 888 1711 542 859 1712 586 908 1737 584 909 1738 587 910 1739 590 911 1740 591 912 1741 589 913 1742 580 914 1743 589 915 1744 587 910 1745 581 916 1746 580 917 1747 582 918 1748 584 909 1749 582 919 1750 587 910 1751 583 920 1752 582 918 1753 584 921 1754 597 922 1755 586 908 1756 587 910 1757 585 923 1758 584 921 1759 586 924 1760 588 925 1761 589 913 1762 580 917 1763 593 926 1764 595 927 1765 587 910 1766 591 928 1767 593 926 1768 587 910 1769 591 912 1770 594 929 1771 593 930 1772 595 927 1773 597 922 1774 587 910 1775 594 929 1776 595 931 1777 593 930 1778 582 919 1779 580 914 1780 587 910 1781 595 931 1782 598 932 1783 597 933 1784 597 933 1785 585 923 1786 586 924 1787 589 915 1788 591 928 1789 587 910 1790 11 161 2970 175 420 2971 241 162 2972 11 164 2973 77 1292 2974 78 165 2975 13 167 2976 12 166 2977 78 165 2978 13 169 2979 79 1293 2980 242 170 2981 242 172 2982 79 1294 2983 82 173 2984 78 175 2985 81 182 2986 82 176 2987 241 178 2988 246 1295 2989 80 179 2990 78 175 2991 77 1296 2992 80 181 2993 81 182 2994 80 181 2995 83 183 2996 82 176 2997 85 187 2998 252 185 2999 81 182 3000 84 184 3001 85 187 3002 80 181 3003 246 438 3004 251 188 3005 159 419 3381 238 1316 3382 241 162 3383 239 421 3384 238 1317 3385 159 422 3386 161 424 3387 240 1318 3388 239 421 3389 242 170 3390 240 1319 3391 161 425 3392 242 172 3393 247 174 3394 245 426 3395 245 428 3396 244 435 3397 239 429 3398 243 431 3399 246 1295 3400 241 178 3401 239 429 3402 244 435 3403 243 433 3404 244 435 3405 249 1320 3406 248 436 3407 252 185 3408 250 437 3409 245 428 3410 250 437 3411 249 1320 341
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="577">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_101-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_101-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_101-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>135 59 81 90 60 82 18 61 83 57 98 147 44 99 148 43 100 149 56 104 153 45 105 154 44 99 155 58 107 159 47 108 160 45 105 161 47 108 168 60 114 169 48 115 170 48 115 177 61 121 178 50 122 179 50 122 186 62 126 187 52 127 188 52 127 192 63 128 193 54 129 194 54 129 198 64 130 199 53 131 200 53 131 201 65 132 202 55 133 203 65 132 204 51 134 205 55 133 206 66 137 210 49 138 211 51 134 212 67 139 213 43 100 214 49 138 215 46 140 216 56 141 217 57 142 218 46 140 219 58 143 220 56 141 221 46 140 222 59 144 223 58 143 224 46 140 225 60 145 226 59 144 227 46 140 228 61 146 229 60 145 230 46 140 231 62 147 232 61 146 233 46 140 234 63 148 235 62 147 236 46 140 237 64 149 238 63 148 239 46 140 240 65 150 241 64 149 242 46 140 243 66 151 244 65 150 245 46 140 246 67 152 247 66 151 248 46 140 249 57 142 250 67 152 251 136 191 324 261 192 325 139 193 326 26 194 327 87 195 328 15 196 329 17 84 330 90 60 331 89 197 332 14 198 333 259 199 334 181 200 335 15 196 336 86 201 337 14 198 338 16 202 339 91 203 340 26 194 341 17 84 342 88 204 343 16 202 344 137 250 459 134 247 460 138 251 461 136 191 462 138 251 463 134 247 464 258 319 582 313 320 583 166 321 584 205 353 648 218 354 649 204 355 650 206 359 654 217 360 655 205 353 656 208 363 660 219 364 661 206 359 662 208 363 669 221 369 670 220 370 671 209 376 678 222 377 679 221 369 680 211 382 687 223 383 688 222 377 689 213 384 693 224 385 694 223 383 695 215 386 699 225 387 700 224 385 701 214 388 702 226 389 703 225 387 704 212 390 705 226 389 706 216 391 707 210 393 711 227 394 712 212 390 713 204 355 714 228 395 715 210 393 716 207 396 717 218 397 718 217 398 719 207 396 720 217 398 721 219 399 722 207 396 723 219 399 724 220 400 725 207 396 726 220 400 727 221 401 728 207 396 729 221 401 730 222 402 731 207 396 732 222 402 733 223 403 734 207 396 735 223 403 736 224 404 737 207 396 738 224 404 739 225 405 740 207 396 741 225 405 742 226 406 743 207 396 744 226 406 745 227 407 746 207 396 747 227 407 748 228 408 749 207 396 750 228 408 751 218 397 752 314 439 825 261 192 826 187 241 827 255 440 828 185 441 829 163 442 830 165 342 831 258 319 832 166 321 833 259 199 834 162 443 835 181 200 836 254 444 837 163 442 838 162 443 839 260 445 840 164 344 841 185 441 842 256 446 843 165 342 844 164 344 845 315 486 960 312 483 961 313 320 962 314 439 963 316 487 964 317 488 965 326 505 1002 341 506 1003 333 507 1004 335 508 1005 326 505 1006 327 509 1007 336 510 1008 327 511 1009 328 512 1010 337 513 1011 328 514 1012 329 515 1013 338 516 1014 329 515 1015 330 517 1016 331 518 1017 338 516 1018 330 517 1019 332 519 1020 339 520 1021 331 518 1022 333 521 1023 340 522 1024 332 523 1025 342 524 1026 341 506 1027 334 525 1028 335 508 1029 342 524 1030 334 525 1031 336 510 1032 343 526 1033 335 527 1034 337 513 1035 344 528 1036 336 529 1037 338 516 1038 345 530 1039 337 513 1040 347 531 1041 338 516 1042 339 520 1043 348 532 1044 339 520 1045 340 533 1046 349 534 1047 340 522 1048 341 506 1049 342 524 1050 357 535 1051 349 534 1052 351 536 1053 342 524 1054 343 537 1055 352 538 1056 343 526 1057 344 539 1058 353 540 1059 344 528 1060 345 530 1061 354 541 1062 345 530 1063 346 542 1064 347 531 1065 354 541 1066 346 542 1067 348 532 1068 355 543 1069 347 531 1070 349 534 1071 356 544 1072 348 545 1073 350 546 1074 365 547 1075 357 535 1076 359 548 1077 350 546 1078 351 536 1079 360 549 1080 351 550 1081 352 538 1082 361 551 1083 352 552 1084 353 540 1085 362 553 1086 353 540 1087 354 541 1088 355 543 1089 362 553 1090 354 541 1091 356 554 1092 363 555 1093 355 543 1094 357 556 1095 364 557 1096 356 544 1097 358 558 1098 373 559 1099 365 547 1100 367 560 1101 358 558 1102 359 548 1103 368 561 1104 359 548 1105 360 549 1106 369 562 1107 360 549 1108 361 551 1109 370 563 1110 361 551 1111 362 553 1112 363 555 1113 370 563 1114 362 553 1115 364 564 1116 371 565 1117 363 555 1118 365 566 1119 372 567 1120 364 557 1121 374 568 1122 373 559 1123 366 569 1124 375 570 1125 366 569 1126 367 560 1127 376 571 1128 367 560 1129 368 561 1130 377 572 1131 368 561 1132 369 562 1133 370 563 1134 377 572
