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GLP Fusion EXO Spot 30 (GLP_Fusion EXO Spot 30.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Fusion EXO Spot 30" ShortName="FsnEXOsp30" Company="GLP" Version="3"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>dadf01df-28c5-4152-8dee-d9c40c4db72c</Thumbnail> <History Date="29-08-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="06-07-23" Author="Nic Morris" Comment="Updated in line with latest documentation. Significantly different to the original documentation provided but the version numbers are the same." Version="1" /> <History Date="06-07-23" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail. Added gobo swatches." Version="1" /> <History Date="07-07-23" Author="Nic" Comment="Fixed colour 2 fixed condition if statement. Corrected gobo 2 CW spin start DMX value." Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="2404916c-893d-467e-b705-53a95db521b1" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour1Func'==1" /> <Condition Name="Split" ID="6,7,8,9" If="'Colour1Func'==2" /> <Condition Name="Index" ID="10" If="'Colour1Func'==3" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Dark Blue" Display="'Dark Blue'" Dmx="8~11" WheelPosition="1" Colour="0,0,180" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="16~19" WheelPosition="2" Colour="255,128,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="24~27" WheelPosition="3" Colour="0,255,0" /> <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="32~35" WheelPosition="4" Colour="0,255,255" /> <Function ID="6" Name="Op/ D Blu" Display="'Op/ D Blu'" Dmx="4~7" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="D Blu/ Org" Display="'D Blu/ Org'" Dmx="12~15" WheelPosition="1" Colour="0,0,180" /> <Function ID="8" Name="Org/ Grn" Display="'23'" Dmx="20~23" WheelPosition="2" Colour="255,128,0" /> <Function ID="9" Name="Grn/ Cy" Display="'Grn/ Cy'" Dmx="28~31" WheelPosition="3" Colour="0,255,0" /> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="36~169" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="170~214" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="216~255" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour2Func'==1" /> <Condition Name="Split" ID="6,7,8,9" If="'Colour2Func'==2" /> <Condition Name="Index" ID="10" If="'Colour2Func'==3" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Colour2Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Blue" Display="'Blue'" Dmx="8~11" WheelPosition="1" Colour="0,0,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="16~19" WheelPosition="2" Colour="255,0,0" /> <Function ID="4" Name="Light Green" Display="'Light Green'" Dmx="24~27" WheelPosition="3" Colour="128,255,0" /> <Function ID="5" Name="Magenta" Display="'Magenta'" Dmx="32~35" WheelPosition="4" Colour="255,0,255" /> <Function ID="6" Name="Op/ Blu" Display="'Op/ Blu'" Dmx="4~7" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="Blu/ Rd" Display="'Blu/ Rd'" Dmx="12~15" WheelPosition="1" Colour="0,0,255" /> <Function ID="8" Name="Rd/ L Grn" Display="'Rd/ L Grn'" Dmx="20~23" WheelPosition="2" Colour="255,0,0" /> <Function ID="9" Name="L Grn/ Mag" Display="'L Grn/ Mag'" Dmx="28~31" WheelPosition="3" Colour="128,255,0" /> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="36~169" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="170~214" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="216~255" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3Func" Name="Colour 3 Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour3" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour3" Name="Colour 3" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5" If="'Colour3Func'==1" /> <Condition