summaryrefslogtreecommitdiffstats
path: root/Studio/Content/Models Library/Primitives/Cubes/RoundedCube-1.dae
blob: 613c91e85e776458d5b464c9a96f451dfce53abc (plain)
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
<?xml version="1.0" encoding="utf-8"?>
<COLLADA xmlns="http://www.collada.org/2005/11/COLLADASchema" version="1.4.1">
  <asset>
    <contributor>
      <author>jgiles</author>
      <authoring_tool>Maya8.5 | ColladaMaya v3.04E</authoring_tool>
      <comments>SSKK Patch3
ColladaMaya export options: bakeTransforms=0;exportPolygonMeshes=1;bakeLighting=0;isSampling=0;
curveConstrainSampling=0;removeStaticCurves=1;exportCameraAsLookat=0;
exportLights=1;exportCameras=1;exportJointsAndSkin=1;
exportAnimations=1;exportTriangles=1;exportInvisibleNodes=0;
exportNormals=1;exportTexCoords=1;
exportVertexColors=1;exportVertexColorsAnimation=0;exportTangents=0;
exportTexTangents=0;exportConstraints=1;exportPhysics=1;exportXRefs=1;
dereferenceXRefs=0;cameraXFov=0;cameraYFov=1</comments>
      <source_data>file:///C:/Jason/RESOURCES/UI%20Composer%20RAW%20sample%20assets/models/primitives/cubes/RoundedCube-1.mb</source_data>
    </contributor>
    <created>2008-09-19T17:59:58Z</created>
    <modified>2008-09-19T17:59:58Z</modified>
    <unit meter="0.01" name="centimeter"/>
    <up_axis>Y_UP</up_axis>
  </asset>
  <library_physics_scenes>
    <physics_scene id="MayaNativePhysicsScene">
      <technique_common>
        <gravity>0 -980 0</gravity>
        <time_step>0.083</time_step>
      </technique_common>
    </physics_scene>
  </library_physics_scenes>
  <library_materials>
    <material id="lambert2" name="lambert2">
      <instance_effect url="#lambert2-fx"/>
    </material>
  </library_materials>
  <library_effects>
    <effect id="lambert2-fx">
      <profile_COMMON>
        <technique sid="common">
          <lambert>
            <emission>
              <color>0 0 0 1</color>
            </emission>
            <ambient>
              <color>0 0 0 1</color>
            </ambient>
            <diffuse>
              <color>1 1 1 1</color>
            </diffuse>
            <transparent opaque="RGB_ZERO">
              <color>0 0 0 1</color>
            </transparent>
            <transparency>
              <float>1</float>
            </transparency>
          </lambert>
          <extra>
            <technique profile="FCOLLADA"/>
          </extra>
        </technique>
      </profile_COMMON>
    </effect>
  </library_effects>
  <library_geometries>
    <geometry id="RoundedCube" name="RoundedCube">
      <mesh>
        <source id="RoundedCube-positions" name="position">
          <float_array id="RoundedCube-positions-array" count="744">-50 -40 -40 -50 -40 40 -50 40 40 -50 40 -40 -50 -42.7493 -40 -50 -42.7493 40 -50 -42.7493 40.7559 -50 -42.4822 41.7526 -50 -41.7526 42.4822 -50 -40.7559 42.7493 -50 -40 42.7493 -50 40 42.7493 -50 40.7559 42.7493 -50 41.7526 42.4822 -50 42.4822 41.7526 -50 42.7493 40.7559 -50 42.7493 40 -50 42.7493 -40 -50 42.7493 -40.7559 -50 42.4822 -41.7526 -50 41.7526 -42.4822 -50 40.7559 -42.7493 -50 40 -42.7493 -50 -40 -42.7493 -50 -40.7559 -42.7493 -50 -41.7526 -42.4822 -50 -42.4822 -41.7526 -50 -42.7493 -40.7559 -49.0286 -46.3746 -40 -49.0286 -46.3746 40 -49.0286 -46.3746 41.7526 -49.0286 -45.7554 44.0636 -49.0286 -44.0636 45.7554 -49.0286 -41.7526 46.3746 -49.0286 -40 46.3746 -49.0286 40 46.3746 -49.0286 41.7526 46.3746 -49.0286 44.0636 45.7554 -49.0286 45.7554 44.0636 -49.0286 46.3746 41.7526 -49.0286 46.3746 40 -49.0286 46.3746 -40 -49.0286 46.3746 -41.7526 -49.0286 45.7554 -44.0636 -49.0286 44.0636 -45.7554 -49.0286 41.7526 -46.3746 -49.0286 40 -46.3746 -49.0286 -40 -46.3746 -49.0286 -41.7526 -46.3746 -49.0286 -44.0636 -45.7554 -49.0286 -45.7554 -44.0636 -49.0286 -46.3746 -41.7526 -46.3746 -49.0286 -40 -46.3746 -49.0286 40 -46.3746 -49.0286 42.4822 -46.3746 -48.1515 45.7554 -46.3746 -45.7554 48.1515 -46.3746 -42.4822 49.0286 -46.3746 -40 49.0286 -46.3746 40 49.0286 -46.3746 42.4822 49.0286 -46.3746 45.7554 48.1515 -46.3746 48.1515 45.7554 -46.3746 49.0286 42.4822 -46.3746 49.0286 40 -46.3746 49.0286 -40 -46.3746 49.0286 -42.4822 -46.3746 48.1515 -45.7554 -46.3746 45.7554 -48.1515 -46.3746 42.4822 -49.0286 -46.3746 40 -49.0286 -46.3746 -40 -49.0286 -46.3746 -42.4822 -49.0286 -46.3746 -45.7554 -48.1515 -46.3746 -48.1515 -45.7554 -46.3746 -49.0286 -42.4822 -42.7493 -50 -40 -42.7493 -50 40 -42.7493 -50 42.7493 -42.7493 -49.0286 46.3746 -42.7493 -46.3746 49.0286 -42.7493 -42.7493 50 -42.7493 -40 50 -42.7493 40 50 -42.7493 42.7493 50 -42.7493 46.3746 49.0286 -42.7493 49.0286 46.3746 -42.7493 50 42.7493 -42.7493 50 40 -42.7493 50 -40 -42.7493 50 -42.7493 -42.7493 49.0286 -46.3746 -42.7493 