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Chauvet Intimidator Spot 375Z IRC (Chauvet_Intimidator Spot 375Z IRC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Intimidator Spot 375Z IRC" ShortName="IntSp 375Z" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>1f25408f-f23f-4c34-84bb-7f6032af2681</Thumbnail>
  <History Date="13-01-17" Author="Nic Morris" Comment="Created" />
  <History Date="07-10-17" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="22-10-18" Author="Nic Morris" Comment="Added product thumbnail.  Added gobo swatches." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f5aaf61a-031d-447e-9ba1-4400ecba8287" />
  <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="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="8" Lowlight="4" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Orange" Display="'Orange'" Dmx="8~15" Colour="255,128,0" />
      <Function ID="3" Name="Lime Green" Display="'Lime Green'" Dmx="16~23" Colour="0,180,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="24~31" Colour="0,0,255" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="32~39" Colour="255,0,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="40~47" Colour="0,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="48~55" Colour="255,0,255" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="56~63" Colour="255,255,0" />
      <Function ID="9" Name="White" Display="'White'" Dmx="64~64" Colour="255,255,255" />
      <Function ID="10" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="65~189" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="255,255,255" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="190~221" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="255,255,255" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="224~255" 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="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">
        <Swatch>0193233d-06ff-435f-becf-1083606fc73f</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>293abd21-a780-49d2-8e55-a275f7d4aebd</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>7c2bd0d0-0ac9-4e2c-83dd-5dd8f9d84b68</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>447c3e7a-b7d8-465c-a143-9657dd192b9e</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>4e1373b5-75ce-4dc3-a380-db149ae6d6ba</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>8860d1d1-439a-4b1b-a644-c0bf9f80e2c6</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>4e7ef895-7919-428c-a5aa-b86a5604b7b8</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>e3602198-68de-41a7-a1e6-716afbf54d86</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="120~127" WheelPosition="0">
        <Swatch>0193233d-06ff-435f-becf-1083606fc73f</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="1">
        <Swatch>293abd21-a780-49d2-8e55-a275f7d4aebd</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="2">
        <Swatch>7c2bd0d0-0ac9-4e2c-83dd-5dd8f9d84b68</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="3">
        <Swatch>447c3e7a-b7d8-465c-a143-9657dd192b9e</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="88~95" WheelPosition="4">
        <Swatch>4e1373b5-75ce-4dc3-a380-db149ae6d6ba</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="80~87" WheelPosition="5">