|
||
|
|
</triangles>
|
||
|
|
<triangles material="visor_dark_transparent-material" count="460">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_101-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_101-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_101-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>761 1029 2073 794 1030 2074 685 1031 2075 761 1029 2076 754 1032 2077 869 1033 2078 754 1032 2079 751 1034 2080 869 1033 2081 869 1033 2082 708 1035 2083 794 1030 2084 775 1036 2085 801 1037 2086 695 1038 2087 689 1039 2088 870 1040 2089 775 1036 2090 790 1041 2091 773 1042 2092 870 1040 2093 870 1040 2094 705 1043 2095 801 1037 2096 679 1044 2097 871 1045 2098 743 1046 2099 749 1047 2100 746 1048 2101 871 1045 2102 746 1048 2103 750 1049 2104 871 1045 2105 743 1046 2106 750 1049 2107 676 1050 2108 759 1051 2109 797 1052 2110 678 1053 2111 759 1051 2112 798 1054 2113 872 1055 2114 798 1054 2115 760 1056 2116 872 1055 2117 872 1055 2118 686 1057 2119 797 1052 2120 768 1058 2121 791 1059 2122 684 1060 2123 690 1061 2124 873 1062 2125 768 1058 2126 792 1063 2127 752 1064 2128 873 1062 2129 873 1062 2130 677 1065 2131 791 1059 2132 677 1065 2133 874 1066 2134 744 1067 2135 752 1064 2136 747 1068 2137 874 1066 2138 874 1066 2139 682 1069 2140 749 1047 2141 744 1067 2142 749 1047 2143 679 1044 2144 760 1056 2145 795 1070 2146 686 1057 2147 692 1071 2148 875 1072 2149 760 1056 2150 762 1073 2151 761 1029 2152 875 1072 2153 875 1072 2154 685 1031 2155 795 1070 2156 750 1049 2157 745 1074 2158 676 1050 2159 759 1051 2160 750 1049 2161 680 1075 2162 678 1053 2163 876 1076 2164 759 1051 2165 687 1077 2166 877 1078 2167 766 1079 2168 799 1080 2169 748 1081 2170 877 1078 2171 877 1078 2172 715 1082 2173 800 1083 2174 766 1079 2175 800 1083 2176 693 1084 2177 747 1068 2178 806 1085 2179 682 1069 2180 681 1086 2181 878 1087 2182 747 1068 2183 802 1088 2184 780 1089 2185 878 1087 2186 878 1087 2187 698 1090 2188 806 1085 2189 804 1091 2190 798 1054 2191 680 1075 2192 699 1092 2193 879 1093 2194 804 1091 2195 692 1071 2196 879 1093 2197 771 1094 2198 805 1095 2199 788 1096 2200 704 1097 2201 719 1098 2202 880 1099 2203 805 1095 2204 757 1100 2205 808 1101 2206 880 1099 2207 880 1099 2208 703 1102 2209 788 1096 2210 777 1103 2211 792 1063 2212 690 1061 2213 696 1104 2214 881 1105 2215 777 1103 2216 681 1086 2217 881 1105 2218 802 1088 2219 746 1048 2220 804 1091 2221 680 1075 2222 682 1069 2223 882 1106 2224 746 1048 2225 806 1085 2226 781 1107 2227 882 1106 2228 804 1091 2229 781 1107 2230 699 1092 2231 808 1101 2232 786 1108 2233 703 1102 2234 718 1109 2235 883 1110 2236 808 1101 2237 756 1111 2238 803 1112 2239 883 1110 2240 883 1110 2241 701 1113 2242 786 1108 2243 714 1114 2244 884 1115 2245 755 1116 2246 754 1032 2247 758 1117 2248 884 1115 2249 758 1117 2250 803 1112 2251 884 1115 2252 755 1116 2253 803 1112 2254 717 1118 2255 692 1071 2256 885 1119 2257 762 1073 2258 771 1094 2259 793 1120 2260 885 1119 2261 885 1119 2262 700 1121 2263 782 1122 2264 762 1073 2265 782 1122 2266 691 1123 2267 753 1124 2268 800 1083 2269 715 1082 2270 753 1124 2271 805 1095 2272 886 1125 2273 886 1125 2274 704 1097 2275 774 1126 2276 886 1125 2277 693 1084 2278 800 1083 2279 778 1127 2280 807 1128 2281 697 1129 2282 695 1038 2283 887 1130 2284 778 1127 2285 801 1037 2286 787 1131 2287 887 1130 2288 887 1130 2289 702 1132 2290 807 1128 2291 699 1092 2292 888 1133 2293 793 1120 2294 796 1134 2295 807 1128 2296 888 1133 2297 807 1128 2298 784 1135 2299 888 1133 2300 793 1120 2301 784 1135 2302 700 1121 2303 764 1136 2304 763 1137 2305 694 1138 2306 688 1139 2307 889 1140 2308 764 1136 2309 765 1141 2310 766 1079 2311 889 1140 2312 889 1140 2313 693 1084 2314 763 1137 2315 768 1058 2316 767 1142 2317 690 1061 2318 684 1060 2319 890 1143 2320 768 1058 2321 769 1144 2322 770 1145 2323 890 1143 2324 890 1143 2325 689 1039 2326 767 1142 2327 773 1042 2328 772 1146 2329 705 1043 2330 694 1138 2331 891 1147 2332 773 1042 2333 763 1137 2334 774 1126 2335 891 1147 2336 772 1146 2337 774 1126 2338 704 1097 2339 775 1036 2340 767 1142 2341 689 1039 2342 695 1038 2343 892 1148 2344 775 1036 2345 776 1149 2346 777 1103 2347 892 1148 2348 892 1148 2349 690 1061 2350 767 1142 2351 778 1127 2352 776 1149 2353 695 1038 2354 697 1129 2355 893 1150 2356 778 1127 2357 779 1151 2358 780 1089 2359 893 1150 2360 893 1150 2361 696 1104 2362 776 1149 2363 697 1129
|
||
|
|
</triangles>
|
||
|
|
<triangles material="Orange-material" count="208">
|
||
|
|