46.3746 -49.0286 -42.7493 42.7493 -50 -42.7493 40 -50 -42.7493 -40 -50 -42.7493 -42.7493 -50 -42.7493 -46.3746 -49.0286 -42.7493 -49.0286 -46.3746 -42.7493 -50 -42.7493 -40 -50 -40 -40 -50 40 -40 -50 42.7493 -40 -49.0286 46.3746 -40 -46.3746 49.0286 -40 -42.7493 50 -40 -40 50 -40 40 50 -40 42.7493 50 -40 46.3746 49.0286 -40 49.0286 46.3746 -40 50 42.7493 -40 50 40 -40 50 -40 -40 50 -42.7493 -40 49.0286 -46.3746 -40 46.3746 -49.0286 -40 42.7493 -50 -40 40 -50 -40 -40 -50 -40 -42.7493 -50 -40 -46.3746 -49.0286 -40 -49.0286 -46.3746 -40 -50 -42.7493 40 -50 -40 40 -50 40 40 -50 42.7493 40 -49.0286 46.3746 40 -46.3746 49.0286 40 -42.7493 50 40 -40 50 40 40 50 40 42.7493 50 40 46.3746 49.0286 40 49.0286 46.3746 40 50 42.7493 40 50 40 40 50 -40 40 50 -42.7493 40 49.0286 -46.3746 40 46.3746 -49.0286 40 42.7493 -50 40 40 -50 40 -40 -50 40 -42.7493 -50 40 -46.3746 -49.0286 40 -49.0286 -46.3746 40 -50 -42.7493 42.7493 -50 -40 42.7493 -50 40 42.7493 -50 42.7493 42.7493 -49.0286 46.3746 42.7493 -46.3746 49.0286 42.7493 -42.7493 50 42.7493 -40 50 42.7493 40 50 42.7493 42.7493 50 42.7493 46.3746 49.0286 42.7493 49.0286 46.3746 42.7493 50 42.7493 42.7493 50 40 42.7493 50 -40 42.7493 50 -42.7493 42.7493 49.0286 -46.3746 42.7493 46.3746 -49.0286 42.7493 42.7493 -50 42.7493 40 -50 42.7493 -40 -50 42.7493 -42.7493 -50 42.7493 -46.3746 -49.0286 42.7493 -49.0286 -46.3746 42.7493 -50 -42.7493 46.3746 -49.0286 -40 46.3746 -49.0286 40 46.3746 -49.0286 42.4822 46.3746 -48.1515 45.7554 46.3746 -45.7554 48.1515 46.3746 -42.4822 49.0286 46.3746 -40 49.0286 46.3746 40 49.0286 46.3746 42.4822 49.0286 46.3746 45.7554 48.1515 46.3746 48.1515 45.7554 46.3746 49.0286 42.4822 46.3746 49.0286 40 46.3746 49.0286 -40 46.3746 49.0286 -42.4822 46.3746 48.1515 -45.7554 46.3746 45.7554 -48.1515 46.3746 42.4822 -49.0286 46.3746 40 -49.0286 46.3746 -40 -49.0286 46.3746 -42.4822 -49.0286 46.3746 -45.7554 -48.1515 46.3746 -48.1515 -45.7554 46.3746 -49.0286 -42.4822 49.0286 -46.3746 -40 49.0286 -46.3746 40 49.0286 -46.3746 41.7526 49.0286 -45.7554 44.0636 49.0286 -44.0636 45.7554 49.0286 -41.7526 46.3746 49.0286 -40 46.3746 49.0286 40 46.3746 49.0286 41.7526 46.3746 49.0286 44.0636 45.7554 49.0286 45.7554 44.0636 49.0286 46.3746 41.7526 49.0286 46.3746 40 49.0286 46.3746 -40 49.0286 46.3746 -41.7526 49.0286 45.7554 -44.0636 49.0286 44.0636 -45.7554 49.0286 41.7526 -46.3746 49.0286 40 -46.3746 49.0286 -40 -46.3746 49.0286 -41.7526 -46.3746 49.0286 -44.0636 -45.7554 49.0286 -45.7554 -44.0636 49.0286 -46.3746 -41.7526 50 -42.7493 -40 50 -42.7493 40 50 -42.7493 40.7559 50 -42.4822 41.7526 50 -41.7526 42.4822 50 -40.7559 42.7493 50 -40 42.7493 50 40 42.7493 50 40.7559 42.7493 50 41.7526 42.4822 50 42.4822 41.7526 50 42.7493 40.7559 50 42.7493 40 50 42.7493 -40 50 42.7493 -40.7559 50 42.4822 -41.7526 50 41.7526 -42.4822 50 40.7559 -42.7493 50 40 -42.7493 50 -40 -42.7493 50 -40.7559 -42.7493 50 -41.7526 -42.4822 50 -42.4822 -41.7526 50 -42.7493 -40.7559 50 -40 -40 50 -40 40 50 40 40 50 40 -40</float_array>
          <technique_common>
            <accessor source="#RoundedCube-positions-array" count="248" stride="3">
              <param name="X" type="float"/>
              <param name="Y" type="float"/>
              <param name="Z" type="float"/>
            </accessor>
          </technique_common>
        </source>
        <source id="RoundedCube-normals" name="normal">
          <float_array id="RoundedCube-normals-array" count="816">-0.994537 -0.104385 0 -0.988123 -0.153111 0.013056 -1 -0.000000 0 -0.98733 -0.137909 0.078491 -0.989489 -0.060171 0.131498 -0.988123 -0.013058 0.15311 -0.987666 0 0.156577 -0.994537 0 0.104385 -0.988123 0.013056 0.15311 -1 0 0 -0.989489 0.060169 0.131498 -0.98733 0.137909 0.078491 -0.988123 0.15311 0.013056 -0.987666 0.156577 0 -0.994537 0.104384 0 -0.988123 0.15311 -0.013056 -1 -0.000000 0 -0.98733 0.137909 -0.078491 -0.989489 0.060167 -0.131499 -0.988123 0.013054 -0.15311 -0.987666 0 -0.156577 -0.994537 0 -0.104385 -0.988123 -0.013055 -0.15311 -1 0 0 -0.98733 -0.07849 -0.137908 -0.989489 -0.131499 -0.060168 -0.988123 -0.15311 -0.013056 -0.987666 -0.156577 0 1 -0.000000 0 0.988123 -0.15311 0.013056 0.987666 -0.156577 0 0.989489 -0.131498 0.060168 0.98733 -0.078492 0.137908 0.988123 -0.013057 0.15311 0.994537 0 0.104385 1 0 0 0.988123 0.013057 0.15311 0.987666 0 0.156577 0.989489 0.06017 0.131498 0.98733 0.137909 0.078491 0.988123 0.153111 0.013056 0.994537 0.104385 0 1 -0.000000 0 0.988123 0.15311 -0.013056 0.987666 0.156577 0 0.98733 0.137909 -0.078491 0.989489 0.060167 -0.131499 0.988123 0.013054 -0.15311 0.994537 0 -0.104385 1 0 0 0.988123 -0.013055 -0.15311 0.987666 0 -0.156577 0.989489 -0.060168 -0.131499 0.98733 -0.137909 -0.078491 0.988123 -0.15311 -0.013056 0.994537 -0.104384 0 -0.870789 -0.488742 0.05345 -0.907073 -0.420974 0 -0.841132 -0.469421 0.268592 -0.883262 -0.215339 0.416507 -0.870789 -0.053451 0.488743 -0.866026 0 0.5 -0.870789 0.05345 0.488743 -0.907073 0 0.420974 -0.857096 0.464349 0.223082 -0.866739 0.255759 0.428194 -0.870789 0.488743 0.05345 -0.866025 0.5 0 -0.870789 0.488743 -0.05345 -0.907073 0.420974 0 -0.841132 0.469421 -0.268591 -0.883262 0.215338 -0.416507 -0.870789 0.053449 -0.488743 -0.866026 0 -0.5 -0.870789 -0.053449 -0.488743 -0.907073 0 -0.420974 -0.841132 -0.268591 -0.469421 -0.883262 -0.416507 -0.215338 -0.870789 -0.488743 -0.05345 -0.866025 -0.5 0 -0.5098 -0.85376 0.105826 -0.575061 -0.818111 0 -0.736618 -0.478222 0.478224 -0.736617 -0.478224 0.478223 -0.509799 -0.105826 0.85376 -0.5 0 0.866026 -0.509799 0.105826 0.85376 -0.575061 0 0.81811 -0.736617 0.478224 0.478223 -0.736618 0.478223 0.478224 -0.509799 0.85376 0.105826 -0.5 0.866026 0 -0.509799 0.85376 -0.105826 -0.575061 0.81811 0 -0.736617 0.478223 -0.478223 -0.736617 0.478223 -0.478223 -0.509799 0.105825 -0.85376 -0.5 0 -0.866026 -0.5098 -0.105825 -0.85376 -0.575061 0 -0.81811 -0.736617 -0.478225 -0.478223 -0.736617 -0.478224 -0.478223 -0.509799 -0.85376 -0.105826 -0.5 -0.866026 0 -0.134586 -0.975822 0.172215 -0.149146 -0.988815 0 -0.114286 -0.832191 0.542583 -0.144186 -0.493073 0.857956 -0.280157 -0.678789 0.678791 -0.280157 -0.678789 0.678791 -0.134713 -0.128482 0.98252 -0.130526 0 0.991445 -0.134586 0.172215 0.975822 -0.149146 0 0.988815 -0.114287 0.542584 0.83219 -0.144186 0.857957 0.493073 -0.280157 0.678789 0.678791 -0.280156 0.678788 0.678793 -0.134713 0.98252 0.128482 -0.130526 0.991445 0 -0.134586 0.975822 -0.172215 -0.149146 0.988815 0 -0.114286 0.832191 -0.542583 -0.144186 0.493073 -0.857956 -0.280157 0.67879 -0.678791 -0.280156 0.678789 -0.678791 -0.134713 0.128481 -0.98252 -0.130526 0 -0.991445 -0.134586 -0.172215 -0.975822 -0.149146 0 -0.988815 -0.114286 -0.542584 -0.83219 -0.144186 -0.857957 -0.493073 -0.280157 -0.67879 -0.678791 -0.280157 -0.678789 -0.678792 -0.134713 -0.98252 -0.128482 -0.130526 -0.991445 0 0 -1 0 0 -0.991445 0.130526 0 -0.866025 0.5 0 -0.5 0.866025 0 -0.130526 0.991445 0 0 1 0 0 1 0 0.130526 0.991445 0 0.5 0.866026 0 0.866026 0.5 0 0.991445 0.130526 0 1 0 0 1 0 0 0.991445 -0.130526 0 0.866025 -0.5 0 0.5 -0.866025 0 0.130526 -0.991445 0 0 -1 0 0 -1 0 -0.130526 -0.991445 0 -0.5 -0.866026 0 -0.866026 -0.5 0 -0.991445 -0.130526 0 -1 0 0 -1 0 0 -0.991445 0.130526 0 -0.866026 0.5 0 -0.5 0.866026 0 -0.130526 0.991445 0 0 1 0 0 1 0 0.130526 0.991445 0 0.5 0.866026 0 0.866025 0.5 0 0.991445 0.130526 0 1 0 0 1 0 0 0.991445 -0.130526 0 0.866026 -0.5 0 0.5 -0.866026 0 0.130526 -0.991445 0 0 -1 0 0 -1 0 -0.130526 -0.991445 0 -0.5 -0.866026 0 -0.866025 -0.5 0 -0.991445 -0.130526 0 -1 0 0.130526 -0.991445 0 0.134713 -0.98252 0.128482 0.144186 -0.857957 0.493073 0.114287 -0.542584 0.83219 0.134586 -0.172215 0.975822 0.149146 0 0.988815 0.130526 0 0.991445 0.134713 0.128482 0.98252 0.144186 0.493073 0.857956 0.114286 0.832191 0.542583 0.134586 0.975822 0.172215 0.149146 0.988815 0 0.130526 0.991445 0 0.134713 0.98252 -0.128482 0.144186 0.857957 -0.493073 0.114286 0.542584 -0.83219 0.134586 0.172215 -0.975822 0.149146 0 -0.988815 0.130526 0 -0.991445 0.134713 -0.128482 -0.98252 0.144186 -0.493073 -0.857956 0.114286 -0.832191 -0.542583 0.134586 -0.975822 -0.172215 0.149146 -0.988815 0 0.509799 -0.85376 0.105826 0.5 -0.866026 0 0.45181 -0.44507 0.773163 0.5338 -0.739301 0.410477 0.509799 -0.105826 0.85376 0.575061 0 0.818111 0.509799 0.105826 0.85376 0.5 0 0.866026 0.45181 0.773163 0.445069 0.5338 0.410477 0.739301 0.5098 0.85376 0.105826 0.575061 0.818111 0 0.509799 0.85376 -0.105826 0.5 0.866026 0 0.451809 0.445069 -0.773163 0.5338 0.739301 -0.410477 0.5098 0.105825 -0.85376 0.575061 0 -0.818111 0.509799 -0.105825 -0.85376 0.5 0 -0.866026 0.45181 -0.773163 -0.445069 0.5338 -0.410477 -0.739301 0.509799 -0.85376 -0.105826 0.575061 -0.81811 0 0.870789 -0.488743 0.05345 0.866025 -0.5 0 0.841132 -0.268592 0.469421 0.883262 -0.416507 0.215338 0.870789 -0.05345 0.488743 0.907073 0 0.420974 0.870789 0.053451 0.488743 0.866026 0 0.5 0.841132 0.46942 0.268592 0.883262 0.215338 0.416507 0.870789 0.488743 0.05345 0.907073 0.420974 0 0.870789 0.488743 -0.05345 0.866025 0.5 0 0.86674 0.255759 -0.428194 0.857096 0.46435 -0.223082 0.870789 0.053449 -0.488743 0.907073 0 -0.420974 0.870789 -0.053449 -0.488743 0.866026 0 -0.5 0.841132 -0.469421 -0.268591 0.883262 -0.215338 -0.416507 0.870789 -0.488743 -0.05345 0.907073 -0.420974 0 -0.719859 -0.670469 0.179651 -0.719859 -0.179653 0.670469 -0.719859 0.179653 0.670468 -0.719859 0.670469 0.179651 -0.71986 0.670468 -0.179651 -0.71986 0.179651 -0.670468 -0.71986 -0.179651 -0.670468 -0.71986 -0.670468 -0.179651 -0.267741 -0.930661 0.249369 -0.267741 -0.24937 0.930661 -0.267741 0.24937 0.930661 -0.26774 0.930661 0.249369 -0.26774 0.930661 -0.249369 -0.26774 0.249369 -0.930661 -0.267739 -0.249369 -0.930662 -0.26774 -0.930661 -0.249369</float_array>