        <Swatch>8860d1d1-439a-4b1b-a644-c0bf9f80e2c6</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="72~79" WheelPosition="6">
        <Swatch>4e7ef895-7919-428c-a5aa-b86a5604b7b8</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="7">
        <Swatch>e3602198-68de-41a7-a1e6-716afbf54d86</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <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">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="7" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="145~64" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="150~231" />
      <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="6-Facet" Display="'6-Facet'" Dmx="4~6" />
      <Function ID="3" Name="6-Facet CW" Display="'6-Facet CW %.f%%',100~0" Dmx="65~7" />
      <Function ID="4" Name="6-Facet CCW" Display="'6-Facet CCW %.f%%',0~100" Dmx="66~123" />
      <Function ID="5" Name="6-Facet" Display="'6-Facet'" Dmx="124~127" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="128~131" />
      <Function ID="7" Name="5-Facet" Display="'5-Facet'" Dmx="132~134" />
      <Function ID="8" Name="5-Facet CW" Display="'5-Facet CW %.f%%',100~0" Dmx="193~135" />
      <Function ID="9" Name="5-Facet CCW" Display="'5-Facet CCW %.f%%',0~100" Dmx="194~251" />
      <Function ID="10" Name="5-Facet" Display="'5-Facet'" Dmx="252~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" 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="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="8~76" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="146~215" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" />
    </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="Move in Dark" Display="'Move in Dark'" Dmx="8~15" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="16~23" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="24~31" />
      <Function ID="5" Name="P/T/C in Dark" Display="'P/T/C in Dark'" Dmx="32~39" />
      <Function ID="6" Name="P/T/G in Dark" Display="'P/T/G in Dark'" Dmx="40~47" />
      <Function ID="7" Name="All in Dark" Display="'All in Dark'" Dmx="48~55" />
      <Function ID="8" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" />
      <Function ID="9" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" />
      <Function ID="10" Name="Reset Col" Display="'Reset Col'" Dmx="112~119" />
      <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" />
      <Function ID="12" Name="Reset Prism" Display="'Reset Prism'" Dmx="136~143" />
      <Function ID="13" Name="Reset Beam" Display="'Reset Beam'" Dmx="144~151" />
      <Function ID="14" Name="Reset All" Display="'Reset All'" Dmx="152~159" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~23" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="24~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~55" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~71" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="72~87" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="88~103" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="104~119" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="120~135" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="136~151" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="152~167" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="168~183" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="184~199" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="200~215" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="216~231" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="232~247" />