<input semantic="VERTEX" source="#Roundcube_101-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Roundcube_101-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Roundcube_101-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>29 3 3 173 4 4 119 5 5 21 38 51 97 39 52 93 40 53 10 65 93 34 66 94 31 67 95 21 68 96 10 65 97 31 67 98 19 0 99 20 2 100 30 69 101 19 0 102 32 70 103 22 64 104 18 72 108 69 73 109 23 74 110 29 3 111 2 55 112 3 54 113 20 77 117 2 77 118 92 77 119 41 78 120 97 79 121 38 80 122 35 81 123 30 82 124 20 83 125 17 84 126 70 85 127 71 86 128 39 87 129 33 88 130 32 89 131 38 90 132 31 91 133 37 92 134 39 87 135 30 82 136 36 93 137 42 94 138 31 91 139 34 95 140 42 94 141 33 88 142 40 96 143 32 70 144 74 97 145 22 64 146 35 101 150 44 102 151 45 103 152 41 106 156 44 102 157 35 101 158 51 109 162 37 110 163 55 111 164 36 112 165 45 103 166 47 113 167 53 116 171 37 110 172 42 117 173 39 118 174 48 119 175 50 120 176 54 123 180 40 124 181 52 125 182 36 112 183 48 119 184 39 118 185 40 124 189 50 120 190 52 125 191 42 117 195 54 123 196 53 116 197 38 135 207 51 109 208 49 136 209 16 153 252 74 97 253 70 154 254 72 30 255 76 155 256 69 30 257 76 155 258 68 30 259 69 30 260 73 30 261 76 155 262 74 30 263 70 156 264 76 155 265 71 157 266 33 88 267 68 158 268 75 158 269 33 88 270 73 158 271 32 89 272 17 84 273 72 159 274 18 61 275 23 74 276 68 160 277 34 66 278 3 54 318 190 190 319 29 3 320 49 136 321 41 106 322 38 135 323 94 205 348 2 55 349 28 206 350 4 76 351 94 205 352 28 206 353 96 207 354 92 208 355 94 205 356 96 207 357 93 209 358 97 210 359 4 211 360 21 211 361 93 211 362 41 78 363 95 212 364 96 213 365 20 214 366 95 215 367 35 216 368 28 206 450 119 5 451 4 76 452 173 4 504 189 273 505 297 274 506 169 300 552 267 301 553 199 302 554 158 322 594 195 323 595 171 324 596 169 325 597 192 326 598 158 322 599 167 270 600 191 327 601 168 328 602 193 329 603 167 270 604 170 287 605 230 331 609 166 332 610 171 324 611 150 315 612 189 273 613 151 314 614 168 335 618 262 335 619 150 335 620 267 336 621 202 337 622 199 338 623 196 339 624 191 340 625 197 341 626 165 342 627 231 343 628 164 344 629 200 345 630 194 346 631 201 347 632 192 348 633 199 349 634 198 350 635 191 340 636 200 345 637 197 341 638 203 351 639 192 348 640 198 350 641 194 346 642 203 351 643 201 347 644 235 352 645 193 329 646 170 287 647 196 356 651 206 357 652 205 358 653 202 361 657 205 358 658 204 362 659 212 365 663 198 366 664 199 367 665 197 368 666 206 357 667 196 356 668 214 371 672 198 366 673 216 372 674 200 373 675 211 374 676 209 375 677 215 378 681 201 379 682 203 380 683 197 368 684 209 375 685 208 381 686 201 379 690 211 374 691 200 373 692 203 380 696 214 371 697 215 378 698 199 367 708 210 392 709 212 365 710 164 409 753 235 352 754 170 287 755 233 30 756 237 410 757 232 411 758 237 410 759 229 30 760 236 30 761 237 410 762 234 30 763 235 30 764 237 410 765 231 412 766 232 411 767 194 346 768 229 413 769 195 414 770 234 415 771 194 346 772 193 416 773 233 417 774 165 342 775 166 321 776 229 418 777 171 324 778 195 323 779 190 190 819 151 314 820 189 273 821 210 392 822 202 361 823 204 362 824 150 315 849 264 447 850 188 448 851 152 449 852 264 447 853 263 450 854 266 451 855 262 452 856 265 453 857 263 450 858 266 451 859 267 454 860 152 455 861 263 455 862 169 455 863 202 337 864 265 456 865 196 457 866 265 458 867 168 459 868 196 460 869 297 274 951 188 448 952 152 449 953 470 723 1434 484 724 1435 485 725 1436 471 726 1437 483 727 1438 484 724 1439 474 728 1440 482 729 1441 473 730 1442 474 728 1443 480 731 1444 481 732 1445 476 733 1446 478 734 1447 479 735 1448 473 730 1449 483 727 1450 472 736 1451 477 737 1452 485 725 1453 478 734 1454 476 733 1455 480 731 1456 475 738 1457 485 739 1458 492 740 1459 493 741 1460 484 745 1464 491 746 1465 492 740 1466 482 747 1467 491 746 1468 483 748 1469 480 749 1470 489 750 1471 481 751 1472 485 739 1473 487 752 1474 478 753 1475 482 747 1476 489 754 1477 490 755 1478 480 749 1479 486 756 1480 488 757 1481 479 758 1482 487 752 1483 486 756 1484 29 3 2766 190 190 2767 173 4 2768 21 38 2811 38 1282 2812 97 39 2813 10 65 2841 23 74 2842 34 66 2843 19 0 2844 30 69 2845 32 70 2846 18 72 2850 72 1287 2851 69 73 2852 29 3 2853 28 206 2854 2 55 2855 41 78 2859 96 213 2860 97 79 2861 35 81 2862 36 93 2863
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
<geometry id="Cube_130-mesh" name="Cube.130">
|
||
|
|
<mesh>
|
||
|
|
<source id="Cube_130-mesh-positions">
|
||
|
|
<float_array id="Cube_130-mesh-positions-array" count="2115">0.1884219 -0.2916421 0.025092 0.1332344 -0.3378473 0.025092 0.06896722 -0.3693758 0.025092 0 -0.3784555 0.025092 -0.0689671 -0.3693758 0.025092 -0.1332343 -0.3378473 0.025092 -0.1884217 -0.2916421 0.025092 0.2499999 -0.3259688 0.08036112 0.1767767 -0.382155 0.08036112 0.09150636 -0.4174751 0.08036112 0 -0.429522 0.08036112 -0.09150624 -0.4174751 0.08036112 -0.1767765 -0.382155 0.08036112 -0.2499998 -0.3259688 0.08036112 0 0.4829627 0.304505 0 0.4330125 0.1839145 0 0 0 -0.1249999 0.4665061 0.304505 -0.1120718 0.418258 0.1839145 -0.0915063 0.3415062 0.08036112 -0.2414813 0.418258 0.304505 -0.2165062 0.3749998 0.1839145 -0.1767765 0.306186 0.08036112 -0.3415062 0.3415062 0.304505 -0.3061861 0.306186 0.1839145 -0.2499998 0.2499999 0.08036112 -0.4182579 0.2414813 0.304505 -0.3749998 0.2165062 0.1839145 -0.306186 0.1767766 0.08036112 -0.4665061 0.1249999 0.304505 -0.4182579 0.1120718 0.1839145 -0.3415061 0.09150624 0.08036112 -0.4829626 0 0.304505 -0.4330124 0 0.1839145 -0.3535532 0 0.08036112 -0.4857923 -0.1240227 0.7165243 -0.4829626 -0.1294094 0.4347199 -0.4665061 -0.1249999 0.3165678 -0.4182579 -0.1120719 0.1839145 -0.3415061 -0.0915063 0.08036112 -0.4330124 -0.2499998 0.4347199 -0.4182579 -0.2414813 0.304505 -0.306186 -0.1767766 0.08036112 -0.3535531 -0.3535532 0.4347199 -0.3415061 -0.3415062 0.2825782 -0.306186 -0.3211455 0.1904878 -0.2499997 -0.4330124 0.4347199 -0.2414813 -0.418258 0.304505 -0.2165061 -0.3903937 0.2288321 -0.1294093 -0.4829626 0.4347199 -0.1249998 -0.4665061 0.304505 -0.1120718 -0.4339383 0.2251672 0 -0.4999997 0.4347199 0 -0.4829626 0.304505 0 -0.448791 0.2187518 0.1294095 -0.4829626 0.4347199 0.125 -0.4665061 0.304505 0.1120719 -0.4339383 0.2251672 0.2499999 -0.4330124 0.4347199 0.2414814 -0.418258 0.304505 0.2165063 -0.3903937 0.2288321 0.3535532 -0.3535532 0.4347199 0.3415063 -0.3415062 0.2825782 0.4330125 -0.2499998 0.4347199 0.418258 -0.2414813 0.304505 