          <technique_common>
            <accessor source="#RoundedCube-normals-array" count="272" stride="3">
              <param name="X" type="float"/>
              <param name="Y" type="float"/>
              <param name="Z" type="float"/>
            </accessor>
          </technique_common>
        </source>
        <source id="RoundedCube-Texture" name="Texture">
          <float_array id="RoundedCube-Texture-array" count="692">0.907925 0.064037 0.915634 0.064037 0.907925 0.092074 0.925798 0.06676 0.933239 0.074201 0.935963 0.084366 0.935963 0.092074 0.935963 0.907925 0.935963 0.915634 0.907925 0.907925 0.933239 0.925798 0.925798 0.933239 0.915634 0.935963 0.907925 0.935963 0.092074 0.935963 0.084366 0.935963 0.092074 0.907925 0.074201 0.933239 0.06676 0.925798 0.064037 0.915634 0.064037 0.907925 0.064037 0.092074 0.064037 0.084366 0.092074 0.092074 0.06676 0.074201 0.074201 0.06676 0.084366 0.064037 0.092074 0.064037 0.092074 0.092074 0.092074 0.064037 0.074201 0.06676 0.06676 0.074201 0.092074 0.907925 0.06676 0.925798 0.074201 0.933239 0.092074 0.935963 0.907925 0.907925 0.907925 0.935963 0.925798 0.933239 0.933239 0.925798 0.907925 0.092074 0.933239 0.074201 0.925798 0.06676 0.907925 0.064037 0.925798 0.027065 0.907925 0.027065 0.949366 0.03338 0.966619 0.050633 0.972935 0.074201 0.972935 0.092074 0.972935 0.925798 0.972935 0.907925 0.949366 0.96662 0.966619 0.949366 0.925798 0.972935 0.907925 0.972935 0.074201 0.972935 0.092074 0.972935 0.050633 0.96662 0.03338 0.949366 0.027065 0.925798 0.027065 0.907925 0.027065 0.074201 0.027065 0.092074 0.03338 0.050633 0.050633 0.03338 0.074201 0.027065 0.092074 0.027065 0.027065 0.933239 0 0.925798 0 0.907925 0 0.925798 0.966619 0.008944 0.991056 0.03338 0.027065 0.06676 0 0.074201 0 0.092074 0 0.074201 0.027065 0.933239 0 0.925798 0 0.907925 0 0.925798 0.991056 0.96662 0.966619 0.991056 0.972935 0.933239 1 0.925798 1 0.907925 1 0.925798 0.972935 0.06676 1 0.074201 0.972935 0.092074 1 0.092074 1 0.074201 0.03338 0.991056 0.008944 0.96662 0.972935 0.933239 1 0.925798 1 0.907925 1 0.925798 0.972935 0.06676 1 0.074201 1 0.092074 1 0.074201 0.008944 0.03338 0.03338 0.008944 0.027065 0.06676 0.027065 0.092074 0 0.074201 0 0.092074 0 0.074201 0.064037 0.935963 0.064037 0 0.064037 0.027065 0.027065 0.008944 0.027065 0.03338 0.027065 0.008944 0.064037 0.064037 0.027065 0.06676 0.027065 0.06676 0.064037 0.972935 0.064037 1 0.027065 0.96662 0.027065 0.991056 0.027065 0.96662 0.935963 0.935963 0.972935 0.933239 0.972935 0.933239 0.935963 0.064037 0.935963 0.092074 0.935963 1 0.935963 0.972935 0.972935 0.991056 0.972935 0.96662 0.972935 0.991056 0.972935 0.933239 0.972935 0.933239 0.935963 0.027065 0.935963 0 0.972935 0.03338 0.972935 0.008944 0.972935 0.03338 0.064037 0.092074 0.027065 0.06676 0.027065 0.06676 0.092074 0.907925 0.092074 0.935963 0.092074 0 0.092074 0.027065 0.064037 0 0.064037 0 0.092074 0.064037 0.092074 0.092074 0.092074 0.972935 0.092074 1 0.907925 0.092074 0.907925 1 0.935963 1 0.935963 1 0.907925 0 0.092074 0.092074 0.907925 0 0.092074 0 0.092074 0 0.092074 1 0.907925 1 0.907925 1 0.935963 0 0.907925 0 0.907925 0 0.064037 1 0.092074 1 0.092074 1 0.935963 0 0.972935 0.008944 0.935963 0 0.064037 1 0.027065 0.991056 0.064037 1 0.008944 0.03338 0.03338 0.008944 0.03338 0.050633 0.050633 0.03338 0.03338 0.008944 1 0.074201 1 0.074201 0.03338 0.991056 0.008944 0.96662 0.050633 0.96662 0.03338 0.949366 0.008944 0.96662 0 0.925798 0 0.925798 0.991056 0.96662 0.96662 0.991056 0.96662 0.949366 0.949366 0.96662 0.96662 0.991056 0 0.925798 0 0.925798 0.96662 0.008944 0.991056 0.03338 0.949366 0.03338 0.96662 0.050633 0.991056 0.03338 1 0.074201 1 0.074201 0.074201 0.027065 0.092074 0.027065 0.092074 0.027065 0.027065 0.092074 0.027065 0.092074 0.027065 0.925798 0.027065 0.907925 0.027065 0.907925 0.074201 0.972935 0.092074 0.972935 0.092074 0.972935 0.925798 0.972935 0.907925 0.972935 0.907925 0.972935 0.972935 0.907925 0.972935 0.907925 0.972935 0.074201 0.972935 0.092074 0.972935 0.092074 0.925798 0.027065 0.907925 0.027065 0.907925 0.027065 0 0.092074 0 0.907925 0 0.092074 0.933239 0 0.933239 0 1 0.06676 0 0.092074 0 0.907925 0 0.092074 1 0.933239 1 0.933239 0.933239 1 1 0.907925 1 0.092074 1 0.907925 0.06676 1 0.06676 1 0 0.933239 1 0.907925 1 0.092074 1 0.907925 0 0.06676 0 0.06676 0.06676 0 0.027065 0.966619 0.027065 