Name="Split" ID="6,7,8,9" If="'Colour3Func'==2" /> <Condition Name="Index" ID="10" If="'Colour3Func'==3" /> <Condition Name="Scroll" ID="11,12,13,14" If="'Colour3Func'==4" /> <Else ID="15" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="CTO" Display="'CTO'" Dmx="8~11" WheelPosition="1" Colour="255,240,200" /> <Function ID="3" Name="Amber" Display="'Amber'" Dmx="16~19" WheelPosition="2" Colour="255,100,0" /> <Function ID="4" Name="Dark Red" Display="'Dark Red'" Dmx="24~27" WheelPosition="3" Colour="180,0,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~35" WheelPosition="4" Colour="255,255,0" /> <Function ID="6" Name="Op/ CTO" Display="'Op/ CTO'" Dmx="4~7" WheelPosition="0" Colour="255,255,255" /> <Function ID="7" Name="CTO/ Amb" Display="'CTO/ Amb'" Dmx="12~15" WheelPosition="1" Colour="255,240,200" /> <Function ID="8" Name="Amb/ D Rd" Display="'Amb/ D Rd'" Dmx="20~23" WheelPosition="2" Colour="255,100,0" /> <Function ID="9" Name="D Rd/ Yel" Display="'D Rd/ Yel'" Dmx="28~31" WheelPosition="3" Colour="180,0,0" /> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="36~169" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="170~214" Colour="0,0,0" /> <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="215~215" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="216~255" Colour="0,0,0" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==3" /> <Else ID="23" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1"> <Swatch>f9b7a071-8409-42b9-b65a-2ce82bef4344</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2"> <Swatch>8177ce95-6804-4964-93ba-abe1e48aa4d9</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3"> <Swatch>09ebd553-32ec-4f52-92e8-2bccf45b4659</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4"> <Swatch>07c89382-029c-4d25-a617-e4865173245a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5"> <Swatch>c39eac0b-7a41-4381-8e5a-919ec00bcef1</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6"> <Swatch>6e6e520f-e6d3-41c6-8465-e95cef852cc8</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7"> <Swatch>794c5951-ccd6-4360-9a26-af873ae92d97</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" WheelPosition="8"> <Swatch>dd54f92c-4fd6-4e68-9783-29d56f249908</Swatch> </Function> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="72~78" WheelPosition="1"> <Swatch>f9b7a071-8409-42b9-b65a-2ce82bef4344</Swatch> </Function> <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="79~85" WheelPosition="2"> <Swatch>8177ce95-6804-4964-93ba-abe1e48aa4d9</Swatch> </Function> <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="86~92" WheelPosition="3"> <Swatch>09ebd553-32ec-4f52-92e8-2bccf45b4659</Swatch> </Function> <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="93~99" WheelPosition="4"> <Swatch>07c89382-029c-4d25-a617-e4865173245a</Swatch> </Function> <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~106" WheelPosition="5"> <Swatch>c39eac0b-7a41-4381-8e5a-919ec00bcef1</Swatch> </Function> <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="107~113" WheelPosition="6"> <Swatch>6e6e520f-e6d3-41c6-8465-e95cef852cc8</Swatch> </Function> <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="114~120" WheelPosition="7"> <Swatch>794c5951-ccd6-4360-9a26-af873ae92d97</Swatch> </Function> <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="121~127" WheelPosition="8"> <Swatch>dd54f92c-4fd6-4e68-9783-29d56f249908</Swatch> </Function> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" /> <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="129~191" /> <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="192~192" /> <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" /> <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1" /> <Condition