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Contest Heliptic-9x10WH (Contest_Heliptic-9x10WH.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Heliptic-9x10WH" ShortName="Heli9x10WH" Company="Contest" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>56eeac09-efcc-4fdc-a160-e1b66792804d</Thumbnail>
  <History Date="18-07-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="12-08-24" Author="Nic Morris" Comment="Created from American DJ LED-MB9A W (effectively identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="730d50d3-b96d-435b-b175-0c9fd78bb9d4" />
  <Control>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Show 0 Auto" Display="'Show 0 Auto'" Dmx="8~15" />
      <Function ID="3" Name="Show 1 Sound" Display="'Show 1 Sound'" Dmx="16~30" />
      <Function ID="4" Name="Show 2 Sound" Display="'Show 2 Sound'" Dmx="31~45" />
      <Function ID="5" Name="Show 3 Sound" Display="'Show 3 Sound'" Dmx="46~60" />
      <Function ID="6" Name="Show 4 Sound" Display="'Show 4 Sound'" Dmx="61~75" />
      <Function ID="7" Name="Show 5 Sound" Display="'Show 5 Sound'" Dmx="76~90" />
      <Function ID="8" Name="Show 6 Sound" Display="'Show 6 Sound'" Dmx="91~105" />
      <Function ID="9" Name="Show 7 Sound" Display="'Show 7 Sound'" Dmx="106~120" />
      <Function ID="10" Name="Show 8 Sound" Display="'Show 8 Sound'" Dmx="121~135" />
      <Function ID="11" Name="Show 9 Sound" Display="'Show 9 Sound'" Dmx="136~150" />
      <Function ID="12" Name="Show 10 Sound" Display="'Show 10 Sound'" Dmx="151~165" />
      <Function ID="13" Name="Show 11 Sound" Display="'Show 11 Sound'" Dmx="166~180" />
      <Function ID="14" Name="Show 12 Sound" Display="'Show 12 Sound'" Dmx="181~195" />
      <Function ID="15" Name="Show 13 Sound" Display="'Show 13 Sound'" Dmx="196~210" />
      <Function ID="16" Name="Show 14 Sound" Display="'Show 14 Sound'" Dmx="211~225" />
      <Function ID="17" Name="Show 15 Sound" Display="'Show 15 Sound'" Dmx="226~240" />
      <Function ID="18" Name="Show 0 Sound" Display="'Show 0 Sound'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~132" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="133~140" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="141~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~247" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </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" Intensity="0~0" />
    </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" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="240~247" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="140~181" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="190~231" Intensity="0~0" />
    </Attribute>
    <Attribute ID="LED_Macro" Name="LED Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~21" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="22~35" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="36~49" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="50~63" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~77" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="78~91" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="92~105" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="106~119" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="120~133" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="134~147" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="148~161" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="162~175" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="176~189" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="190~203" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="204~217" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="218~231" Colour="0,0,0" />
      <Function ID="18" Name="Full On" Display="'Full On'" Dmx="232~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="LED_Mac_Spd" Name="LED Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~247" Colour="0,0,0" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="248~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="3e800e49-8c9e-48cc-8c60-d8a188280bf5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b1335a2c-4a01-44ec-ad03-6f290881c7da" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11" Id="fa81b238-aa8e-429d-9c35-2672af648569">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4e214ebe-378b-42d6-9aa7-5f04dc0e1b33" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan_Spin" ChannelOffset="1" Wheel="19" />
        <Attribute ID="Pan" ChannelOffset="2" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="P/T_Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="LED_Macro" ChannelOffset="10" Wheel="7" />
        <Attribute ID="LED_Mac_Spd" ChannelOffset="11" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="799ac421-8f67-470a-9c62-f6b4195a518c">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6c20c7ce-8d45-408c-bf09-3fab4cdca33c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan_Spin" ChannelOffset="1" Wheel="19" />
        <Attribute ID="Pan" ChannelOffset="2" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell4" Name="LED 1" ChannelOffset="8" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 2" ChannelOffset="9" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 3" ChannelOffset="10" ModeLink="Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 4" ChannelOffset="11" ModeLink="Dim cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 5" ChannelOffset="12" ModeLink="Dim cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 6" ChannelOffset="13" ModeLink="Dim cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 7" ChannelOffset="14" ModeLink="Dim cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="LED 8" ChannelOffset="15" ModeLink="Dim cell" X="0" Y="10">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="LED 9" ChannelOffset="16" ModeLink="Dim cell" X="0" Y="11">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="d0052f86-6922-4984-8db1-23634856de69">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="68ca4854-409f-45f3-a2c3-002c50c52b63" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan_Spin" ChannelOffset="1" Wheel="19" />
        <Attribute ID="Pan" ChannelOffset="2" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="P/T_Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="LED_Macro" ChannelOffset="19" Wheel="7" />
        <Attribute ID="LED_Mac_Spd" ChannelOffset="20" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="3" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="4" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Tilt 3" ChannelOffset="5" ModeLink="Tilt cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell4" Name="LED 1" ChannelOffset="10" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 2" ChannelOffset="11" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 3" ChannelOffset="12" ModeLink="Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 4" ChannelOffset="13" ModeLink="Dim cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 5" ChannelOffset="14" ModeLink="Dim cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 6" ChannelOffset="15" ModeLink="Dim cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 7" ChannelOffset="16" ModeLink="Dim cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="LED 8" ChannelOffset="17" ModeLink="Dim cell" X="0" Y="10">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="LED 9" ChannelOffset="18" ModeLink="Dim cell" X="0" Y="11">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt cell" Channels="1" Hidden="True" Id="eea18014-f68c-4ae2-9e9d-3de3530bef88">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="88b76a58-f591-4a1a-9236-58c09726c8cc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="90" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <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 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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>