0.3061861 -0.1767765 0.08036112 0.4779723 -0.1240227 0.7165243 0.4829627 -0.1294094 0.4347199 0.4665062 -0.125 0.3165678 0.418258 -0.1120718 0.1839145 0.3415063 -0.09150624 0.08036112 0.4829627 0 0.304505 0.4330126 0 0.1839145 0.3535532 0 0.08036112 0.4665062 0.1249999 0.304505 0.418258 0.1120719 0.1839145 0.3415062 0.0915063 0.08036112 0.418258 0.2414813 0.304505 0.3749999 0.2165063 0.1839145 0.3061861 0.1767766 0.08036112 0.3415063 0.3415061 0.304505 0.3061861 0.306186 0.1839145 0.2499998 0.2499998 0.08036112 0.2414813 0.4182578 0.304505 0.2165063 0.3749998 0.1839145 0.1767765 0.306186 0.08036112 0.1249999 0.466506 0.304505 0.1120719 0.4182579 0.1839145 0.09150624 0.3415061 0.08036112 0 0.3535531 0.08036112 -0.06896716 0.257389 0.01353883 -0.1332343 0.2307686 0.01353883 -0.1884217 0.1884218 0.01353883 -0.2307686 0.1332343 0.01353883 -0.257389 0.0689671 0.01353883 -0.2664687 0 0.01353883 -0.257389 -0.06896716 0.01353883 -0.2307686 -0.1332343 0.01298415 -0.1884217 -0.1884218 0.006667613 -0.1332343 -0.2307686 0.01353883 -0.0689671 -0.257389 0.01353883 0 -0.2664687 0.01353883 0.06896722 -0.257389 0.01353883 0.1332344 -0.2307686 0.01353883 0.1884219 -0.1884218 0.006667613 0.2307686 -0.1332343 0.01298415 0.257389 -0.06896716 0.01353883 0.2664687 0 0.01353883 0.257389 0.0689671 0.01353883 0.2307686 0.1332343 0.01353883 0.1884218 0.1884217 0.01353883 0.1332343 0.2307686 0.01353883 0.06896716 0.2573888 0.01353883 0 0.2664685 0.01353883 0.3835023 -0.2442318 0.1846016 0.3061861 -0.3211454 0.1904878 0.110587 -0.4632048 0.1888587 0 -0.4777776 0.1822824 -0.110587 -0.4632048 0.1888587 -0.3835021 -0.2442318 0.1846016 0.4207508 -0.04369813 0.1791099 0.428361 0.07764029 0.2075115 0.3808812 -0.04369813 0.2010806 0.3966758 0.07764029 0.2249721 0.3527252 -0.04369813 0.2407699 0.3742997 0.07764029 0.2565139 0.3405693 -0.04369813 0.2921353 0.3646393 0.07764029 0.2973349 0.3462644 -0.04369813 0.3473568 0.3691652 0.07764029 0.3412205 0.368943 -0.04369813 0.3980274 0.3871884 0.07764029 0.3814894 0.405153 -0.04369813 0.4364332 0.415965 0.07764029 0.412011 0.4493814 -0.04369813 0.4567269 0.4511142 0.07
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_130-mesh-positions-array" count="705" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_130-mesh-normals">
|
||
|
|
<float_array id="Cube_130-mesh-normals-array" count="2505">-0.6461722 -0.5279548 -0.5511128 -0.4885982 -0.8065775 -0.3327233 -0.6062536 -0.6807229 -0.4111849 0.3464779 -0.2834734 -0.8942013 0.01366716 -0.1060895 -0.9942628 0.1490746 -0.1013746 -0.9836158 -0.2235884 -0.7981597 -0.5594187 0 -0.9086577 -0.4175419 -0.3592652 -0.8666648 -0.3461512 0 -0.7821359 0.623108 -0.146755 -0.773518 0.6165493 0 -0.7828428 0.6222197 -0.1966954 -0.7672703 0.6104157 -0.2920834 -0.7504152 0.5929289 0.2920835 -0.7504152 0.5929288 0.1966955 -0.7672704 0.6104155 0.146755 -0.773518 0.6165491 0.6520552 -0.2792596 -0.7048676 0.6461722 -0.5279548 -0.5511128 -0.8690448 -0.4535742 -0.1975644 -0.8515688 -0.1951004 -0.4865866 -0.7514934 -0.4378449 -0.4935075 0.2278943 -0.3796035 -0.8966412 0.2235885 -0.7981598 -0.5594186 0.1302734 -0.4524282 -0.8822344 -0.6520553 -0.2792598 -0.7048673 0.4639936 -0.7201517 -0.5158407 -0.2278943 -0.3796035 -0.8966412 -0.4639935 -0.7201517 -0.5158408 -0.1302734 -0.4524282 -0.8822344 0 -0.8325459 -0.5539562 0 -0.4703171 -0.8824975 -0.346478 -0.2834734 -0.8942012 -0.3411054 -0.1139791 -0.9330895 -0.259373 0.259373 -0.9302964 -0.3562281 0.6170052 -0.7017166 -0.1834044 0.3176658 -0.9302964 -0.2248333 0.8390897 -0.495357 4.17011e-7 0.9062483 -0.4227458 3.8885e-7 0.8686895 -0.495357 -0.1843969 0.68818 -0.7017166 4.66068e-7 0.712456 -0.7017168 -0.4343448 0.7523072 -0.4953569 -0.2337437 0.8751188 -0.423711 0 0.00320822 -0.9999949 -0.09493684 0.3543102 -0.9302964 3.05014e-7 0.3668087 -0.9302964 -0.3176659 0.1834044 -0.9302963 -0.6170055 0.3562279 -0.7017164 -0.5037828 0.5037828 -0.7017164 -0.6366998 0.6394342 -0.4309724 -0.4510421 0.7839869 -0.4265273 -0.7523074 0.4343445 -0.4953569 -0.6142566 0.614256 -0.4953568 -0.3543101 0.09493702 -0.9302964 -0.68818 0.1843973 -0.7017164 -0.7779095 0.4518292 -0.4367004 -0.3668089 0 -0.9302964 -0.865171 0.2344886 -0.4432769 -0.3555113 -0.09146225 -0.9301862 -0.6887077 -0.1840372 -0.7012932 -0.7124564 0 -0.7017164 -0.8390898 0.2248333 -0.4953569 -0.8950407 -0.01348406 -0.4457805 -0.8686897 -1.38528e-7 -0.4953569 -0.1490744 -0.1013746 -0.9836158 -0.8984737 -0.3159588 -0.3048199 -0.8623521 -0.5039718 -0.04859495 -0.8436021 -0.5306988 -0.08182007 -0.0136671 -0.1060895 -0.9942627 -0.7068138 -0.7068144 -0.02877098 0.3592652 -0.8666649 -0.346151 -0.02361828 -0.07900196 -0.9965947 -0.4664717 -0.8421998 -0.2703768 -0.6610375 -0.7103568 -0.241708 0.6062535 -0.680723 -0.4111851 -0.2531147 -0.9296874 -0.2676087 0 -0.0788623 -0.9968856 -0.4997225 -0.8655465 -0.03326851 0.02361828 -0.07900196 -0.9965947 -1.35262e-7 -0.9669504 -0.254965 -0.2586745 -0.9653916 -0.03326529 -0.2422283 -0.8857983 -0.3958372 0.3411054 -0.1139789 -0.9330896 0.2531148 -0.9296874 -0.2676088 1.60573e-6 -0.9993804 -0.03519934 0.2422283 -0.8857981 -0.3958373 0 -0.9289602 -0.37018 0.4664717 -0.8421998 -0.2703771 0.258678 -0.9653911 -0.03325408 0.4885981 -0.8065773 -0.3327236 0.7068162 -0.7068132 -0.02874082 0.4997255 -0.8655455 -0.03324729 0.6610373 -0.7103569 -0.2417082 0.355511 -0.09146213 -0.9301863 0.8690448 -0.4535742 -0.1975643 0.6887076 -0.1840367 -0.7012933 0.8984736 -0.315959 -0.30482 0.8623812 -0.503934 -0.04846841 0.3668087 0 -0.9302964 0.8686896 0 -0.495357 0.8515689 -0.1951001 -0.4865866 0.35431 0.09493714 -0.9302964 0.7124562 1.23478e-7 -0.7017166 0.8950406 -0.01348417 -0.4457809 0.8651711 0.2344885 -0.4432767 0.8390897 0.2248334 -0.495357 0.3176657 0.1834043 -0.9302964 0.6881798 0.1843972 -0.7017167 0.259373 0.2593731 -0.9302964 0.6170051 0.3562282 -0.7017167 0.7779095 0.4518296 -0.4367002 0.7523071 0.4343448 -0.495357 0.614256 0.6142565 -0.495357 0.1834043 0.3176659 -0.9302964 0.5037823 0.5037829 -0.7017166 0.6366994 0.639435 -0.430972 0.09493702 0.3543101 -0.9302964 0.3562279 0.6170054 -0.7017166 0.4510418 0.7839872 -0.426527 0.4343447 0.7523074 -0.4953569 -0.917203 0.2435065 -0.3153464 -0.4781779 0.8258736 -0.2987955 0.8246697 0.4738279 -0.3088805 0.8847336 -0.3729723 -0.2795323 0.8438633 -0.5308035 -0.07837414 0.1843972 0.6881799 -0.7017167 0.247815 0.9224863 -0.2959846 0.2337444 0.875119 -0.4237104 0.866762