Name="Fixed Spin" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==2" /> <Condition Name="Shake Index" ID="15,16,17,18,19,20,21" If="'Gobo2Func'==3" /> <Condition Name="Shake Spin" ID="22,23,24,25,26,27,28" If="'Gobo2Func'==4" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1"> <Swatch>faf4a48f-57cd-4ceb-a84a-7b5a1b2b56e6</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2"> <Swatch>7df435ae-0eda-4424-b042-d451dc3760e1</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3"> <Swatch>92b7cc9c-5950-4db8-84b8-d3230e93121f</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4"> <Swatch>0502c91c-a565-4b6e-add7-b938340b919d</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5"> <Swatch>cfa4aa80-8e15-4709-8be7-1f98b3991504</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6"> <Swatch>2c16c388-2043-4544-a7b5-3fa718c5f249</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="9" Name="Gobo 1" Display="'Gobo 1'" Dmx="35~39" WheelPosition="1"> <Swatch>faf4a48f-57cd-4ceb-a84a-7b5a1b2b56e6</Swatch> </Function> <Function ID="10" Name="Gobo 2" Display="'Gobo 2'" Dmx="40~44" WheelPosition="2"> <Swatch>7df435ae-0eda-4424-b042-d451dc3760e1</Swatch> </Function> <Function ID="11" Name="Gobo 3" Display="'Gobo 3'" Dmx="45~49" WheelPosition="3"> <Swatch>92b7cc9c-5950-4db8-84b8-d3230e93121f</Swatch> </Function> <Function ID="12" Name="Gobo 4" Display="'Gobo 4'" Dmx="50~54" WheelPosition="4"> <Swatch>0502c91c-a565-4b6e-add7-b938340b919d</Swatch> </Function> <Function ID="13" Name="Gobo 5" Display="'Gobo 5'" Dmx="55~59" WheelPosition="5"> <Swatch>cfa4aa80-8e15-4709-8be7-1f98b3991504</Swatch> </Function> <Function ID="14" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~64" WheelPosition="6"> <Swatch>2c16c388-2043-4544-a7b5-3fa718c5f249</Swatch> </Function> <Function ID="15" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="65~74" WheelPosition="1"> <Swatch>faf4a48f-57cd-4ceb-a84a-7b5a1b2b56e6</Swatch> </Function> <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="75~84" WheelPosition="2"> <Swatch>7df435ae-0eda-4424-b042-d451dc3760e1</Swatch> </Function> <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="85~94" WheelPosition="3"> <Swatch>92b7cc9c-5950-4db8-84b8-d3230e93121f</Swatch> </Function> <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="95~104" WheelPosition="4"> <Swatch>0502c91c-a565-4b6e-add7-b938340b919d</Swatch> </Function> <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="105~114" WheelPosition="5"> <Swatch>cfa4aa80-8e15-4709-8be7-1f98b3991504</Swatch> </Function> <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="115~124" WheelPosition="6"> <Swatch>2c16c388-2043-4544-a7b5-3fa718c5f249</Swatch> </Function> <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>8a40daf7-e3ff-4370-8f16-093a872d9be1</Swatch> </Function> <Function ID="23" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="125~134" WheelPosition="1"> <Swatch>faf4a48f-57cd-4ceb-a84a-7b5a1b2b56e6</Swatch> </Function> <Function ID="24" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="135~144" WheelPosition="2"> <Swatch>7df435ae-0eda-4424-b042-d451dc3760e1</Swatch> </Function> <Function ID="25" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="145~154" WheelPosition="3"> <Swatch>92b7cc9c-5950-4db8-84b8-d3230e93121f</Swatch> </Function> <Function ID="26" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="155~164" WheelPosition="4"> <Swatch>0502c91c-a565-4b6e-add7-b938340b919d</Swatch> </Function> <Function ID="27" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="165~174" WheelPosition="5"> <Swatch>cfa4aa80-8e15-4709-8be7-1f98b3991504</Swatch> </Function> <Function