true false false true true 0,0,0,1 06E0439B-FC67-421F-878C-F91645F799C5;F129D7B1-6A92-4C2A-A538-10418BD27CFE;2F7945E3-5BE4-4A2B-B603-727B8289DE6E;F8687E34-5C4F-481A-9BC2-AF4446897A96;0250556B-F8AF-4901-AB39-A0895CA82D3F;34C3B042-B43B-4670-B819-2CEC50D8BF54;1FC6B44C-E08A-42D1-9B3C-7E76CD8780CC;83F49E36-928F-4752-A000-B90876C80FC5;76A5D2DE-7AB7-4AB1-8670-4122A8D9E88A;DBD8B640-B38D-4DCF-AE9E-5675F78C436F;EC6C4B42-5D74-4A73-9036-C2FA39DD4C4D;76A0A60A-F19B-4EDB-9C45-5854050AD8AD true true ray-traced default 1,1,1,1 true 1.0000 default 1.5171 true 1.0000 default false 0,0,0,1 true 1.0000 default 0.8000 true 1.0000 default false angular 10 false 0.0100 <xml><graph tan-scale="0.2"><curve enabled="true" thickness="2" color="0.901960784313726,0,0,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve><curve enabled="true" thickness="1.9" color="0,0.501960784313725,0,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve><curve enabled="true" thickness="1.8" color="0,0.313725490196078,0.784313725490196,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve></graph></xml> false 0.0000 30.4800 0,0,0,1 1.0000 linear color true <xml><graph tan-scale="0.2"><curve enabled="true" thickness="2" color="0.901960784313726,0,0,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve><curve enabled="true" thickness="1.9" color="0,0.501960784313725,0,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve><curve enabled="true" thickness="1.8" color="0,0.313725490196078,0.784313725490196,1" uuid=""><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="0" y="0"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt><pt lock-rotation-on="true" lock-magnitude-on="true" length-ratio="1" locked-angle="3.14159265358979" uuid="" x="1" y="1"><tan-in type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="-0.05" y="-0.05"/><tan-out type="custom" tension="0.2" bias="1" continuity="0.5" uuid="" x="0.05" y="0.05"/></pt></curve></graph></xml> 0,0,0,1 false false true 10 0.0100 true 0.0008 0.4000 0.1000 6 0.2000 0.2000 0.2000 1,1,1,1 true 0.7900 default 1.2600 true 1.0000 default 0.8000 true 1.0000 default 0.749019622802734,0.24705882370472,1,1 true 1.0000 default false 0,0,0,1 true 1.0000 default 06E0439B-FC67-421F-878C-F91645F799C5;F129D7B1-6A92-4C2A-A538-10418BD27CFE;2F7945E3-5BE4-4A2B-B603-727B8289DE6E;F8687E34-5C4F-481A-9BC2-AF4446897A96;0250556B-F8AF-4901-AB39-A0895CA82D3F;34C3B042-B43B-4670-B819-2CEC50D8BF54;1FC6B44C-E08A-42D1-9B3C-7E76CD8780CC;83F49E36-928F-4752-A000-B90876C80FC5;76A5D2DE-7AB7-4AB1-8670-4122A8D9E88A;DBD8B640-B38D-4DCF-AE9E-5675F78C436F;EC6C4B42-5D74-4A73-9036-C2FA39DD4C4D;76A0A60A-F19B-4EDB-9C45-5854050AD8AD ray-traced exponential angular xyz phong 0.2200 0.9000 1,1,1,1 true 0.8500 default 88.5000 true 1.0000 default 55.0000 true 1.0000 default true 0.3000 default true 0.8000 true 1.0000 default 0,0,0,0 1,1,1,1 0,0,0,0 0.882352948188782,0.882352948188782,0.882352948188782,1 1,1,1,0 0.501960813999176,0.501960813999176,0.501960813999176,0 0.550000011920929 0.899999976158142 0 1.25999999046326 Brazil for Rhino 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