0,0,0,1 0,0,0.501960813999176,1 0.3300 true 1.0000 default 0.501960813999176,0.501960813999176,0.501960813999176,1 0,0,0,0 0,0,0,0 0,0,0,0 1,1,1,0 1,1,1,0 0.501960813999176,0.501960813999176,0.501960813999176,0 0 0 0 1 false false false false false true false ray-traced 0.921568632125854,0.91372549533844,0.898039221763611,1 true 1.0000 default 0,0,0,1 true 1.0000 default false 0.8000 angular 10 false 0.0100 true 1.0000 default 0.8000 <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> true 0.0000 30.4800 0,0,0,1 1.0000 linear environment true 0.0100 default blinn 0.1000 1,1,1,1 true 1.0000 default 141.0000 true 1.0000 default 87.0000 true 1.0000 default 0,0,0,0 0.921568632125854,0.91372549533844,0.898039221763611,1 0,0,0,0 1,1,1,1 1,1,1,0 0.501960813999176,0.501960813999176,0.501960813999176,0 0.870000004768372 0 0 1 perlin 9 fractalsum 2 0.6 -1 1 false false 0.5 1,1,1,1 false true 1 0,0,0,1 false true 1 0.05,0.05,0.05 0,0,0 0,0,0 1 1 2 false true false false false false 1 0 1 0.5 1 0 true C:\Documents and Settings\All Users\Application Data\McNeel\RDK\Texture Cache\0100-0100-A15E2AD9.png true true true false 0.0100 0.0000 0.0000 30.4800 1 1,1,1,1 0.921568632125854,0.91372549533844,0.898039221763611,1 normal true 1.0000 default true 1.0000 default true 1.0000 default true C:\Documents and Settings\All Users\Application Data\McNeel\RDK\Texture Cache\0100-0100-C044DB4C.png false false false false true true true ray-traced 0.921568632125854,0.921568632125854,0.921568632125854,1 false 1.0000 default 0.91372549533844,0.91372549533844,0.91372549533844,1 false 1.0000 default true 0.8000 angular 3 false 0.0100 true 1.0000 default 0.6200 <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> true 0.0000 49.0880 0,0,0,1 1.0000 linear environment true 0.0000 default blinn 0.1000 1,1,1,1 true 1.0000 default 128.0000 true 1.0000 default 79.0000 true 1.0000 default 0.501960813999176,0.501960813999176,0.501960813999176,1 0,0,0,0 0.921568632125854,0.921568632125854,0.921568632125854,1 0,0,0,0 1,1,1,1 1,1,1,0 0.501960813999176,0.501960813999176,0.501960813999176,0 0.790000021457672 0 0 1 Brazil r/s 2.0 for Rhino 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