0.966619 0.027065 0.03338 0.027065 0.06676 0.027065 0.03338 0.027065 0.96662 0.027065 0.96662 0.935963 0.972935 0.972935 0.966619 0.972935 0.933239 0.972935 0.966619 0.972935 0.03338 0.972935 0.03338 0.972935 0.96662 0.972935 0.933239 0.972935 0.96662 0.972935 0.03338 0.972935 0.03338 0.064037 0.027065 0.027065 0.03338 0.027065 0.06676 0.027065 0.03338 0.907925 0.972935 0.935963 0.972935 0.935963 0.972935 0.092074 0.027065 0.064037 0.027065 0.064037 0.027065 0.092074 0.972935 0.907925 0.972935 0.907925 0.972935 0.907925 0.027065 0.092074 0.027065 0.092074 0.027065 0.064037 0.972935 0.092074 0.972935 0.092074 0.972935 0.935963 0.027065 0.907925 0.027065 0.907925 0.027065 0.064037 0.972935 0.027065 0.966619 0.027065 0.966619 0.935963 0.027065 0.972935 0.03338 0.972935 0.03338 0.03338 0.008944 0.06676 0 0.074201 0.027065 0.06676 0 0.008944 0.03338 0 0.06676 0 0.06676 0.008944 0.96662 0 0.933239 0.027065 0.925798 0 0.933239 0.03338 0.991056 0.06676 1 0.06676 1 0.96662 0.991056 0.933239 1 0.925798 0.972935 0.933239 1 0.991056 0.96662 1 0.933239 1 0.933239 0.991056 0.03338 1 0.06676 0.972935 0.074201 1 0.06676 0.96662 0.008944 0.933239 0 0.933239 0 0.907925 0.027065 0.092074 0.027065 0.907925 0.027065 0.074201 0.027065 0.074201 0.027065 0.027065 0.092074 0.027065 0.907925 0.027065 0.092074 0.027065 0.925798 0.027065 0.925798 0.092074 0.972935 0.907925 0.972935 0.092074 0.972935 0.925798 0.972935 0.925798 0.972935 0.972935 0.907925 0.972935 0.092074 0.972935 0.907925 0.972935 0.074201 0.972935 0.074201</float_array>
          <technique_common>
            <accessor source="#RoundedCube-Texture-array" count="346" stride="2">
              <param name="S" type="float"/>
              <param name="T" type="float"/>
            </accessor>
          </technique_common>
        </source>
        <vertices id="RoundedCube-vertices">
          <input semantic="POSITION" source="#RoundedCube-positions"/>
        </vertices>
        <triangles material="lambert2SG" count="492">
          <input semantic="VERTEX" source="#RoundedCube-vertices" offset="0"/>
          <input semantic="NORMAL" source="#RoundedCube-normals" offset="1"/>
          <input semantic="TEXCOORD" source="#RoundedCube-Texture" offset="2" set="1"/>
          <p>5 0 0 6 1 1 1 2 2 6 1 1 7 3 3 1 2 2 7 3 3 8 4 4 1 2 2 8 4 4 9 5 5 1 2 2 9 5 5 10 6 6 1 2 2 11 7 7 12 8 8 2 9 9 12 8 8 13 10 10 2 9 9 13 10 10 14 11 11 2 9 9 14 11 11 15 12 12 2 9 9 15 12 12 16 13 13 2 9 9 17 14 14 18 15 15 3 16 16 18 15 15 19 17 17 3 16 16 19 17 17 20 18 18 3 16 16 20 18 18 21 19 19 3 16 16 21 19 19 22 20 20 3 16 16 23 21 21 24 22 22 0 23 23 24 22 22 25 24 24 0 23 23 25 24 24 26 25 25 0 23 23 26 25 25 27 26 26 0 23 23 27 26 26 4 27 27 0 23 23 245 28 28 222 29 26 221 30 29 245 28 28 223 31 30 222 29 26 245 28 28 224 32 31 223 31 30 245 28 28 225 33 22 224 32 31 245 28 28 226 34 21 225 33 22 246 35 32 228 36 19 227 37 20 246 35 32 229 38 33 228 36 19 246 35 32 230 39 34 229 38 33 246 35 32 231 40 15 230 39 34 246 35 32 232 41 35 231 40 15 247 42 36 234 43 12 233 44 37 247 42 36 235 45 38 234 43 12 247 42 36 236 46 39 235 45 38 247 42 36 237 47 8 236 46 39 247 42 36 238 48 7 237 47 8 244 49 40 240 50 5 239 51 6 244 49 40 241 52 41 240 50 5 244 49 40 242 53 42 241 52 41 244 49 40 243 54 1 242 53 42 244 49 40 220 55 43 243 54 1 0 23 23 1 2 2 3 16 16 2 9 9 3 16 16 1 2 2 30 56 44 6 1 1 29 57 45 5 0 0 29 57 45 6 1 1 31 58 46 32 59 47 7 3 3 8 4 4 7 3 3 32 59 47 33 60 48 34 61 49 9 5 5 10 6 6 9 5 5 34 61 49 36 62 50 12 8 8 35 63 51 11 7 7 35 63 51 12 8 8 38 64 52 14 11 11 37 65 53 13 10 10 37 65 53 14 11 11 39 66 54 40 67 55 15 12 12 16 13 13 15 12 12 40 67 55 42 68 56 18 15 15 41 69 57 17 14 14 41 69 57 18 15 15 43 70 58 44 71 59 19 17 17 20 18 18 19 17 17 44 71 59 45 72 60 46 73 61 21 19 19 22 20 20 21 19 19 46 73 61 48 74 62 24 22 22 47 75 63 23 21 21 47 75 63 24 22 22 49 76 64 50 77 65 25 24 24 26 25 25 25 24 24 50 77 65 51 78 66 28 79 67 27 26 26 4 27 27 27 26 26 28 79 67 54 80 68 30 56 69 53 81 61 29 57 70 53 81 61 30 56 71 55 82 72 56 83 73 31 58 46 32 59 47 31 58 46 56 83 73 57 84 74 58 85 63 33 60 75 34 61 76 33 60 77 58 85 63 60 86 78 36 62 79 59 87 61 35 63 80 59 87 61 36 62 81 61 88 82 62 89 83 37 65 53 38 64 52 37 65 53 62 89 83 63 90 84 64 91 51 39 66 85 40 67 86 39 66 87 64 91 51 66 92 88 42 68 89 65 93 90 41 69 91 65 93 90 42 68 92 67 94 93 68 95 94 43 70 58 44 71 59 43 70 58 68 95 94 69 96 95 70 97 51 45 72 96 46 73 97 45 72 98 70 97 51 72 98 99 48 74 100 71 99 49 47 75 101 71 99 49 48 74 102 73 100 103 74 101 104 49 76 64 50 77 65 49 76 64 74 101 104 75 102 105 52 103 106 51 78 107 28 79 108 51 78 109 52 103 106 78 104 110 54 80 68 77 105 20 53 81 61 77 105 20 54 80 68 79 106 111 