ID="28" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="175~184" WheelPosition="6"> <Swatch>2c16c388-2043-4544-a7b5-3fa718c5f249</Swatch> </Function> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="185~185" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="186~219" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="220~220" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~225" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="128~128" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Single Flash" Display="'Single Flash'" Dmx="5~9" /> <Function ID="4" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="200~250" /> <Function ID="5" Name="Rnd All" Display="'Rnd All %.f%%',0~100" Dmx="160~199" /> <Function ID="6" Name="Rnd Pix" Display="'Rnd Pix %.f%%',0~100" Dmx="130~159" /> <Function ID="7" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="10~39" /> <Function ID="8" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="40~69" /> <Function ID="9" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="70~99" /> <Function ID="10" Name="Double" Display="'Double %.f%%',0~100" Dmx="100~129" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~191" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="192~192" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~223" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="224~224" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="225~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dim Curve Extra-Soft" Display="'Dim Curve Extra-Soft'" Dmx="10~15" /> <Function ID="3" Name="Dim Curve Linear" Display="'Dim Curve Linear'" Dmx="16~21" /> <Function ID="4" Name="Display Mode Auto" Display="'Display Mode Auto'" Dmx="22~27" /> <Function ID="5" Name="Display Mode On" Display="'Display Mode On'" Dmx="28~33" /> <Function ID="6" Name="Display Mode Off" Display="'Display Mode Off'" Dmx="34~39" /> <Function ID="7" Name="Display Orientation Normal" Display="'Display Orientation Normal'" Dmx="40~45" /> <Function ID="8" Name="Display Orientation Invert" Display="'Display Orientation Invert'" Dmx="46~51" /> <Function ID="9" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="52~57" /> <Function ID="10" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="58~63" /> <Function ID="11" Name="No DMX Stand-Alone" Display="'No DMX Stand-Alone'" Dmx="64~69" /> <Function ID="12" Name="Fan Auto" Display="'Fan Auto'" Dmx="70~75" /> <Function ID="13" Name="Fan High" Display="'Fan High'" Dmx="76~81" /> <Function ID="14" Name="Fan Med" Display="'Fan Med'" Dmx="82~87" /> <Function ID="15" Name="Fan Low" Display="'Fan Low'" Dmx="88~93" /> <Function ID="16" Name="Position Feedback Off" Display="'Position Feedback Off'" Dmx="94~99" /> <Function ID="17" Name="Position Feedback On" Display="'Position Feedback On'" Dmx="100~105" /> <Function ID="18" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="118~123" /> <Function ID="19" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="124~129" /> <Function ID="20" Name="Pan Normal" Display="'Pan Normal'" Dmx="130~135" /> <Function ID="21" Name="Pan Invert" Display="'Pan Invert'" Dmx="136~141" /> <Function ID="22" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="142~147" /> <Function ID="23" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="148~153" /> <Function ID="24" Name="Defog Off" Display="'Defog Off'" Dmx="154~159" /> <Function ID="25" Name="Defog On" Display="'Defog On'" Dmx="160~165" /> <Function ID="26" Name="Defog Quick" Display="'Defog Quick'" Dmx="166~171" /> <Function ID="27" Name="Load Settings Preset 1" Display="'Load Settings Preset 1'" Dmx="172~177" /> <Function ID="28" Name="Load Settings