107 lines
1.9 MiB
107 lines
1.9 MiB
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<technique_common>
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<accessor count="30848" source="#cubenormals-array0-array" stride="3">
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<param type="float" name="X"/>
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<param type="float" name="Y"/>
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<param type="float" name="Z"/>
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</accessor>
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</technique_common>
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</source>
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<input semantic="POSITION" source="#cubeverts-array0"/>
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</vertices>
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30657 15355 30657 15356 30657 5848 30658 5851 30658 15357 30658 5844 30659 15356 30659 15354 30659 5844 30660 5848 30660 15356 30660 5840 30661 5844 30661 15354 30661 5836 30662 15354 30662 15351 30662 5836 30663 5840 30663 15354 30663 5832 30664 15351 30664 15349 30664 5832 30665 15349 30665 15350 30665 5832 30666 5836 30666 15351 30666 5828 30667 5832 30667 15350 30667 5825 30668 5828 30668 15350 30668 5825 30669 15350 30669 15345 30669 5829 30670 5825 30670 15345 30670 5829 30671 15345 30671 15342 30671 5833 30672 5829 30672 15342 30672 5833 30673 15342 30673 15344 30673 5837 30674 5833 30674 15344 30674 5837 30675 15344 30675 15343 30675 5837 30676 15343 30676 15337 30676 5841 30677 5837 30677 15337 30677 5845 30678 5841 30678 15337 30678 5845 30679 15337 30679 15338 30679 5845 30680 15338 30680 15332 30680 5849 30681 5845 30681 15332 30681 5849 30682 15332 30682 15333 30682 5853 30683 5849 30683 15333 30683 5857 30684 5853 30684 15333 30684 5857 30685 15333 30685 15329 30685 5857 30686 15329 30686 15327 30686 5861 30687 5857 30687 15327 30687 5865 30688 5861 30688 15327 30688 5865 30689 15327 30689 15328 30689 5865 30690 15328 30690 15324 30690 5869 30691 5865 30691 15324 30691 5873 30692 5869 30692 15324 30692 5873 30693 15324 30693 15319 30693 5877 30694 5873 30694 15319 30694 5877 30695 15319 30695 15320 30695 5877 30696 15320 30696 15316 30696 5881 30697 5877 30697 15316 30697 5885 30698 5881 30698 15316 30698 5885 30699 15316 30699 15318 30699 5889 30700 5885 30700 15318 30700 5889 30701 15318 30701 15317 30701 5893 30702 5889 30702 15317 30702 5893 30703 15317 30703 15310 30703 5897 30704 5893 30704 15310 30704 5897 30705 15310 30705 15311 30705 5901 30706 5897 30706 15311 30706 5901 30707 15311 30707 15307 30707 5905 30708 5901 30708 15307 30708 5905 30709 15307 30709 15304 30709 5905 30710 15304 30710 15306 30710 5909 30711 5905 30711 15306 30711 5913 30712 15306 30712 15305 30712 5913 30713 5909 30713 15306 30713 5917 30714 15305 30714 15299 30714 5917 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30773 15321 30773 15326 30773 6031 30774 15326 30774 15325 30774 6035 30775 6031 30775 15325 30775 6039 30776 6035 30776 15325 30776 6039 30777 15325 30777 15331 30777 6043 30778 15331 30778 15330 30778 6043 30779 6039 30779 15331 30779 6048 30780 15330 30780 15335 30780 6048 30781 6043 30781 15330 30781 6051 30782 15335 30782 15336 30782 6051 30783 15336 30783 15334 30783 6051 30784 6048 30784 15335 30784 6055 30785 6051 30785 15334 30785 6055 30786 15334 30786 15340 30786 6059 30787 15340 30787 15341 30787 6059 30788 6055 30788 15340 30788 6064 30789 6059 30789 15341 30789 6068 30790 15341 30790 15339 30790 6068 30791 6064 30791 15341 30791 6072 30792 15339 30792 15347 30792 6072 30793 15347 30793 15348 30793 6072 30794 6068 30794 15339 30794 6074 30795 6072 30795 15348 30795 6070 30796 15348 30796 15346 30796 6070 30797 15346 30797 15353 30797 6070 30798 6074 30798 15348 30798 6066 30799 6070 30799 15353 30799 6062 30800 15353 30800 15352 30800 6062 30801 6066 30801 15353 30801 6058 30802 15352 30802 15360 30802 6058 30803 15360 30803 15359 30803 6058 30804 6062 30804 15352 30804 6054 30805 15359 30805 15361 30805 6054 30806 6058 30806 15359 30806 6050 30807 15361 30807 15358 30807 6050 30808 6054 30808 15361 30808 6046 30809 6050 30809 15358 30809 6042 30810 15358 30810 15365 30810 6042 30811 15365 30811 15364 30811 6042 30812 6046 30812 15358 30812 6038 30813 6042 30813 15364 30813 6034 30814 15364 30814 15366 30814 6034 30815 6038 30815 15364 30815 6030 30816 15366 30816 15371 30816 6030 30817 15371 30817 15370 30817 6030 30818 6034 30818 15366 30818 6026 30819 6030 30819 15370 30819 6022 30820 6026 30820 15370 30820 6022 30821 15370 30821 15375 30821 6018 30822 6022 30822 15375 30822 6018 30823 15375 30823 15374 30823 6018 30824 15374 30824 15379 30824 6014 30825 6018 30825 15379 30825 6010 30826 6014 30826 15379 30826 6010 30827 15379 30827 15378 30827 6006 30828 6010 30828 15378 30828 6006 30829 15378 30829 15383 30829 6002 30830 6006 30830 15383 30830 6002 30831 15383 30831 15384 30831 6002 30832 15384 30832 15382 30832 5998 30833 6002 30833 15382 30833 5994 30834 5998 30834 15382 30834 5994 30835 15382 30835 15391 30835 5990 30836 5994 30836 15391 30836 5990 30837 15391 30837 15390 30837 5986 30838 5990 30838 15390 30838 5986 30839 15390 30839 15389 30839 5982 30840 5986 30840 15389 30840 5982 30841 15389 30841 15394 30841 5978 30842 5982 30842 15394 30842 5978 30843 15394 30843 15393 30843 5978 30844 15393 30844 15398 30844 5974 30845 5978 30845 15398 30845 5974 30846 15398 30846 15397 30846 5970 30847 5974 30847 15397 30847</p>
|
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</triangles>
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</mesh>
|
|
</geometry>
|
|
</library_geometries>
|
|
<library_materials>
|
|
<material id="mat_J1_v1_shape" name="J1_v1_shape">
|
|
<instance_effect url="#effect_J1_v1_shape"/>
|
|
</material>
|
|
</library_materials>
|
|
<library_visual_scenes>
|
|
<visual_scene id="myscene">
|
|
<node id="node0" name="node0">
|
|
<instance_geometry url="#geometry0">
|
|
<bind_material>
|
|
<technique_common>
|
|
<instance_material symbol="ref_J1_v1_shape" target="#mat_J1_v1_shape"/>
|
|
</technique_common>
|
|
</bind_material>
|
|
</instance_geometry>
|
|
</node>
|
|
</visual_scene>
|
|
</library_visual_scenes>
|
|
<scene>
|
|
<instance_visual_scene url="#myscene"/>
|
|
</scene>
|
|
</COLLADA>
|