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_130-mesh-normals-array" count="835" stride="3">
|
||
|
|
<param name="X" type="float"/>
|
||
|
|
<param name="Y" type="float"/>
|
||
|
|
<param name="Z" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<source id="Cube_130-mesh-map-0">
|
||
|
|
<float_array id="Cube_130-mesh-map-0-array" count="8004">0.3750001 0.2499998 0.3339372 0.3271771 0.3756906 0.3273051 0.1249999 0.1799196 0.1666666 0.1799196 0.1249999 0.1799196 0.2916667 0.2499998 0.25 0.3271092 0.2919762 0.3271256 0.25 0.3333333 0.2919762 0.3271256 0.25 0.3271092 0.2919762 0.3271256 0.2916667 0.3333333 0.3333334 0.3333333 0.1660628 0.3271771 0.2083333 0.3333333 0.2080239 0.3271256 0.1249999 0.1799196 0.08333319 0.2499999 0.1249999 0.2499999 0.4166667 0.4166666 0.4583334 0.3333333 0.4150269 0.3333332 0.1666666 0.1799196 0.2083333 0.2499998 0.2083333 0.1799197 0.4166668 0.2499999 0.3756906 0.3273051 0.4159004 0.3284904 0.1249999 0.1799196 0.1666666 0.2499998 0.1666666 0.1799196 0.3333334 0.1799196 0.2916667 0.2499998 0.3333334 0.2499998 0.2916667 0.1799196 0.25 0.2499998 0.2916667 0.2499998 0.2083333 0.1799196 0.25 0.2499998 0.25 0.1799196 0.3750001 0.1799196 0.4166668 0.2499999 0.4166668 0.1799196 0.3750001 0.1799196 0.3333334 0.2499998 0.3750001 0.2499998 0.6250001 0.1799198 0.6666667 0.2500001 0.6666668 0.1799198 0.7083334 0.3333334 0.75 0.4166668 0.75 0.3333334 0.7083334 0.2500001 0.75 0.3333334 0.75 0.25 0.6666667 0.3333334 0.7083334 0.4166668 0.7083334 0.3333334 0.7083334 0.2500001 0.6666667 0.3333334 0.7083334 0.3333334 0.6666668 0.1799198 0.6666668 0.08333349 0.6250001 0.1799198 0.7083334 0.1799198 0.75 0.25 0.75 0.1799197 0.6250001 0.1799197 0.6250002 0.08333337 0.5833334 0.1799197 0.6250001 0.1799197 0.5833334 0.25 0.6250001 0.2500001 0.6666667 0.3333334 0.6250001 0.4166667 0.6666667 0.4166668 0.6250001 0.2500001 0.6666667 0.3333334 0.6666667 0.2500001 0.6250001 0.2500001 0.5833334 0.3333333 0.6250001 0.3333334 0.5833334 0.1799197 0.5833336 0.08333337 0.5416668 0.1799197 0.5833334 0.1799197 0.5416668 0.25 0.5833334 0.25 0.6250001 0.3333334 0.5833334 0.4166667 0.6250001 0.4166667 0.5000001 0.1799197 0.5416668 0.25 0.5416668 0.1799197 0.5833334 0.3333333 0.5416668 0.4166667 0.5833334 0.4166667 0.5416668 0.25 0.5833334 0.3333333 0.5833334 0.25 0.5416668 0.1799197 0.5416669 0.08333331 0.5000001 0.1799197 0.5000001 0.1799197 0.5000002 0.08333331 0.4583334 0.1799197 0.5000001 0.1799197 0.4583334 0.2499999 0.5000001 0.2499999 0.5416668 0.3333333 0.5000001 0.4166667 0.5416668 0.4166667 0.5000001 0.2499999 0.5416668 0.3333333 0.5416668 0.25 0.4583334 0.2499999 0.5000001 0.3333333 0.5000001 0.2499999 0.4583334 0.1799197 0.4583336 0.08333331 0.4166668 0.1799196 0.4583334 0.1799197 0.4166668 0.1799196 0.4583334 0.2499999 0.4583334 0.3333333 0.5000001 0.4166667 0.5000001 0.3333333 0.3333334 0.2499998 0.2919762 0.3271256 0.3339372 0.3271771 0.4166668 0.1799196 0.4166669 0.08333325 0.3750001 0.1799196 0.4583334 0.4166666 0.4166667 0.5 0.4583334 0.5 0.3750001 0.1799196 0.3750002 0.08333325 0.3333334 0.1799196 0.4166667 0.4166666 0.375 0.5 0.4166667 0.5 0.3333334 0.1799196 0.3750001 0.1799196 0.3750001 0.1799196 0.25 0.3271092 0.2083333 0.2499998 0.2080239 0.3271256 0.3333334 0.1799196 0.3333334 0.08333313 0.2916667 0.1799196 0.3333334 0.4166666 0.375 0.5 0.3750001 0.4166666 0.3333334 0.3333333 0.3750001 0.4166666 0.375 0.3333333 0.08333319 0.2499999 0.1243093 0.327305 0.1249999 0.2499999 0.3333334 0.3333333 0.2916667 0.4166666 0.3333334 0.4166666 0.25 0.1799196 0.2916667 0.1799196 0.2916667 0.1799196 0.2916667 0.1799196 0.2916668 0.08333313 0.25 0.1799196 0.2916667 0.4166666 0.3333334 0.5 0.3333334 0.4166666 0.25 0.1799196 0.25 0.08333313 0.2083333 0.1799196 0.25 0.4166666 0.2916667 0.5 0.2916667 0.4166666 0.3750001 0.1799196 0.3750001 0.1799196 0.4166668 0.1799196 0.2916667 0.3333333 0.25 0.4166666 0.2916667 0.4166666 0.08333319 0.1799196 0.1249999 0.1799196 0.1249999 0.1799196 0.2083333 0.1799197 0.2083332 0.08333313 0.1666666 0.1799196 0.2083333 0.4166666 0.25 0.5 0.25 0.4166666 0.2083333 0.3333333 0.25 0.4166666 0.25 0.3333333 0.1666666 0.4166666 0.2083333 0.5 0.2083333 0.4166666 0.1666666 0.1799196 0.2083333 0.1799197 0.1666666 0.1799196 0.1666666 0.3333333 0.2083333 0.4166666 0.2083333 0.3333333 0.1666666 0.1799196 0.1666665 0.08333313 0.1249999 0.1799196 0.1249999 0.1799196 0.1249998 0.0833332
|
||
|
|
<technique_common>
|
||
|
|
<accessor source="#Cube_130-mesh-map-0-array" count="4002" stride="2">
|
||
|
|
<param name="S" type="float"/>
|
||
|
|
<param name="T" type="float"/>
|
||
|
|
</accessor>
|
||
|
|
</technique_common>
|
||
|
|
</source>
|
||
|
|
<vertices id="Cube_130-mesh-vertices">
|
||
|
|
<input semantic="POSITION" source="#Cube_130-mesh-positions"/>
|
||
|
|
</vertices>
|
||
|
|
<triangles material="Black-material" count="132">
|
||
|
|
