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Pearl River CUBIX 500 (PR-6600) (Pearl River_CUBIX 500 (PR-6600).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CUBIX 500 (PR-6600)" ShortName="CUBIX 500" Company="Pearl River">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>7ea1a2f2-87f9-439c-bc08-25941e88126e</Thumbnail>
  <History Date="29-05-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6254dc51-a961-4894-b467-b37bf8d30a12" />
  <Control>
    <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="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="26~225" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="226~245" />
    </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="Colour1Func" Name="Colour 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 Gel" Display="'Split Gel'" 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" Description="" Group="C" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="17" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="18,19,20,21" If="'Colour1Func'==4" />
      <Else ID="22" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="17476~18247" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="19532~20303" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21588~22359" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="23644~24415" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="25700~26471" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="27756~28527" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="29812~30583" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Op/ 1" Display="'Op/ 1'" Dmx="16448~17219" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="1/ 2" Display="'1/ 2'" Dmx="18504~19275" WheelPosition="1" Colour="0,0,0" />
      <Function ID="11" Name="2/ 3" Display="'2/ 3'" Dmx="20560~21331" WheelPosition="2" Colour="0,0,0" />
      <Function ID="12" Name="3/ 4" Display="'3/ 4'" Dmx="22616~23387" WheelPosition="3" Colour="0,0,0" />
      <Function ID="13" Name="4/ 5" Display="'4/ 5'" Dmx="24672~25443" WheelPosition="4" Colour="0,0,0" />
      <Function ID="14" Name="5/ 6" Display="'5/ 6'" Dmx="26728~27499" WheelPosition="5" Colour="0,0,0" />
      <Function ID="15" Name="6/ 7" Display="'6/ 7'" Dmx="28784~29555" WheelPosition="6" Colour="0,0,0" />
      <Function ID="16" Name="7/ Op" Display="'7/ Op'" Dmx="30840~31611" WheelPosition="7" Colour="0,0,0" />
      <Function ID="17" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~16191" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49087~32896" Colour="0,0,0" />
      <Function ID="20" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="21" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="65535~49344" Colour="0,0,0" />
      <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="186~195" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="196~205" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="206~215" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="216~225" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="226~235" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="236~245" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="246~255" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="156~128" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="157~185" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32896" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48316~33153" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48573~50115" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="50372~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="21~255" />
    </Attribute>
    <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" />
    </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="Linear" Display="'Linear'" Dmx="17~127" />
      <Function ID="3" Name="3-Facet Circular" Display="'3-Facet Circular'" Dmx="128~255" />
    </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="0~128" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~129" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </Attribute>
    <Attribute ID="Effect_Macro" Name="Effect Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="6~30" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="31~55" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="56~80" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="81~105" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="106~130" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="131~155" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="156~180" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="181~205" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="206~230" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="231~255" />
    </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" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Curve 1" Display="'Curve 1'" Dmx="0~0" />
      <Function ID="2" Name="Curve 2" Display="'Curve 2'" Dmx="30~59" />
      <Function ID="3" Name="Curve 3" Display="'Curve 3'" Dmx="60~89" />
      <Function ID="4" Name="Curve 4" Display="'Curve 4'" Dmx="90~119" />
      <Function ID="5" Name="Default" Display="'Default'" Dmx="120~255" />
    </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="Display On" Display="'Display On'" Dmx="20~24" />
      <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="25~29" />
      <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" />
      <Function ID="5" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" />
      <Function ID="6" Name="Reset Beam" Display="'Reset Beam'" Dmx="180~189" />
      <Function ID="7" Name="Reset Effect" Display="'Reset Effect'" Dmx="190~199" />
      <Function ID="8" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
    </Attribute>
  </Control>
  <Mode Name="Short, 14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bdb3dc77-419c-464a-905d-0d42cf88a5d2" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Effect" ChannelOffset="6" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="7" Wheel="53" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="9" Wheel="24" />
      <Attribute ID="Effect_Macro" ChannelOffset="10" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="13" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Standard, 17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2cbb9e00-1e13-43e0-b9ed-969210d413ff" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3,4" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="6" Wheel="15" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="8" Wheel="53" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Effect_Macro" ChannelOffset="11" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="12,13" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="14,15" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="16" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Extended, 19 DMX" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a99fc957-7477-4b94-9600-d08baec6a409" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="4,5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7,8" Wheel="15" />
      <Attribute ID="Effect" ChannelOffset="9" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="10" Wheel="53" />
      <Attribute ID="Prism" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Effect_Macro" ChannelOffset="13" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="14,15" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="16,17" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="18" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
    </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:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Closed" Legend="Close" 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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>