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Chauvet Intimidator Spot 360X (Chauvet_Intimidator Spot 360X.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Intimidator Spot 360X" ShortName="Int Sp360X" Company="Chauvet" Version="4">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2da8944a-b666-43b6-b9b4-a5fb7e21dbae</Thumbnail>
  <History Date="17-09-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="19-09-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="20-09-18" Author="Nic Morris" Comment="Revised gobo rot and prism functions in line with latest charts." Version="3" />
  <History Date="18-02-23" Author="Nic Morris" Comment="Created from Chauvet Intimidator Spot 360" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="273d8e7c-f225-4cff-8020-36c7378e607d" />
  <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="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="11" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="12,13,14,15" If="'Colour1Func'==3" />
      <Else ID="16" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="7~13" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="14~20" Colour="255,150,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="21~27" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="28~34" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="35~41" Colour="0,0,255" />
      <Function ID="7" Name="CTO" Display="'CTO'" Dmx="42~48" Colour="255,230,150" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="49~55" Colour="0,255,255" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="56~62" Colour="255,0,255" />
      <Function ID="10" Name="White" Display="'White'" Dmx="63~64" Colour="255,255,255" />
      <Function ID="11" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="65~189" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" Colour="0,0,0" />
      <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" Colour="0,0,0" />
      <Function ID="16" 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>10f4706c-6eeb-43f6-bb3c-82a5299ae549</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>6f4c9e55-c337-436c-ac81-1f09522049a9</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>b520a226-eb59-4603-b4a3-0f09b6634d5f</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>c190df08-3ea9-449f-991e-c20df6fd0b6c</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>cea6e7e1-4d77-4aa6-8eca-52d99bfb41e8</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>621b091b-3f67-4072-8469-311823435a8b</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>a5862c1e-b561-4fd9-a9f1-a74be06f1832</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>58ab9b08-a511-48a9-bebc-5648341c6317</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="120~127" WheelPosition="0">
        <Swatch>10f4706c-6eeb-43f6-bb3c-82a5299ae549</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="1">
        <Swatch>6f4c9e55-c337-436c-ac81-1f09522049a9</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="2">
        <Swatch>b520a226-eb59-4603-b4a3-0f09b6634d5f</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="3">
        <Swatch>c190df08-3ea9-449f-991e-c20df6fd0b6c</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="88~95" WheelPosition="4">
        <Swatch>cea6e7e1-4d77-4aa6-8eca-52d99bfb41e8</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="80~87" WheelPosition="5">
        <Swatch>621b091b-3f67-4072-8469-311823435a8b</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="72~79" WheelPosition="6">
        <Swatch>a5862c1e-b561-4fd9-a9f1-a74be06f1832</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="7">
        <Swatch>58ab9b08-a511-48a9-bebc-5648341c6317</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" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="145~64" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="146~149" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" 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_Func" Name="Prism Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism" />
      <Function ID="2" Name="3-Facet Round" Display="'3-Facet Round'" Dmx="0~0" Update="Prism" />
      <Function ID="3" Name="5-Facet Linear" Display="'5-Facet Linear'" Dmx="0~0" Update="Prism" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Prism" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="No Prism" ID="1" If="'Prism_Func'==1" />
      <Condition Name="3-Facet" ID="2,3,4,5" If="'Prism_Func'==2" />
      <Condition Name="5-Facet" ID="6,7,8,9" If="'Prism_Func'==3" />
      <Else ID="10" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="3" Name="Prism" Display="'Prism'" Dmx="4~6" WheelPosition="1" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="65~7" WheelPosition="2" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="66~123" WheelPosition="3" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="7" Name="Prism" Display="'Prism'" Dmx="132~134" WheelPosition="1" />
      <Function ID="8" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="193~135" WheelPosition="2" />
      <Function ID="9" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~251" WheelPosition="3" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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 Colour" Display="'Reset Colour'" 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 Focus" Display="'Reset Focus'" 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 Effect" Display="'No Effect'" 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>
  </Control>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" 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="f1bdf462-4899-48b5-978a-58ebf3e1a32f" />
    <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_Func" Wheel="23" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="24" />
      <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="22" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" 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="0d874cfd-3ce6-46a6-8172-2dee1591a0f5" />
    <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_Func" Wheel="23" />
      <Attribute ID="Prism" ChannelOffset="6" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </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 Colour">
      <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 Focus">
      <Set Channel="Control:13" 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="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,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">
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      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
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      <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" />
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      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
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    <Group Name="Shutter">
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      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>