<input semantic="VERTEX" source="#Cube_130-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_130-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_130-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>521 536 1497 518 537 1498 505 538 1499 534 539 1500 536 540 1501 537 541 1502 506 542 1503 514 543 1504 521 536 1505 515 544 1506 511 545 1507 518 537 1508 507 546 1509 508 547 1510 511 545 1511 526 548 1512 529 549 1513 528 550 1514 512 551 1515 509 552 1516 510 553 1517 519 554 1518 516 555 1519 517 556 1520 513 557 1521 509 552 1522 507 546 1523 520 558 1524 516 555 1525 514 543 1526 533 559 1527 519 554 1528 527 560 1529 543 561 1530 526 548 1531 540 562 1532 542 563 1533 512 551 1534 532 564 1535 522 565 1536 508 547 1537 512 551 1538 533 559 1539 536 540 1540 535 566 1541 535 566 1542 538 567 1543 532 564 1544 519 554 1545 507 546 1546 515 544 1547 528 550 1548 531 568 1549 525 569 1550 527 560 1551 529 549 1552 530 570 1553 511 545 1554 505 538 1555 518 537 1556 514 543 1557 515 544 1558 518 537 1559 524 571 1560 511 545 1561 508 547 1562 525 569 1563 541 572 1564 528 550 1565 528 550 1566 540 562 1567 526 548 1568 532 564 1569 544 573 1570 542 563 1571 538 567 1572 543 561 1573 544 573 1574 527 560 1575 537 541 1576 533 559 1577 530 570 1578 534 539 1579 537 541 1580 525 569 1581 517 556 1582 520 558 1583 531 568 1584 519 554 1585 517 556 1586 532 564 1587 510 553 1588 535 566 1589 535 566 1590 513 557 1591 533 559 1592 539 574 1593 520 558 1594 506 542 1595 561 575 1596 558 576 1597 554 577 1598 574 578 1599 576 579 1600 578 580 1601 546 581 1602 554 577 1603 560 582 1604 555 583 1605 551 584 1606 547 585 1607 548 586 1608 547 585 1609 551 584 1610 566 587 1611 569 588 1612 570 589 1613 552 590 1614 549 591 1615 548 586 1616 559 592 1617 556 593 1618 555 583 1619 553 594 1620 549 591 1621 550 595 1622 560 582 1623 556 593 1624 557 596 1625 559 592 1626 573 597 1627 567 598 1628 566 587 1629 583 599 1630 580 600 1631 582 601 1632 552 590 1633 562 602 1634 548 586 1635 562 602 1636 552 590 1637 573 597 1638 576 579 1639 577 603 1640 578 580 1641 575 604 1642 572 605 1643 559 592 1644 547 585 1645 553 594 1646 571 606 1647 568 607 1648 565 608 1649 567 598 1650 569 588 1651 571 606 1652 545 609 1653 551 584 1654 558 576 1655 555 583 1656 554 577 1657 558 576 1658 551 584 1659 564 610 1660 548 586 1661 565 608 1662 581 611 1663 579 612 1664 568 607 1665 580 600 1666 581 611 1667 584 613 1668 572 605 1669 582 601 1670 583 599 1671 578 580 1672 584 613 1673 577 603 1674 567 598 1675 573 597 1676 574 578 1677 570 589 1678 577 603 1679 557 596 1680 565 608 1681 560 582 1682 559 592 1683 571 606 1684 557 596 1685 572 605 1686 550 595 1687 552 590 1688 575 604 1689 553 594 1690 550 595 1691 560 582 1692 579 612 1693 546 581 1694 521 536 3480 514 543 3481 518 537 3482 534 539 3483 538 567 3484 536 540 3485 506 542 3486 520 558 3487 514 543 3488 515 544 3489 507 546 3490 511 545 3491 507 546 3492 509 552 3493 508 547 3494 526 548 3495 530 570 3496 529 549 3497 512 551 3498 508 547 3499 509 552 3500 519 554 3501 515 544 3502 516 555 3503 513 557 3504 510 553 3505 509 552 3506 520 558 3507 517 556 3508 516 555 3509 533 559 3510 513 557 3511 519 554 3512 543 561 3513 534 539 3514 526 548 3515 542 563 3516 522 565 3517 512 551 3518 522 565 3519 524 571 3520 508 547 3521 533 559 3522 537 541 3523 536 540 3524 535 566 3525 536 540 3526 538 567 3527 519 554 3528 513 557 3529 507 546 3530 528 550 3531 529 549 3532 531 568 3533 527 560 3534 531 568 3535 529 549 3536 511 545 3537 523 825 3538 505 538 3539 514 543 3540 516 555 3541 515 544 3542 524 571 3543 523 825 3544 511 545 3545 525 569 3546 539 574 3547 541 572 3548 528 550 3549 541 572 3550 540 562 3551 532 564 3552 538 567 3553 544 573 3554 538 567 3555 534 539 3556 543 561 3557 527 560 3558 530 570 3559 537 541 3560 530 570 3561 526 548 3562 534 539 3563 525 569 3564 531 568 3565 517 556 3566 531 568 3567 527 560 3568 519 554 3569 532 564 3570 512 551 3571 510 553 3572 535 566 3573 510 553 3574 513 557 3575 539 574 3576 525 569 3577 520 558 3578 561 575 3579 545 609 3580 558 576 3581 574 578 3582 577 603 3583 576 579 3584 546 581 3585 561 575 3586 554 577 3587 555 583 3588 558 576 3589 551 584 3590 548 586 3591 549 591 3592 547 585 3593 566 587 3594 568 607 3595
|
||
|
|
</triangles>
|
||
|
|
<triangles material="BrownDark-material" count="640">
|
||
|
|
<input semantic="VERTEX" source="#Cube_130-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_130-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_130-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>13 0 0 48 1 1 45 2 2 0 3 3 103 4 4 104 5 5 11 6 6 117 7 7 118 8 8 54 9 9 118 10 10 117 11 11 118 10 12 51 12 13 48 13 14 60 14 15 57 15 16 116 16 17 0 3 18 65 17 19 7 18 20 41 19 21 38 20 22 119 21 23 1 22 24 9 23 25 2 24 26 42 25 27 45 2 28 119 21 29 0 3 30 8 26 31 1 22 32 5 27 33 11 6 34 12 28 35 4 29 36 10 30 37 11 6 38 2 24 39 10 30 40 3 31 41 6 32 42 42 25 43 97 33 44 6 32 45 12 28 46 13 0 47 92 34 48 22 35 49 91 36 50 18 37 51 14 38 52 15 39 53 19 40 54 15 39 55 89 41 56 21 42 57 17 43 58 18 37 59 19 40 60 21 42 61 18 37 62 91 36 63 16 44 64 92 34 65 90 45 66 89 41 67 113 46 68 92 34 69 16 44 70 93 47 71 92 34 72 28 48 73 25 49 74 21 42 75 23 50 76 20 51 77 25 49 78 21 42 79 22 35 80 25 49 81 27 52 82 24 53 83 93 47 84 16 44 85 94 54 86 93 47 87 31 55 88 28 48 89 24 53 90 26 56 91 23 50 92 95 57 93 31 55 94 94 54 95 27 52 96 29 58 97 26 56 98 31 55 99 27 52 100 28 48 101 94 54 102 16 44 103 95 57 104 95 57 105 16 44 106 96 59 107 95 57 108 39 60 109 34 61 110 30 62 111 32 63 112 29 58 113 34 61 114 30 62 115 31 55 116 39 60 117 33 64 118 34 61 119 96 59 120 16 44 121 97 