80 107 112 55 108 113 56 109 114 55 108 115 80 107 112 81 110 116 82 111 21 57 84 117 58 85 63 57 84 118 82 111 21 84 112 110 60 86 78 83 113 20 59 87 61 83 113 20 60 86 78 85 114 119 86 115 120 61 116 121 62 117 122 61 116 123 86 115 120 87 118 124 88 119 7 63 90 125 64 91 51 63 90 126 88 119 7 90 120 127 66 92 88 89 121 128 65 93 90 89 121 128 66 92 88 91 122 129 92 123 130 67 124 131 68 125 132 67 124 133 92 123 130 93 126 124 94 127 7 69 96 134 70 97 51 69 96 135 94 127 7 96 128 127 72 98 99 95 129 6 71 99 49 95 129 6 72 98 99 97 130 136 98 131 137 73 132 138 74 133 139 73 132 140 98 131 137 99 134 116 76 135 141 75 102 142 52 103 106 75 102 143 76 135 141 101 136 144 102 137 145 77 105 20 78 104 110 77 105 20 102 137 145 103 138 146 104 139 147 79 106 148 80 107 112 79 106 149 104 139 147 105 140 150 106 141 151 81 110 116 82 111 21 81 110 116 106 141 151 107 142 144 108 143 145 83 113 20 84 112 110 83 113 20 108 143 145 109 144 152 110 145 153 85 114 119 86 115 120 85 114 119 110 145 153 111 146 13 112 147 9 87 118 124 88 119 7 87 118 124 112 147 9 113 148 154 114 149 0 89 121 128 90 120 127 89 121 128 114 149 0 115 150 155 116 151 55 91 122 156 92 123 130 91 122 157 116 151 55 117 152 13 118 153 9 93 126 124 94 127 7 93 126 124 118 153 9 119 154 2 120 155 0 95 129 6 96 128 127 95 129 6 120 155 0 121 156 45 122 157 158 97 130 136 98 131 137 97 130 136 122 157 158 123 158 150 100 159 159 99 134 116 76 135 141 99 134 116 100 159 159 125 160 9 126 161 13 101 136 144 102 137 145 101 136 144 126 161 13 127 162 160 128 163 45 103 138 161 104 139 147 103 138 162 128 163 45 129 164 0 130 165 2 105 140 150 106 141 151 105 140 150 130 165 2 131 166 9 132 167 13 107 142 144 108 143 145 107 142 144 132 167 13 133 168 55 134 169 155 109 144 152 110 145 153 109 144 152 134 169 155 135 170 145 136 171 144 111 146 13 112 147 9 111 146 13 136 171 144 137 172 159 138 173 150 113 148 154 114 149 0 113 148 154 138 173 150 139 174 163 140 175 152 115 150 164 116 151 55 115 150 165 140 175 152 141 176 145 142 177 144 117 152 13 118 153 9 117 152 13 142 177 144 143 178 151 144 179 150 119 154 2 120 155 0 119 154 2 144 179 150 145 180 147 146 181 146 121 156 45 122 157 158 121 156 45 146 181 146 147 182 0 124 183 154 123 158 150 100 159 159 123 158 150 124 183 154 149 184 7 150 185 124 125 160 9 126 161 13 125 160 9 150 185 124 151 186 166 152 187 136 127 162 167 128 163 45 127 162 168 152 187 136 153 188 127 154 189 6 129 164 0 130 165 2 129 164 0 154 189 6 155 190 7 156 191 124 131 166 9 132 167 13 131 166 9 156 191 124 157 192 130 158 193 129 133 168 55 134 169 155 133 168 55 158 193 129 159 194 110 160 195 20 135 170 145 136 171 144 135 170 145 160 195 20 161 196 141 162 197 116 137 172 159 138 173 150 137 172 159 162 197 116 163 198 169 164 199 119 139 174 170 140 175 152 139 174 171 164 199 119 165 200 110 166 201 20 141 176 145 142 177 144 141 176 145 166 201 20 167 202 21 168 203 116 143 178 151 144 179 150 143 178 151 168 203 116 169 204 112 170 205 111 145 180 147 146 181 146 145 180 147 170 205 111 171 206 127 148 207 128 147 182 0 124 183 154 147 182 0 148 207 128 150 185 124 149 184 7 174 208 84 173 209 51 174 208 84 149 184 7 152 187 136 151 186 172 176 210 138 175 211 173 176 210 138 151 186 174 153 188 127 177 212 99 154 189 6 178 213 49 154 189 6 177 212 99 156 191 124 155 190 7 180 214 95 179 215 51 180 214 95 155 190 7 158 193 129 157 192 130 182 216 131 181 217 132 182 216 131 157 192 130 159 194 110 183 218 68 160 195 20 184 219 61 160 195 20 183 218 68 162 197 116 161 196 141 186 220 105 185 221 106 186 220 105 161 196 141 164 199 119 163 198 175 188 222 121 187 223 176 188 222 121 163 198 177 165 200 110 189 224 78 166 201 20 190 225 61 166 201 20 189 224 78 168 203 116 167 202 21 192 226 74 191 227 63 192 226 74 167 202 21 170 205 111 169 204 112 194 228 113 193 229 114 194 228 113 169 204 112 171 206 127 195 230 88 148 207 128 172 231 90 148 207 128 195 230 88 174 208 84 173 209 51 198 232 85 197 233 86 198 232 85 173 209 51 176 210 178 175 211 179 200 234 180 199 235 181 200 234 180 175 211 182 177 212 99 201 236 183 178 213 49 202 237 101 178 213 49 201 236 184 180 214 95 179 215 51 204 238 96 203 239 86 204 238 96 179 215 51 182 216 185 181 217 186 206 240 187 205 241 188 206 240 187 181 217 189 183 218 68 207 242 190 184 219 61 208 243 70 184 219 61 207 242 191 186 220 105 185 221 106 210 244 107 209 245 108 210 244 107 185 221 106 188 222 192 187 223 193 212 246 194 211 247 195 212 246 194 187 223 196 189 224 78 213 248 197 190 225 61 214 249 70 190 225 61 213 248 198 192 226 74 191 227 63 216 250 75 215 251 76 216 250 75 191 227 63 194 228 199 193 229 200 218 252 201 217 253 202 218 252 201 193 229 203 