Preset 2" Display="'Load Settings Preset 2'" Dmx="178~183" /> <Function ID="29" Name="Load Settings Preset 3" Display="'Load Settings Preset 3'" Dmx="184~189" /> <Function ID="30" Name="PWM 600Hz" Display="'PWM 600Hz'" Dmx="190~195" /> <Function ID="31" Name="PWM 2200Hz" Display="'PWM 2200Hz'" Dmx="196~201" /> <Function ID="32" Name="PWM 3000Hz" Display="'PWM 3000Hz'" Dmx="202~207" /> <Function ID="33" Name="PWM 4800Hz" Display="'PWM 4800Hz'" Dmx="208~213" /> <Function ID="34" Name="PWM 9600Hz" Display="'PWM 9600Hz'" Dmx="214~219" /> <Function ID="35" Name="PWM 25kHz" Display="'PWM 25kHz'" Dmx="220~225" /> <Function ID="36" Name="Default" Display="'Default'" Dmx="232~237" /> <Function ID="37" Name="Reset P/T" Display="'Reset P/T'" Dmx="238~243" /> <Function ID="38" Name="Reset Head" Display="'Reset Head'" Dmx="244~249" /> <Function ID="39" Name="Reset All" Display="'Reset All'" Dmx="250~255" /> </Attribute> </Control> <Mode Name="Mode 1 (Standard), 23 DMX" Channels="23" Id="925a6a47-2538-465e-943f-4fbef35c3f2c"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="1d852690-d3f0-4f36-91c8-da59d1aafa82" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Colour2Func" Wheel="37" /> <Attribute ID="Colour2" ChannelOffset="6" Wheel="38" /> <Attribute ID="Colour3Func" Wheel="67" /> <Attribute ID="Colour3" ChannelOffset="7" Wheel="68" /> <Attribute ID="Cyan" ChannelOffset="8" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="9" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="10" Wheel="12" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="13" Wheel="18" /> <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="15,16" Wheel="1" /> <Attribute ID="Frost" ChannelOffset="17" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="19" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="22" Wheel="19" /> <Attribute ID="Control" ChannelOffset="23" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:39" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:37" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Head"> <Set Channel="Control:38" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Curve Extra-Soft"> <Set Channel="Control:2" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Curve Linear"> <Set Channel="Control:3" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Mode Auto"> <Set Channel="Control:4" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Mode On"> <Set Channel="Control:5" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Mode Off"> <Set Channel="Control:6" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Orientation Normal"> <Set Channel="Control:7" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Orientation Invert"> <Set Channel="Control:8" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Blackout"> <Set Channel="Control:9" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Hold"> <Set Channel="Control:10" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="No DMX Stand-Alone"> <Set Channel="Control:11" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:12" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <Set Channel="Control:13" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Med"> <Set Channel="Control:14" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:15" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Position Feedback Off"> <Set Channel="Control:16" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Position Feedback On"> <Set Channel="Control:17" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Normal"> <Set Channel="Control:18" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Tilt Invert"> <Set Channel="Control:19" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Normal"> <Set