33 122 96 59 123 97 33 124 39 60 125 38 20 126 32 63 127 33 64 128 12 28 129 118 8 130 48 1 131 97 33 132 16 44 133 98 65 134 37 66 135 40 67 136 36 68 137 98 65 138 16 44 139 99 69 140 41 19 141 43 70 142 40 67 143 99 69 144 6 32 145 98 65 146 117 7 147 9 23 148 116 71 149 99 69 150 16 44 151 100 72 152 47 73 153 43 70 154 44 74 155 48 1 156 44 74 157 45 2 158 65 17 159 115 75 160 7 18 161 48 1 162 50 76 163 47 73 164 101 77 165 4 29 166 100 72 167 100 72 168 16 44 169 101 77 170 50 76 171 46 78 172 47 73 173 101 77 174 16 44 175 102 79 176 53 80 177 49 81 178 50 76 179 98 65 180 6 32 181 97 33 182 51 82 183 53 80 184 50 76 185 105 83 186 0 3 187 104 5 188 102 79 189 16 44 190 103 4 191 56 84 192 52 85 193 53 80 194 57 86 195 53 80 196 54 87 197 59 88 198 55 89 199 56 84 200 1 22 201 102 79 202 103 4 203 60 90 204 56 84 205 57 86 206 103 4 207 16 44 208 104 5 209 104 5 210 16 44 211 105 83 212 59 88 213 61 91 214 58 92 215 2 24 216 101 77 217 102 79 218 60 90 219 62 93 220 59 88 221 60 90 222 7 18 223 115 75 224 119 21 225 44 74 226 41 19 227 100 72 228 5 27 229 99 69 230 105 83 231 16 44 232 106 94 233 64 95 234 61 91 235 62 93 236 105 83 237 70 96 238 65 17 239 68 97 240 63 98 241 64 95 242 107 99 243 70 96 244 106 94 245 106 94 246 16 44 247 107 99 248 70 96 249 72 100 250 69 101 251 107 99 252 16 44 253 108 102 254 108 102 255 73 103 256 107 99 257 69 101 258 71 104 259 68 97 260 72 100 261 74 105 262 71 104 263 73 103 264 75 106 265 72 100 266 108 102 267 16 44 268 109 107 269 109 107 270 76 108 271 108 102 272 109 107 273 16 44 274 110 109 275 110 109 276 79 110 277 109 107 278 75 106 279 77 111 280 74 105 281 76 108 282 78 112 283 75 106 284 79 110 285 81 113 286 78 112 287 110 109 288 16 44 289 111 114 290 111 114 291 82 115 292 110 109 293 78 112 294 80 116 295 77 111 296 112 117 297 85 118 298 111 114 299 81 113 300 83 119 301 80 116 302 82 115 303 84 120 304 81 113 305 111 114 306 16 44 307 112 117 308 112 117 315 16 44 316 113 46 317 113 46 324 88 126 325 112 117 326 84 120 330 86 128 331 83 119 332 85 118 336 87 131 337 84 120 338 88 126 345 15 39 346 87 131 347 113 46 354 16 44 355 90 45 356 15 39 360 86 128 361 87 131 362 90 45 366 22 35 367 19 40 368 116 71 369 8 26 370 60 90 371 286 142 384 36 68 385 40 67 386 279 143 387 58 92 388 61 91 389 283 144 390 52 85 391 347 145 392 285 150 399 40 67 400 43 70 401 284 151 402 43 70 403 46 78 404 281 152 405 52 85 406 55 89 407 283 144 411 46 78 412 49 81 413 120 156 420 214 157 421 150 158 422 124 159 423 190 160 424 188 161 425 126 162 426 192 163 427 190 160 428 130 164 429 192 163 430 128 165 431 132 166 432 194 167 433 130 164 434 134 168 435 196 169 436 132 166 437 136 170 438 198 171 439 134 168 440 136 170 441 202 172 442 200 173 443 138 174 444 204 175 445 202 172 446 140 176 447 206 177 448 204 175 449 142 178 450 208 179 451 206 177 452 146 180 453 208 179 454 144 181 455 148 182 456 210 183 457 146 180 458 150 158 459 212 184 460 148 182 461 149 185 462 151 185 463
|
||
|
|
</triangles>
|
||
|
|
<triangles material="GreyDark-material" count="562">
|
||
|
|
<input semantic="VERTEX" source="#Cube_130-mesh-vertices" offset="0"/>
|
||
|
|
<input semantic="NORMAL" source="#Cube_130-mesh-normals" offset="1"/>
|
||
|
|
<input semantic="TEXCOORD" source="#Cube_130-mesh-map-0" offset="2" set="0"/>
|
||
|
|
<p>32 63 309 258 121 310 29 58 311 23 50 312 252 122 313 20 51 314 270 123 318 74 105 319 77 111 320 264 124 321 67 125 322 68 97 323 276 127 327 83 119 328 86 128 329 67 125 333 263 129 334 66 130 335 36 68 339 262 132 340 37 66 341 17 43 342 250 133 343 14 38 344 71 104 348 264 124 349 68 97 350 20 51 351 249 134 352 17 43 353 268 135 357 71 104 358 74 105 359 35 136 363 261 137 364 36 68 365 26 56 372 254 138 373 23 50 374 272 139 375 77 111 376 80 116 377 29 58 378 256 140 379 26 56 380 274 141 381 80 116 382 83 119 383 293 146 393 66 130 394 263 129 395 301 147 396 248 148 397 300 149 398 291 153 408 265 154 409 267 155 410 262 132 414 32 63 415 37 66 416 250 133 417 86 128 418 14 38 419 249 134 738 277 291 739 250 133 740 252 122 741 248 148 742 249 134 743 254 138 744 251 292 745 252 122 746 256 140 747 253 293 748 254 138 749 258 121 750 255 294 751 256 140 752 260 295 753 257 296 754 258 121 755 260 295 756 261 137 757 259 297 758 266 298 759 263 129 760 264 124 761 266 298 762 267 155 763 265 154 764 270 123 765 267 155 766 268 135 767 272 139 768 269 299 769 270 123 770 274 141 771 271 300 772 272 139 773 274 141 774 275 301 775 273 302 776 276 127 777 277 291 778 275 301 779 294 303 780 259 297 781 261 137 782 287 304 783 277 291 784 301 147 785 288 305 786 275 301 787 287 304 788 289 306 789 273 302 790 288 305 791 290 307 792 271 300 793 289 306 794 35 136 795 294 303 796 261 137 797 291 153 804 269 299 805 290 307 806 296 310 807 259 297 808 295 311 809 297 312 810 257 296 811 296 310 812 297 312 813 253 293 814 255 294 815 298 313 816 251 292 817 253 293 818 299 314 819 248 148 820 251 292 821 282 315 828 333 316 829 331 317 830 288 305 831 312 318 832 313 319 833 295 311 834 319 320 835 296 310 836 287 304 840 324 323 841 312 318 842 294 303 843 318 324 844 295 311 845 294 303 849 35 136 850 303 326 851 293 146 855 423 328 856 302 329 857 300 149 858 324 323 859 301 147 860 292 333 867 316 334 868 317 335 869 299 314 870 323 336 871 300 149 872 66 130 873 293 146 874 302 329 875 291 153 879 315 337 880 316 334 881 298 313 882 322 338 883 299 314 884 290 307 888 314 340 889 315 337 890 297 312 891 321 341 892 298 313 893 289 306 894 313 319 895 314 340 896 296 310 897 320 342 898 297 312 899 316 334 921 342 351 922 317 335 923 328 352 924 332 353 925 350 