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BriteQ BT-150LS (BriteQ_BT-150LS.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT-150LS" ShortName="BT-150LS" Company="BriteQ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>58395117-8a30-4312-ab1e-f7f8b7ba5ae6</Thumbnail>
  <History Date="14-01-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4e68f9f3-e5f5-4fd8-9e60-8ca6027f64a1" />
  <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="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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="5" Lowlight="7" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="9" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==3" />
      <Else ID="14" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Light Blue" Display="'Light Blue'" Dmx="8~15" Colour="0,128,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~23" Colour="0,255,0" />
      <Function ID="4" Name="Orange" Display="'Orange'" Dmx="24~31" Colour="255,128,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~39" Colour="255,255,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="40~47" Colour="255,0,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="48~55" Colour="0,0,255" />
      <Function ID="8" Name="Red" Display="'Red'" Dmx="56~63" Colour="255,0,0" />
      <Function ID="9" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="14" 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>848011bb-158f-45c3-989c-7a9252f6caa0</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>c6d8370d-f7f7-4817-90c5-53ed82bd6d21</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>b8a2201a-3285-4c3b-88e7-c79e448c3acc</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>5273e867-a9c2-4001-a428-7d3d562c3b56</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>09a50afa-be8a-4d89-a4dc-8358b32483aa</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>1d67fc5b-1e65-4070-a508-26ca9b79d1b5</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>058d4321-db30-46a7-9e0a-85e283faa60e</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>e78cfc78-5713-4449-b00b-340da8a76a1d</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>848011bb-158f-45c3-989c-7a9252f6caa0</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="64~73" WheelPosition="1">
        <Swatch>c6d8370d-f7f7-4817-90c5-53ed82bd6d21</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="74~82" WheelPosition="2">
        <Swatch>b8a2201a-3285-4c3b-88e7-c79e448c3acc</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="83~91" WheelPosition="3">
        <Swatch>5273e867-a9c2-4001-a428-7d3d562c3b56</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="92~100" WheelPosition="4">
        <Swatch>09a50afa-be8a-4d89-a4dc-8358b32483aa</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="101~109" WheelPosition="5">
        <Swatch>1d67fc5b-1e65-4070-a508-26ca9b79d1b5</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="110~118" WheelPosition="6">
        <Swatch>058d4321-db30-46a7-9e0a-85e283faa60e</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="119~127" WheelPosition="7">
        <Swatch>e78cfc78-5713-4449-b00b-340da8a76a1d</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="128~189" />
      <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" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="6" 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="Prism" Display="'Prism'" 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="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
    </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="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 On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" />
      <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="9" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" />
      <Function ID="10" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" />
      <Function ID="11" Name="Reset Focus" Display="'Reset Focus'" Dmx="180~189" />
      <Function ID="12" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="13" Name="All in Dark On" Display="'All in Dark On'" Dmx="210~219" />
      <Function ID="14" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="220~229" />
    </Attribute>
    <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S">
      <Locate Locate="2:100" PowerOn="2:100" />
      <Function ID="1" Name="Fast" Display="'Fast'" Dmx="255~255" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" />
    </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="e9303c7e-8458-463e-8f03-7004814acee9" />
    <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="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <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="ee1a322a-3a48-43cd-86da-d792af3b3acd" />
    <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="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      <Attribute ID="Colour_Speed" ChannelOffset="15" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark On">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark Off">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark On">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark Off">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="All in Dark On">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="All in Dark Off">
      <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="Colour1:8,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:7,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" />
      <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:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
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</Swatch>
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</Swatch>
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