Channel="Control:20" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Pan Invert"> <Set Channel="Control:21" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Normal"> <Set Channel="Control:22" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Zoom Invert"> <Set Channel="Control:23" Delay="4000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 600Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 2200Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 3000Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 4800Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 9600Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="PWM 25kHz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:8,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:4:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:7:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:7:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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WBsS2ZKRsWUaXBTNCYw3vxNvKwEmI7/JWB0S19WPiER8Zmim0VUAd2VizKOhh2hW2V3SllhjkhMN+UQJiB7SbjhOHOfmOw05xsxK4x13vd615z8uiK3udAICtkZo7NPkfARrN/di07C8mXPSqvnmAxkru66mwapGveiObxfeADH0grtCe17Q5tl/BONSCGmMVHywj2lyUk4hDf9KY3pYe6hbb0gzin75c1lXFPm1oxEECZvXYri4ST8vKXvzzmPu0a3v/G4mylMg1mfyn1z9EMWioRDkHqrm4xzYWzKcsSkNKCRmCkd0VdY7gi1EkOjVitrserTj11qTiiITQhWkLadZusXVEGCoGA0Irs57pERPYj6iZfmIMPfOQjH5k6PA3Pm8yQnS/kf1gmYM+rOwsGW2FrH7CRXHQVcD19BEyhKg6urEgkD9/FxI1pgODIJonN8/Kg3fem+oYiEKixISYCnBeuDA9+8IPTQuaIZ0J2qgVsNG+xurpiIBQZ/iJsG+JhuLMi2EyC0cI0qrHLaiJt25rAfeUrX0kTBatgK5sk8ZuHPDO7QRvwBpXYEZpxwD2vgty4CGxBhvLzLosaTHvBsc9bjNlCytQxo9X2mSUt7r777pWhJ1sBu0awXf5WEZ/+9KdTimIakHsv3NMWqAaLa0xddmrtrMiUIbJDhk7OflAUsEETuatAszA4q4oc2FBlQsgOyWfE6jjDEK4q1dLE18rjjHDR73vf+6ZbJ0P3tNNO6xSs9pAZ230C3TzFLHOhLYTexiVgcuBkGLtPeUizahFAJ0NzBWzUvGTT2LO4CFsdG4Lx78HJ2Iy58WwJFc5l/bPE+RilZTBjURgnIzN9VtPcRZkRGpn0bWai2IS3p7bAZyqq6GqL9qEK7nGPe3T+2yagQxDDvqfFzKGwEyBra3LDitiULGXNU/IaTNOLxiZUbrDavLJaRzeeOy2c0iRoBEw1Ne3CFuHx2P78vRz+MrA9fD7yUHaEWKGxLJOA75SlHokU0JrCQDc3oDY8W1yiZ9KhWpwMkaXz/CcvYJuXvj0HFALDuGqaBg+E9IvJUbVNQFU42oAQVqXS0Ka2EBoVfzMkl1b0elE1XdGHe2uhSWqhTpP9Kvmg7Jw9+2SQpTkCVrs92g5j5wApiODtjKGnaCWQiVZf5jUqZYuJR8ZCHC9vmFfVMMaAJnZvuP9twXPuC9GTww47bGnXRDsGr3vAsBZZSotVUwELQqNv49zZdznoYlM3wSwPxruwR2RO0SDI5mFnsJ3ZymR4DoH9998/XdVCOshI4aCuYD68+tWvbt1UTtaHCqQ+IFxaDOQVBadD1RcytSyzpAPWJlPhe96QaTDzUmqlR05XG8hZ7ypgtlh2gA7NbKwYx6HIcPubIQtPxV3ZfkNBVRF7M5Yqwe3tvPPOvWoALECjDst2ITZXFiIaAGSJTJ2dF7BaYJ7bIOt/1Ra4LR5fVjJmq6MNm4SFG83uy5hxW3TVmL5ZgaxYXmFxMkgRhFthbl+Hxjnq6BGVRJ5z1xBgAcsIWO32CF1L5ttAEqDkxHw9oq2O69yUleAhiG2qnkYfNA1XmAXQunLseMNCQLbfvHZByagQck+GSIlqokeYNjTZQAKWylQmYGs1vZsBWMaIVwEv1hZuQFlop2zETBnYSH1imNOArRzp6xAiI2TuA8rH5JMhux428XYWKbMkFvhIiqciDT6VqeXCilFh2pgUJbWmTceWtvQDyDdD9hXnPvYNrldBadbLXvayNDogq4EBPUSlEAGRvaBZShvG3/v7zFxqgl3AWMFih6IMUqVidirZMJIEcJg0Ls9WqlXBDl6dbNFga4SjurvbCDweJVExo1qEaLoMPMdb8VaRmFlISGtNoaWhoeiD1si2Y73H3CTbcZ/ZjgQWBeAh2KbZPbOS8Wvr02fM4i8mZfK2kd8xEKrKUzbsZgtD3loOZGoNArZqzEk9fCSmFJOait80T4zR2tVm8+VNNOM6O1cMl9a2vRJbz2ot9p5Aa7B5CFkXeGiZcAGmXzisS2B7XKCpPT/eK2bAvZBFfPDBB9e2MM1D6k4RbMmCgMGq0QIGStDYCBh9Rmk+l8nF4VdkdPYtrBXoZn80AbueZdm6UewVZLAvWtcHQ7PfKntSBoYqnC5dpnlgmXBlqEuBmRYQvZ5hV5R59BWNYtoJGNAQwkVic1aAkInSNVpnIO8jCrxL2i5P/tIgkhVpIqVmVdqsLmefJ4U66CJgQkC282wkNK0/rYTGcQKHV2ykVxFhSAWs0xJz86jbpuGc4wAjlUFeFVkgfDimqp6mikyrQPt2DXEx6NEkagpco5wzU3NvbkAQc5A4fQx7szRtsSVYhYCNPcFwaAh3NFUOqe5B2Jb1opDF4aYo4crDzZI12icCID1oUiEy9A1t6bo5LOPu+JiB+cHOZtzbJWru14qdNdg0oWdpExTVWmVlBSA0jd4TbBHeo9bfJoXQeNOuwo4Fj1fYJ7N9eL6csIG7S9ciot9bqsFWaHrXrCFmCyNEde05s+kiTRNGMniQ6gH8nc+fZk9+1UiuOz+q0JbMNo7pbTZBrOAKe7XFjIHiTyqVaywT1oPnvkvR7QJVQ7bAutQhtk+drRUL1y6Tgtecbct4Ld+FjTUNoHDK5mBG9PQaDFJ9eO8WmtSliiD8SmMdCp8BgZdPQMTUC07rVBPb9yEPDUuOO+64yiCxL9vHDc/DdRcJSFuqYhJeM9tn0rAN2p6KlIgKq0kIl/vOhs1S1y046VII9iLGLmCyKsrSXGgGD6+LgAEbBJ2gmCMPDx0ROEQmhVVa1QfM9dOiXQVMRASPR1Cco9iWoQ7sLWy6fl6ZJvO9h0wnqoL7LdKSL9ix4OwqEiiLzYfHLmDUdhWdoOLHhXZJbeatSS+Rd+ZhETb95nFjbQK2dcDE1zXe1VPD57YhlmkdFEs+rks4dPhp04GbDeahOg+Nbbse6nvXgblQNSvJyMZif9jeAia/yEpXUVQmKDIkubJlw6zc2L558whexzjQlMXhOzGu2wgY27OYNCAC4MHwZH/wg/jJeZyNgQdfNaKuR2yZd99LwNgmjF9qGgfD5S9ueaqzMb9lmRiiAbOMppQjFTdtSFnaCwlbBlqeFhPsn2Vw0BRAl6FMg3YWMNtb3pOjIoULeInFFBX2kuyIzF7ieeguOOnV1xZy7xVE8NrKoIC3TQqzhViXGTzOmsehINZb1ibdfShL0eosYGKQRZrAduHnRXpA8FrDE2VtgsySF/ukxEwKFgLy0sAFyYB58GSlL7UBg74s3y1DlyTNSUNCAyUiNJSZPWLRWquW5e0RME1WW3NhDGqaKi9kbl5Vwpz3Ys7H1bhjXLBYaGsemkwLNACDWv1n2wKMbD64cFQRslG4/vMBTCOebzZgA2VT0av3WgImCai1gElQkxaTVVnTSDIcZ61faxMIj16zVp+Mz7IMDPFMlEpMMXETrHzbpDhe5o1xEvxfwXAZvE8QnR2LxQfX68HKz5vGPcfFRYSlridgeiR1KlPWgkiCnW0RyTfLI43L4GHZ6rK5RL7LkI1F8EM+Qzw0EwL0ChI4a79AeF1DVaqTtBi8U9FDk5KE72NuCP638T4niCsJWK8kLiqSe90GEvrcINurh+scWgJMqod+BpkI+aFXvOChBIzwyA3DdssYlUKUZ9nljjUV3hIqjkYdF6fLNwHFyckSmTFcl2mwsYMwSUXmpmcZqHlko5cl6I2L1yqiWPVNyIeCLS8LpbDd9IFoKwDuRcyENe8R17Xdz9hEu1SDXTHuT+GBoSUIVhVoEkyww43VwmnccTUBcXE1hRkefklOeWewTwgZ0Mx1AyvKgLJoU02vQxGju0uxzRhxxdgFjH3mQbbheBCOSr/0DB23kAmaO4YGrgghqcBCWKetgDEh2sJUknkjYLY0DxmH1VXt8n48vC4EYmbAjmFowERgYfRpkNIFdf1op4RUwHR745svDRZirpWzMzJF+ZGNZakYTdDHK6aOsgraQEmiaxrBp9KJpsDNDNU/a9rokv6sfdUMgUxdutzixYtvDNpKq+alfjB7KXOLqXlTwzzEtjAXpw8k+PG+6oYHKKAV/8Qq0xj6mJV1p+ZUsO8MyBJPo1kF6GcVaJ98u9Am4O/azAHvA7whUtjOJG0b8VpSwX4J2cpcOct+qYAV22sXm8LGoosdUQS7ok7AGOhZyMLDUK5WTIMmqLr05BcJNl2rojZDGwBJKiwi7IXTEkYyzGHo6be8akNBFbTGwHvLFtbQEJRH8GYTci1qNnbJCKB0K8kETGu7pekOtpn8KLwuLR9lDnRt4ZRHkydVLMsvawqMEC5qYClG4mrMgVjhELHQqC2f947d/8IXvpAK3dB1oZIdaeimYQ008aRasmMEiuOXkcElApa2S8wEbJlSGikjIuNWKe+nS4jESo/hcJrg5hLWKkfD9s3OQzRqB1A2TKtq+hpuCncU2wVRcLusqIKNasto6vPVFuxfSY8SFKsaDiNiMfljmgU5B7Sk0Fbecasg2lOZyguYOE+aemr/l1hGA6lw7uJFMsxtIZrN9gGWv+7ztQsoGySVR0VZe4rYfvW2YY1NqoBSkX40dEaEB0qL666tEV82HU7SAHK1aix0ETI4/L0tTvyyq0B6FvLv1ZzyWtExMmsLIEv/K2B6aQZDn0pb2umQm13VFYZmEmPzJasevr9nTPfpxgxD9FiVFFhMtwGGcVOf/QxCMnVbFQFk/I4r5cbW7OgCi1w4KWs6bLgWrV82hicG7NYG+/piMuUf+XjNmUlEK019Qm0HLpoK32233cokOAXV2VfAGOd9Yev08IvgDAzZWqmslKwJtC97lxmwaNGizkUwdWA+5DtaM19kZ3QVsAicmf0jf0f05a41tlZbbbU0zTnbclAY8pus7DJNJv3FF+kK2x+PpS94WFJdhILYlYx6Bn5VxVAZkL7Saaq0mHO27WPGvdesJYPrwfsVWxr0Ba1aHN1TV5Q8AJb2eM8LmEivAUGV0z4w+0V7hkdBm5UJGHpBakrdcPY6uOF9JurmIXMBT2SRSBRsm1FrOyUMFlQZVAS10QhsvzIBd7/0thiy0yEtLW9PVIQNJpmgbzv0GnhgS7MGlgqY2TLBDqPaKvtk2vKMv8u37nGhxVq4DFYNg9DKjhwHtxSoBVvbkKBl+vSBV3NggfGqtVpnZ7JDacO2bZoYyGXlfGw5HtrQrTR1xLEICLZ7MDRvl8OZ2ZwiKBoNavkrBQz5Z4g68s+eLr2lqfyfS4uDUiRqFF2TnWK1GaDJ02kD6h9nxL5gx4yrVxkTQaTD51hAPOUuwF05CGoezjeunrQYgS59z1piGYEoPm17pydTWfriBrTNHZeuknWDITz6hBZJWLE3HaK5+k2xxyIE5gl6Zu+xlRTljsuItfrRJ31gy5XgiKTNikCYGe5P1Y4wD0B2lpmxs4yAmVQaHhaXcCxzI1ECGGdBbD3tMw8TJ8OI7jDZKwWXOe9MMMQVZoinjnEr6A3uvp3ArmC7ZH4MNMplWjg9P+0WyvYrgb9GAVPnyOhnMCu4bPMg5e67mUONMy6bM40oVkZXRUPQoGKRNKdM2mnVE9BWQ+RwsQ1tt6ijvuYBM8au0OGezAkalwmYbh7SDFYu+V0qWIg62ZqZkcrQxXIPyeEwdIVHfEnhnzo2v6x0X4iryt4gfFp/ZuEOAesynmw+gCDYEXi4CHD3SXGsYVttIzDut6onTZIJmaJjTpwZRhHnIjNzOsHMEbCgiW4KF31s+OdBxd8xbHV/Lla4CF/IxcI1GdjQF0Ia7LGsH5f0Y+GSqjpE/ehtv5kmo01lS1TdFPxTPpYmlZtn3KRRUTJoBO9Hd4DtnYB6EEP0I2sLDpeJtBkQtr67e9CmgAWVZNHluTLPGWVC4DyThhbxx5Kd4g+rXLpjwnFgUpjAhkupal9J4gmFcEYfA9gqVKaVjxGus846abYC760MBIkAevhSizzsujboZb0VqvotZNDFR0+z4vu0Kecl69GhBScyd5J1ijzzqp+7ptiUcxqwaoa6YL6EgZqoir30mLJflApYkDmGZpUAAAulSURBVMSrghajipaxxXxQHWgc0t6nKZtawrIAdFV/iAyY6dhJFQQwT/6iX+oqijgQnIY6ioXmkBsl5im7YVKoCsV5FnacGI+U/YbiqYNMkRoBO4XMlP2ijpQ6LCkImMa6Tegz8Bww7GWZnEN6VzIApOpIS6L9aOaqFkx6aWDvY+OMqtuN3StrEDIOuC9ls4ds3bGDtGjhYrfEIopJqAUcVvWLyrsWJPKioMUWhX8uFW0Pv2kMcN/eE3g2PbQ4ElmmqqrlqhBNF9g29tlnn6UdAesMWNfSdlamkAxeri9XFgPRjrJ0duZErGcfE46riSwsIitVv2xalockOQFTCFKXYWo1