354 926 319 320 927 340 355 928 339 356 929 327 357 930 333 316 931 307 343 932 320 342 933 339 356 934 338 358 935 324 323 936 346 359 937 312 318 938 321 341 939 338 358 940 337 360 941 329 361 942 350 354 943 348 362 944 312 318 945 345 363 946 313 319 947 329 361 948 349 364 949 330 365 950 322 338 951 337 360 952 336 366 953 302 329 954 423 328 955 375 367 956 313 319 957 344 368 958 314 340 959 326 369 960 356 370 961 355 371 962 424 372 966 340 355 967 318 324 968 323 336 969 336 366 970 334 373 971 314 340 972 343 374 973 315 337 974 326 369 975 354 375 976 327 357 977 325 376 981 375 367 982 356 370 983 282 315 984 332 353 985 308 350 986 324 323 987 334 373 988 335 377 989 315 337 993 341 378 994 316 334 995 330 365 999 374 379 1000 303 326 1001 333 316 1002 354 375 1003 353 380 1004 346 359 1005 368 381 1006 345 363 1007 339 356 1008 363 382 1009 362 383 1010 346 359 1011 358 384 1012 369 385 1013 340 355 1014 370 386 1015 363 382 1016 342 351 1017 371 387 1018 375 388 1019 334 373 1020 358 384 1021 335 377 1022 374 389 1023 349 390 1024 370 386 1025 341 378 1026 365 391 1027 342 351 1028 334 373 1029 359 392 1030 357 393 1031 343 374 1032 364 394 1033 341 378 1034 337 360 1035 359 392 1036 336 366 1037 332 353 1038 352 395 1039 351 396 1040 344 368 1041 366 397 1042 343 374 1043 338 358 1044 360 398 1045 337 360 1046 333 316 1047 352 395 1048 331 317 1049 345 363 1050 367 399 1051 344 368 1052 338 358 1053 362 383 1054 361 400 1055 422 401 1056 393 402 1057 399 403 1058 401 404 1059 382 405 1060 381 406 1061 404 407 1062 386 408 1063 403 409 1064 405 410 1065 398 411 1066 372 412 1067 406 413 1068 393 402 1069 400 414 1070 376 415 1071 415 416 1072 378 417 1073 404 407 1074 387 418 1075 385 419 1076 409 420 1077 392 421 1078 406 413
|
||
|
|
</triangles>
|
||
|
|
</mesh>
|
||
|
|
</geometry>
|
||
|
|
</library_geometries>
|
||
|
|
<library_controllers/>
|
||
|
|
<library_visual_scenes>
|
||
|
|
<visual_scene id="Scene" name="Scene">
|
||
|
|
<node id="character_astronaut_body_B" name="character_astronaut_body_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Cube_131-mesh" name="character_astronaut_body_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="Orange-material" target="#Orange-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Grey-material" target="#Grey-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Blue-material" target="#Blue-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
<node id="character_astronaut_head_B" name="character_astronaut_head_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 0 0 1 0 1.22314e-7 0 0 1 0.7045383 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Cube_130-mesh" name="character_astronaut_head_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="Black-material" target="#Black-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="BrownDark-material" target="#BrownDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
<node id="character_astronaut_helmet_B" name="character_astronaut_helmet_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Roundcube_101-mesh" name="character_astronaut_helmet_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="White-material" target="#White-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Grey-material" target="#Grey-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="visor_dark_transparent-material" target="#visor_dark_transparent-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Orange-material" target="#Orange-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
</node>
|
||
|
|
</node>
|
||
|
|
<node id="character_astronaut_armLeft_B" name="character_astronaut_armLeft_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 0.2040443 0 1 0 3.44589e-8 0 0 1 0.6335564 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Cube_126-mesh" name="character_astronaut_armLeft_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="Orange-material" target="#Orange-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Grey-material" target="#Grey-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
</node>
|
||
|
|
<node id="character_astronaut_armRight_B" name="character_astronaut_armRight_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 -0.2040443 0 1 0 3.44589e-8 0 0 1 0.6335564 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Cube_127-mesh" name="character_astronaut_armRight_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="Orange-material" target="#Orange-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Grey-material" target="#Grey-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
</node>
|
||
|
|
<node id="character_astronaut_backpack_B" name="character_astronaut_backpack_B" type="NODE">
|
||
|
|
<matrix sid="transform">1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1</matrix>
|
||
|
|
<instance_geometry url="#Roundcube_102-mesh" name="character_astronaut_backpack_B">
|
||
|
|
<bind_material>
|
||
|
|
<technique_common>
|
||
|
|
<instance_material symbol="Orange-material" target="#Orange-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="Grey-material" target="#Grey-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
<instance_material symbol="GreyDark-material" target="#GreyDark-material">
|
||
|
|
<bind_vertex_input semantic="UVMap" input_semantic="TEXCOORD" input_set="0"/>
|
||
|
|
</instance_material>
|
||
|
|
</technique_common>
|
||
|
|
</bind_material>
|
||
|
|
</instance_geometry>
|
||
|
|
</node>
|
||
|
|
</node>
|
||
|
|
</visual_scene>
|
||
|
|
</library_visual_scenes>
|
||
|
|
<scene>
|
||
|
|
<instance_visual_scene url="#Scene"/>
|
||
|
|
</scene>
|
||
|
|
</COLLADA>
|