195 230 88 219 254 204 172 231 90 196 255 91 172 231 90 219 254 205 198 232 206 197 233 207 222 29 26 221 30 29 222 29 26 197 233 208 200 234 180 199 235 181 224 32 31 223 31 30 224 32 31 199 235 181 201 236 62 225 33 22 202 237 209 226 34 21 202 237 210 225 33 22 204 238 211 203 239 212 228 36 19 227 37 20 228 36 19 203 239 213 206 240 187 205 241 188 230 39 34 229 38 33 230 39 34 205 241 188 207 242 214 231 40 15 208 243 215 232 41 35 208 243 216 231 40 15 210 244 217 209 245 218 234 43 12 233 44 37 234 43 12 209 245 219 211 247 195 235 45 38 212 246 194 236 46 39 212 246 194 235 45 38 213 248 50 237 47 8 214 249 220 238 48 7 214 249 221 237 47 8 216 250 222 215 251 223 240 50 5 239 51 6 240 50 5 215 251 224 218 252 201 217 253 202 242 53 42 241 52 41 242 53 42 217 253 202 219 254 225 243 54 1 196 255 226 220 55 43 196 255 227 243 54 1 4 27 27 5 0 0 0 23 23 1 2 2 0 23 23 5 0 0 10 6 6 11 7 7 1 2 2 2 9 9 1 2 2 11 7 7 16 13 13 17 14 14 2 9 9 3 16 16 2 9 9 17 14 14 22 20 20 23 21 21 3 16 16 0 23 23 3 16 16 23 21 21 28 79 67 29 57 45 4 27 27 5 0 0 4 27 27 29 57 45 31 58 46 7 3 3 30 56 44 6 1 1 30 56 44 7 3 3 32 59 47 33 60 48 8 4 4 9 5 5 8 4 4 33 60 48 34 61 49 35 63 51 10 6 6 11 7 7 10 6 6 35 63 51 37 65 53 13 10 10 36 62 50 12 8 8 36 62 50 13 10 10 38 64 52 39 66 54 14 11 11 15 12 12 14 11 11 39 66 54 40 67 55 41 69 57 16 13 13 17 14 14 16 13 13 41 69 57 43 70 58 19 17 17 42 68 56 18 15 15 42 68 56 19 17 17 44 71 59 45 72 60 20 18 18 21 19 19 20 18 18 45 72 60 46 73 61 47 75 63 22 20 20 23 21 21 22 20 20 47 75 63 49 76 64 25 24 24 48 74 62 24 22 22 48 74 62 25 24 24 50 77 65 51 78 66 26 25 25 27 26 26 26 25 25 51 78 66 52 103 106 53 81 61 28 79 228 29 57 229 28 79 230 53 81 61 55 256 72 31 58 46 54 80 231 30 56 44 54 80 232 31 58 46 56 257 73 57 84 233 32 59 47 33 60 48 32 59 47 57 84 233 58 85 63 59 87 61 34 61 234 35 63 235 34 61 236 59 87 61 61 258 82 37 65 53 60 86 237 36 62 50 60 86 238 37 65 53 62 259 83 63 90 239 38 64 52 39 66 54 38 64 52 63 90 239 64 91 51 65 93 90 40 67 240 41 69 241 40 67 242 65 93 90 67 260 93 43 70 58 66 92 243 42 68 56 66 92 244 43 70 58 68 261 94 69 96 245 44 71 59 45 72 60 44 71 59 69 96 245 70 97 51 71 99 49 46 73 246 47 75 247 46 73 248 71 99 49 73 262 103 49 76 64 72 98 249 48 74 62 72 98 250 49 76 64 74 263 104 75 102 251 50 77 65 51 78 66 50 77 65 75 102 251 76 135 141 77 105 20 52 103 106 53 81 61 52 103 106 77 105 20 79 106 119 55 264 252 78 104 110 54 80 68 78 104 110 55 264 253 80 107 112 81 110 116 56 265 254 57 84 255 56 265 256 81 110 116 82 111 21 83 113 20 58 85 63 59 87 61 58 85 63 83 113 20 85 114 119 61 266 257 84 112 110 60 86 78 84 112 110 61 266 258 86 115 259 87 118 124 62 267 260 63 90 261 62 267 262 87 118 124 88 119 7 89 121 128 64 91 51 65 93 90 64 91 51 89 121 128 91 122 136 67 268 263 90 120 127 66 92 88 90 120 127 67 268 264 92 123 130 93 126 124 68 269 265 69 96 266 68 269 267 93 126 124 94 127 7 95 129 6 70 97 51 71 99 49 70 97 51 95 129 6 97 130 136 73 270 268 96 128 127 72 98 99 96 128 127 73 270 269 98 131 270 99 134 116 74 271 271 75 102 272 74 271 273 99 134 116 100 159 159 101 136 144 76 135 141 77 105 20 76 135 141 101 136 144 102 137 145 103 138 152 78 104 110 79 106 119 78 104 110 103 138 152 104 139 147 105 140 150 80 107 112 81 110 116 80 107 112 105 140 150 106 141 151 107 142 144 82 111 21 83 113 20 82 111 21 107 142 144 108 143 145 109 144 152 84 112 110 85 114 119 84 112 110 109 144 152 110 145 274 111 146 13 86 115 275 87 118 124 86 115 276 111 146 13 112 147 9 113 148 154 88 119 7 89 121 128 88 119 7 113 148 154 114 149 0 115 150 45 90 120 127 91 122 136 90 120 127 115 150 45 116 151 55 117 152 13 92 123 130 93 126 124 92 123 130 117 152 13 118 153 9 119 154 2 94 127 7 95 129 6 94 127 7 119 154 2 120 155 0 121 156 45 96 128 127 97 130 136 96 128 127 121 156 45 122 157 277 123 158 150 98 131 278 99 134 116 98 131 279 123 158 150 124 183 154 125 160 9 100 159 159 101 136 144 100 159 159 125 160 9 126 161 13 127 162 55 102 137 145 103 138 152 102 137 145 127 162 55 128 163 45 129 164 0 104 139 147 105 140 150 104 139 147 129 164 0 130 165 2 131 166 9 106 141 151 107 142 144 106 141 151 131 166 9 132 167 13 133 168 55 108 143 145 109 144 152 108 143 145 133 168 55 134 169 280 135 170 145 110 145 281 111 146 13 110 145 282 135 170 145 136 171 144 137 172 159 112 147 9 113 148 154 112 147 9 137 172 159 138 173 150 139 174 147 114 149 0 115 150 45 114 149 0 139 174 147 140 175 152 141 176 145 116 151 55 117 152 13 116 151 55 141 176 145 142 177 144 143 178 151 118 153 9 119 154 2 118 153 9 143 178 151 144 179 150 145 180 147 120 155 0 121 156 45 120 155 0 145 180 147 146 181 283 147 182 0 122 157 284 123 158 150 122 157 285 147 182 0 148 207 128 