      <Function ID="17" Name="Sound 8" Display="'Sound 8'" Dmx="248~255" />
    </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="255~0" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="CHI375Z1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="58ee6256-922f-4d5c-9934-ace351406c1a" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="8" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Focus" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Dimmer" ChannelOffset="11" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      <Attribute ID="P/T_Macro" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="CHI375Z2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aa0376ca-b780-4019-985f-c6bac6eae488" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <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="Prism" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Col">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Beam">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="5" Name="Lime Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Lime Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
    </Group>
    <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="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" />
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</Swatch>
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</Swatch>
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s1quAEHXLixImpPyMNLHc4gktw6rEgwYzBDVhvvTk7ZWJm82+Y2TaB7kJOlb/DqFjCz4RD03aNYSXQw8IcyrghsgDLlmMdK7MS7777rtpMrutFK+EgCjMHwYyPRxDVvA0LyCbBMJ3xxQTFt5/6gpWIdYZEcAUIHBb6ydBEZDawhCERbaxIeaJIhlRmDJccerHWgYPmf4pTPsES9XOM8nJTWYx0sQWOkqjiUfpeUGNJ+CdPoPhHxTCTAkKxyoA11wxvDE4wPyUUp+aXRxvVD4n6fEU1KKGFEdLGVntKMg3ikCSwnAZhijbumDI2Fc4Kaj/DkLQZTQDN4BYSjP6OiQ5g/FBhoOIZPw9FrVmByNZ1CMyibJsgTP9y/ZkYNIRriEJgNI0bN06FcFyWwZE6RPQgDBm+L5xqDsEaJ/3LOD2Lm2ODYDQY0WWnUrnjEjhIK31+aXxgpqADNX1Wg8RG7fANG1cgayRMWuMRwOjIgMapCIaSS9yR2r9KsPPQjzJemKp6iQO6ED3jXQJdi6qbICizd4FWrVopqzIszorzmM6LrqQYVmsYaDGV0YhKRzDCJHiZ/ch7ENwgUmN69TLulRIKXd8tgs2um6jQ0C4Y2qHjoKuCDe5XVBAfZydEN41/JgGJC1F5b7SvyghFsFT2aRTBAMUftErK0lRX50HGUekaxANJDaLHKZuKdgOu/FO63q7oSC4IRhQkKmpgIVS1GgRLFeOhWIFQSlivUILhOEIr0z+SQNdWKY/kRo5hMiDw7/nzgopCXK+vtMAxzgYKA3qfhZ5mDVNLMNpBkoIS1rEF0GwDCUDmZxroHH95ZW8gufJoHuc6KhGGs846K1J6IS0tpGApCWbWTS0ENHCLIhgWIOY1GQ9p/GI6CzKDf6aUsOW8NQXV5vgto2DJAdwAghm1xQwDxyRxuahsTTIGyJ2nQGMu4pGnBKOKiQZ5UZuY4zEsTpoCy2WaVYSfhAFMccML6GpD3WHSvHiyKPOaYVQG6BIkE2aVRsLP/Q/L6fNBbauttp+Zp60RjMZPEyXF+ELoYtxA8qBMwbH6XyKYLpvBVviNpjBRfi8fqDa2kJlgWJLUAcaZtBQzkCWAMzE4vSIO7Ng4V4XLBnI64GAmO5UsXpy9+MuyDtOKkyjARtYI+jIdDuNAdMRmOwMrA0kRqSQCxqUCY2bT5Iz8LhOS6Zyo6HdZhhkApCu7mWa5ODL5TNJn4moTccFw5DPWxQfjnHlwSOq0RAvLEg4i65EFuRh4Efc5lPnRL8MmrM3spl02pm3ckAPmJkIyijJ0oSTIQ2FHFKh2gdRpgGmOG4XOQJWhIGKBSNuojAmkcJBcgIoc6h9J305LtKh0GR9ZKqS43zpyATpuZ920lbBGMJyQFLniG4urW4RkiGFM5LjW2bobmnYWI4mKl1xySR2S+MBxjD4URTBaCnBchc269IlGqIyM1SRtKeNCY5A1jZMXCU0Iiu+rIxe+PqIvtmGNYICjcujQoeL444+P/T06D+KAJfRCZmdYEFeXtVApeXSg8w/X5c/yjgLme1xJGscobavoRRFl5nN8E8dDl2HirS7rg2M3Kh8LoFIkLcRFR6UNgC6nDnA0EvZzUewLwUhZTO0LqwTHBLtxjz32iP09biplZmStsuMr45Y6vxCfoevkjCSi/It4m8m8bHw/hLh0wC1D7hvZtFGSAfLR+YfsEh3RCEfFGS1JazxxbnNM86oDm5uTx1G7gq+4O2jT1gjGBUMaGsuaHGM8BHS3iy66SPnUfOVe56LgAaK4InEqwUOnNwRkMbnJHIcQgC6JplVRHDv0p4BscTO5g0SDYIwbxOr0pTY/1zmiTaMW6L9sJmoWdEeiDzZJmt4dhviZq+Dqrc44JkiMRYkSbkIypBmSjxx7dDikl0k7zlNOOUU1oPPzxkk9IXjL35oWMdByit5eDJJKCghD3hqV2BybcQ8VIiGpKEejuR2VUliGbATdvEkdwbh/uIq4h3jpTYG1jNXsEDO4I07mqaAIs3OpZCYr0wT4lbBGTUE1Dn4opCV6DxZekh6tGBlIwSwNjEnfwdEMYdAndQW1AP0xiQ4Z1Z2HYxprGEmdtD4Bq5KN6HgiyU++BHMCovGQDOsEhd4FyGHnJicBZWFIHY65rA5SH2S6QnCOQCbK2gRpT+hUU6ZMUR20ORWwwjl2dWlNYeAaabmQw7gbJcGmu/wEHiAmO1YVNwmvfpHguEFqMcPaNtAfMVjQaQihhbW5SgP0URvp4YSbUOhzLJWb7pxgPrjpxCJpYalr/uEKHIk4HW0FjuM+B8Ufw4XNVYbW6u+8847aWPjxckR+BAOY2+R/Uz2Dxea6rjEIWlSiBOdVNY1uhjVH7QDB47DM3zzAMYg7iGObJNGcoQhG7jFu61xaRPOFaZZLOAYLBuvH5bGJRYuzEaW2CJAaw7GMtZu3esCJgXM5jYVsAXBq6vzygf8uRfgUkbB9QFagD2D9oGhDACwa4os2gRsAFwBugSJB1ILvh5qQx3GJwUEHbEhdYBX6FLjlO25wo+dKMB944ocMGaJCTLgzIBulYqZzsaNAm0ss2KLJ5YOHTU8PXfVQWiCp8SHSepO4YgkGoqrQjE8w2kMbdZh2BTzo7HQWjkMqu9u0aaNMcsI9pn3nfWDF5dX12gQ4QJN+hzj4Vde0gsJCt5mFagnq5vsEi+7JXQBQxH2yAaaxYpklGddC60eOoxLsZAVCUWG9LkyBT3HChAlq5A2hNYiVofNNHlCcChLsL5Gxy6Er0AuDXaoLoAfB7+JMZS53kSQjdQkVIEvhC9Y3m8xlLzTLgEv/TzB6acrdjkhLl2SVA9LkpJNAR9IiMU4bTeOSgiMRixnfWxYwBa6KyAVehlP8RzA6SyOCUhKMtBvyudKANB284EgyDAlKsvIAVdNYjTYs47DkxpJjdlOLIMHIPz45/2vRg4dFtmhakGtFKhBhEhy8Y8aMcdZjAl8XmRVMYrPlXG3btq16L1tx0xwwO5c9SDBqysjyK3bQdQhMh0rp0KRJE1WNDtkIwOPh1g29MgFpOgS6GcpKLpxtiQNpN9tsM1VsUgWAQ7PrE2cTjNkyUg9DtBXqrggDefQ2gS+K4gyMAHLWyIsiCTCJmc+xjRMX/YrMhjT+LQaiYl0SJIf4cXn5xG+rhGAP+XOKQGWGHGH2UhEMV0PLli2dvDepLhCEhW6GU5YsC9KHaYmAwzIsMO7XeVKClwZ412mpQCTD97STksNnRxXM4BOsEsyRqlFJMM5OEhDzH9sRATJTwzopBoEbgsJf/GdIkzS6D6Vs9AFj+eD9CLmQORt0dVAdnZZcOEhJqqzs/YBvC8dw8PODwE3hatCFRcCdOWoJ5yAYk0qlxGDERGmkGHqTDijufrEGxwwBZnSWrCCiQLYqR1Ow2tlkaloYCOcwcD6qCp6gdBTBiASw0UruXJ0YnHYLwpLIbxYlIpiulSYlXbggfFDuhtVFqgxZm5TIZUXXrl0zl9NjTNBuIK4WVDeDkvYCJSfYzZX/EEawCXJRJ5VfslYMdMUbPPhK3xb1fViJpOgg3WgNkAWVNQVJY37UDKBj6SxW3fDUlKP18gKcmVD5j3UIJkXc3/KYHCX/87QcLkoLXRFFXEt1iEAtAFNkKUJNayxQXBIE+pJJHQA6HGVhSFgTBy89LohYWJ58lhdGwZ3Kf4yqs6qR60RRgtikrouOSd96Qi1U8VAiRik9aTxJ8rIobQti9OjRqnAizpggMD1w4MBEjZBxpBJ3pLCjysDuqQn7QSjBJBM/kg9gvCiRLhYF04pkrEBKy1g0GsGSQycyKTPDMRsEkoaoAEW3wQ2AxOQ4JIkybV9Xvk8VEmw8nAn7QVz571BRBQRLEwSmgwzWIVXQHJtINMJRNEQJ1gnQNxUHKFZpJTh2kVJ0oCbsRFo0xMvqRsgrVmoZQ6N+EEkwycgXpBSjPUw6h09OyFIhhFRDh0s7gnDmzJkqAmATcV10yNItIR6BK1E/1DUwGCxKTjBSYlxP/MgTcQHtkrooBsf9MJZgkplPFC3FdDcV070+ESzPUj4LQHo9EfcLJi1YCpViOp8Tnn7bXfmKBNGDKKDjlQyx0gtoCeZJMRxo4ROTHEM3rxAr0LYeVCTirNqSSeoJOukFTDscDpCLHkO5+8V0bgiCwPUF+NWiEiuJYxY5K6kCmLoDTH7RiGCSqe9IKUbz9H5ZrioNdI5UStrKVD2UBSQtRnnx6axToozWEXDC5BeT9GgdJBfxEWvdEE1AXhb9u6IS+uhgQ959QeXxVsFmiUJckDxnYHUNMv1lY4JJxn4vJUVfUZFQlgcgD6nIUejcuXO9IFhc5m7alu0O0BcumP5y0i7TNPNk5OtuCf8uE/CYxxGMTAWafJTUEWkE8r2ictjQv0oiwXj2iRq6JiKYZO4sKcWYlbylXObNQDPiwQcfjBx+Csj5IpGPIo5qBW3Eo1wUkItW4wVjply9ZiVUdhP3yZfv/6kkWW/5n/RDyqWzGkmFNM+Nq+xmagfxwWqM5REwJw07Cq7mhCcApOrNs0/6h6kGMcgPGiNJ1l7+Z/g8XgegXXkcwVq0aKHm7IQFpssOuiBGDcNiw4wdOzbnK6qDG3nmaf4wy6QPXBZUgttt6hUBjkkyFuIyXMmQoKtONUkxGqLEDX+gJ4fphDpHwB2R2j2VmmCS0T9IKUY6D+Mr7PUligBpMGSH0v8qCuR5QTJqDasFVIDH1Q3EDXvNAVhNXXjWad8g06wi+cGvS5LR2H50lvcxBQ2EsRbj2gjQhxWdpUy9waLAEFe6UkeB7FYSJAtET55xljfIPAzL08eY5BStpVoCxRwQiI41UcASQ2dhuBQ9tcoMJrPF9blnQ7kYUGWIC9PqXUHYmrZ2rKitQtrb0vtFgkohulS3b98+8nfIsIBkVGzjQyoj6GNBJm0USKSEgAVhnKh9pplhhWCef6yb/E808E1tvGfMZ6mHQ2UPU3SjwMOjvL+MJENX1M1mpLVAQT3BaFzSLa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