DdEGXAk/Ww4/5MuLIY6j6rvJM2LPtZkwlwFxKstEMmQX0JryrWgVLbLqBpHa7i16cU1ePaHynPKGfxNQNXVtqsA5K3BI3blrBSxc7Dl5LWa1IEhtLcWOhcIbUk+qDFzbK3vBVkRomoxPeWBDzdvuCtGALik4oIq9q4ARrmwcjQ7OOi3WRTfEbYXiCCabq605QShV3LOxyhJEZaNUdNSmvWozHmPu3lItxk0V8tG6SLEFYcM1cdNJeBkxJ7HNamJUZ7yZm+CirbohplPwPOWpIU5RCbSdMjteXx8h7ZON22CzRH+uf/t+TeEzv+9DXMuwUJElVMVRcx8JqnuoAqtiu63VXtAoYCMtxi1cmtiu/i6mBo9GkxNWTPGRScCNxich9/rkkxNg9k6xnypaAQ+EpadxuyQW9hnA3mfiHG8Un2iLRJhOqlkfO6tFjtxpTdoLYvW/khVUd3m76BIQKp5UXT48l15WadekRJ5g1sGmCrYqGhaX1taO6zPIytbWFa6XZ0jAuubD0UAZZymqMXDg31YVVcYUJWBBUi8PWuzo8M/onpHUbMysbQLQddK97M+YwlTbFU3AYG4DDVEcto62qDGKoxA7HLQIDobQjkyNvJ1Mo7IJMfMD9Ps4mkzEvLGNBWte245JZDfEpmloGaxSBSRte4wRGttgLHh1jOE2k3i9l2AKRpe1Ya8CDTSNMn5ay2cb8FCE0JhUKPdMcXKP7V8Xl9LZfWWIFrAgsX8JWmzPpJBQVoVY453x2MXGaCNcYMuxJbf1sCQ+0gjaScXA+WOrsYeGPL0y4cpDUJ/ThQfsiD3JQuyb2/rgmh9INd266Y0C1FZJE/vvfV0KEISU2qJq4kgTTLegkZtCQOwc1EasQ4ECQd3QlALlfXLXspaaMUBJ2C47pGV79q0aYLQSsHADFgcttjD8c8Nw1PYKYkPIAa8bSuWGYsq7oAvx2rUNFQHg9SJ/eXjFed8eFOacwxJrO4ntSY3JmvqarSTgzOvuAtkOsSDYCOSWg1MFNRcubrkKWrOI4fzXBCFTV6WerHqeXrKkbwM2nrdXcp40pIJG6IK2bTa1Xe/THISQqZJCOHJgaAxCLhPX0SaDgkY89NBDl/kZjw81YSu2JbdFW5NBIXELEKo9PPtWH5J0HMQQPuiEIGRbhH/uXPc+dhieCzmLmZbqQrBsJVZ8n6wLlcrywKp6NhRBu7Qx8KvAA+szH4kdWDVLXPIgwcOoF3PLcId+X0VbxLZAyNDGaQn4hGfe6gNG6DOrCGWhEnz1ujdh+rXsdgwNxjSmvunm2tralpWNCzi/OlvQ72RkZAW5hCozynGKNChbsOgFCtWJrMSiRW80dES7kSY5dBawINF/DV9eJPj8cPRvo9MBtj3RAtts1XgWwqXxXAz3Y5sSbuKYqEyyZfVh5MsQ09JK+kwGJoaU6Aya+kkhl5SZB2K3DWFdl5CZA0N3e886+sQF9Jq2Fj74B0HItFI+vs95+kD2hlRpzgLDmTYTE8WryU3XeiDGPqIhbE/54DYjWNecIafaxgwezU9wK1s4ZRpbuEw2bYwA236r+okUsLtnHPPGKvSeFzmyx9YJ/5w7gGdCYJcoOtG/y5bCzmvj7OCG1GwW4UFm6TBDtTAQ5Jd5W5VjJrs239GRdualZt2BJAqUFSULdqMp2G91+WsiJhZNRIng4V3trjyGmnirukAVUhwRMya0FawMdSEknRDZemUC2AW2XluZUFJROxEeAfo8GUzgdMdxDQSe8FUVl+gVJvVZDLhIuKJoNBUUmWBaNMAIkkFGngwiYCN+bEH4J+NhvSHOOUlkXFQVyuou+0A4R1WSbBJxTt6tTGBlf2VpOYLVRVqjCohrFAQ7LqOH2JESCiO5Q8UJC9ryXVUYbGb3qHmKVoPnhqN9dLgD0B60gYB0bKe/Mni4dY2O28QVxfxwWRwGNA3NV/b3tipOxBBlfkUQWFoqQlMVYdbNZvnmJX0x6FD4UbxS3thZ4ahXCyXgosdWE2sPgOAU4LXYMO3K5rpAeRderYwbUrUemxnB9qFB8g1NMOwKfSfVQ7UH7LtbtokzxmBQAYNwgVcHIdsoaSFkVDpj2oPRIskomSYY8pB1O2bYy5boKmBK1gioVOV87JS9JJ0otjpH+KXYLUclvOxfdQZDQYarLVbMc6BGKYRrI89uiJPlMbiAQVshk+ufFRwIxBKypskiRY3QN+sTr4RLEhmQeWHb1P++TVpLlS3XVInVBtncANeoaonn7H71wNiEC8YiYJATMiRSrU1WbNAbE/Zgu3DJaRjC1jaZsAyEtKnfWR3y/FXxvEOACWEhZHWQtCOP0ULo2LCOzbXluIQLxiZgMBIywULN6yu9S3FJdhCweWLmNmLmse5ohKE4qr7Q68u1uKYMsiuKrHtXWHh5lh8Qw0oJOwiYm7zZ0DZXEWMVMBgZ/oTMzLxSnoz20SuLTYVhblOwOivCBbxGRSjsLS1DUQN4raFGvGQlafl2AZyiurrJCuC5FgzpLVZh7AIGIwrDZCwR1jmMP7d6iHblswBdfpp6eHSFkJdce9s4TaYKXplZy64+h4fjgKF4riZMRMBg9IX2D4JmVL1OLFMJkM93MB84DbQY27NFj1gs6+5DhH/aYGIClmEUuzSjkjVdm+rz/yiHbbFlDxBv3r5v4LoLJi5gMMrCkEtm7p4JUrWZsTFQnSSbAqfGFmJYd2Cyb26wa2iIv1eflJs+mIqAwegL7zJqOqxtded5wDwpNly+DaZmw9KIMetDQ0A5G6eD3JWnP4PNhjGwe0x6SyxiagKWYbRlil8q7G2sViqDSWTFHqsevsLcsvF7fZGNzwG1lry4tmNkxgz5PAu75NAPjakLGIwKSbYJ/9wuHHKbW00yrWo7NMTE3TIUq8mbhrELZRF0pW8SIWVHjAlOLM520qS8xCbMhIDB6IZ8JjwMrarVsimPiypkrGLQxzWTWwqzHH/MukC4OUhV0PfU9r355pun/5ffJe0ZKTsgZAjYAQ4eN3HaFjMjYBlGN2jvIGjssiOSXFefKgiVFCehkdf8JLMhIfKQzS1q6qkhCJ8JFyy//PKpA6JwuOvgiQKE4vaN7RUxacycgGUY3bCtgqBpqagXQmWXWg9ZG0ltNzfYYIM0wQ6bXqdZ+kKGaEwhL2a/CKEk23rPBnsaAx4S00JpmphZAcswuoGbNAkaDSbXfNZQ1qNDHLXH9j0vBCvDzAtYhpygcQv3D4da+W7NJiYIW+nee++9TC2kiW0tOzuysaS+HlbXcHcWMW8ELMPoBu8QBE1mn5K5XZOKsTezAOncZmZqk6DFu8RKhReRoOaODccxVX3oZx3zTsAyjG74wUHQlIxrY7Bg9Nqu5/gEoK6yRW0lrwH5LPvk9LLxLPMJ81bAMoweAGLx1CBsuudy2VScb5rUjIeeMcg5Mm1YfPaM4ki8+Yx5L2B5jB7MyY4gbEZXSHIkcIRNO5lZsdnYVBcnS4RKM9cLJ5GbNQ3crAQsj9EDO290vDYInGqO9UcHYdNnfM1wtGoz0wFa+ujAe1myRKhMqrggXF/3FtbzCDdbASti9EDPHh0pgtAtH17EmVbNHXKSVxy9igk1ha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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>