149 184 7 124 183 154 125 160 9 124 183 154 149 184 7 150 185 124 151 186 130 126 161 13 127 162 55 126 161 13 151 186 130 152 187 136 153 188 127 128 163 45 129 164 0 128 163 45 153 188 127 154 189 6 155 190 7 130 165 2 131 166 9 130 165 2 155 190 7 156 191 124 157 192 130 132 167 13 133 168 55 132 167 13 157 192 130 158 193 286 159 194 110 134 169 287 135 170 145 134 169 288 159 194 110 160 195 20 161 196 141 136 171 144 137 172 159 136 171 144 161 196 141 162 197 116 163 198 112 138 173 150 139 174 147 138 173 150 163 198 112 164 199 119 165 200 110 140 175 152 141 176 145 140 175 152 165 200 110 166 201 20 167 202 21 142 177 144 143 178 151 142 177 144 167 202 21 168 203 116 169 204 112 144 179 150 145 180 147 144 179 150 169 204 112 170 205 289 171 206 127 146 181 290 147 182 0 146 181 291 171 206 127 172 231 90 173 209 51 148 207 128 149 184 7 148 207 128 173 209 51 151 186 130 150 185 124 175 211 260 174 208 84 175 211 260 150 185 124 152 187 136 176 210 138 153 188 127 177 212 99 153 188 127 176 210 138 178 213 49 179 215 51 154 189 6 155 190 7 154 189 6 179 215 51 157 192 130 156 191 124 181 217 132 180 214 95 181 217 132 156 191 124 158 193 292 182 216 293 159 194 110 183 218 68 159 194 110 182 216 294 184 219 61 185 221 106 160 195 20 161 196 141 160 195 20 185 221 106 163 198 112 162 197 116 187 223 271 186 220 105 187 223 271 162 197 116 164 199 119 188 222 121 165 200 110 189 224 78 165 200 110 188 222 121 190 225 61 191 227 63 166 201 20 167 202 21 166 201 20 191 227 63 169 204 112 168 203 116 193 229 114 192 226 74 193 229 114 168 203 116 170 205 295 194 228 296 171 206 127 195 230 88 171 206 127 194 228 297 196 255 91 197 233 86 172 231 90 173 209 51 172 231 90 197 233 86 175 211 298 174 208 299 199 235 181 198 232 300 199 235 181 174 208 301 176 210 302 200 234 180 177 212 303 201 236 62 177 212 304 200 234 180 202 237 101 203 239 86 178 213 49 179 215 51 178 213 49 203 239 86 181 217 305 180 214 306 205 241 188 204 238 307 205 241 188 180 214 308 182 216 309 206 240 187 183 218 310 207 242 214 183 218 311 206 240 187 208 243 70 209 245 108 184 219 61 185 221 106 184 219 61 209 245 108 187 223 312 186 220 313 211 247 195 210 244 314 211 247 195 186 220 315 188 222 316 212 246 194 189 224 317 213 248 50 189 224 318 212 246 194 214 249 70 215 251 76 190 225 61 191 227 63 190 225 61 215 251 76 193 229 319 192 226 320 217 253 202 216 250 321 217 253 202 192 226 322 194 228 323 218 252 201 195 230 324 219 254 225 195 230 325 218 252 201 220 55 43 221 30 29 196 255 326 197 233 327 196 255 328 221 30 29 199 235 181 198 232 329 223 31 30 222 29 26 223 31 30 198 232 330 200 234 180 224 32 31 201 236 62 225 33 22 201 236 62 224 32 31 226 34 21 227 37 20 202 237 331 203 239 332 202 237 333 227 37 20 205 241 188 204 238 334 229 38 33 228 36 19 229 38 33 204 238 335 206 240 187 230 39 34 207 242 214 231 40 15 207 242 214 230 39 34 232 41 35 233 44 37 208 243 336 209 245 337 208 243 338 233 44 37 211 247 195 210 244 339 235 45 38 234 43 12 235 45 38 210 244 340 212 246 194 236 46 39 213 248 50 237 47 8 213 248 50 236 46 39 238 48 7 239 51 6 214 249 341 215 251 342 214 249 343 239 51 6 217 253 202 216 250 344 241 52 41 240 50 5 241 52 41 216 250 345 218 252 201 242 53 42 219 254 225 243 54 1 219 254 225 242 53 42 244 49 40 245 28 28 220 55 43 221 30 29 220 55 43 245 28 28 245 28 28 246 35 32 226 34 21 227 37 20 226 34 21 246 35 32 246 35 32 247 42 36 232 41 35 233 44 37 232 41 35 247 42 36 247 42 36 244 49 40 238 48 7 239 51 6 238 48 7 244 49 40 244 49 40 247 42 36 245 28 28 246 35 32 245 28 28 247 42 36</p>
        </triangles>
      </mesh>
      <extra>
        <technique profile="MAYA">
          <double_sided>1</double_sided>
        </technique>
      </extra>
    </geometry>
  </library_geometries>
  <library_visual_scenes>
    <visual_scene id="VisualSceneNode" name="RoundedCube-1">
      <node id="_RoundedCube" name="RoundedCube" type="NODE">
        <rotate sid="rotateY">0 1 0 0</rotate>
        <rotate sid="rotateX">1 0 0 0</rotate>
        <rotate sid="rotateZ">0 0 1 0</rotate>
        <instance_geometry url="#RoundedCube">
          <bind_material>
            <technique_common>
              <instance_material symbol="lambert2SG" target="#lambert2"/>
            </technique_common>
          </bind_material>
        </instance_geometry>
      </node>
      <extra>
        <technique profile="FCOLLADA">
          <start_time>0.041666</start_time>
          <end_time>2</end_time>
        </technique>
      </extra>
    </visual_scene>
  </library_visual_scenes>
  <scene>
    <instance_physics_scene url="#MayaNativePhysicsScene"/>
    <instance_visual_scene url="#VisualSceneNode"/>
  </scene>
</COLLADA>